././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6695 xrayutilities-1.7.10/0000755000175100002000000000000014742413420013576 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/CHANGES.txt0000644000175100002000000004707114742413365015430 0ustar00vstsdockerv1.7.10, 2025-01-17 * add Python 3.13 wheel generation, otherwise equivalent to v1.7.9 v1.7.9, 2025-01-16 * avoid use of scipy.misc package. make xrayutilities work with scipy>=1.15 (#202) * fix typo in GetStress method of Material/Crystal. * improve wording in Experiment class docstrings (#192) * fix typo in cache key of atomic structure factor (#189) * Use numpy>=2 as build dependency only for python>=3.9 (#188 by @t20100) v1.7.8, 2024-06-05 * Numpy-2.0 support for wheels on PyPI * fix an Exception in the PowderDiffraction calculation occuring for some specific parameters (#179, thanks to @mendenmh). * allow different Miller indices for the various layers in a dynamic diffraction calculation v1.7.7, 2024-04-19 * enable creation of Python 3.12 packages * enable correct parsing of Sardana MCA data in spec files (by @dschick) * fix for using lmfit-1.3.0 v1.7.6, 2023-11-16 * fix parsing error due to missing header entry in Rigaku ras file * allow naming of simulation materials (Powder, Layer) * example script for fitting diffraction data of an epitaxial multilayer (by @VeryBitter) * update AlAs lattice parameters from APL 66, 682 (1995) (by @VeryBitter) * enable building Python 3.11 wheels v1.7.5, 2023-06-14 * Added AlSb to predefined_materials.py (#164) (by @andrews-tuwien) * allow parsing of SPEC files/scans with missing data entry * implement the calculation of the anisotropic Poission ratio of materials (#139). Related to that a method in the DarwinModel was renamed and declared internal. * extend continuous integration tests by adding doctests * directly depend on the lmfit package for implementation of our fitting models. * more possibilities to specify filename lists in getras_scan, getSeifert_map, and getxrdml_scan * allow bytes-stream instead of filename in XRDML * enable setting free lattice parameters from the Crystal instance * minor code improvements, forcing flake8 to pass upon merging a PR #149 * fix typo in Poisson ratio of GaInAs Darwin model (introduced in 1.7.4) * make C-code respect the VERBOSITY. C-Code should now be silent with VERBOSITY these can now be floating point values (#141 by @trdd) * fix docstring for March-Dollase texture model in xu.simpack.Powder. The parameter preferred_orientation_factor was described wrong. Platy crystals need a factor < 1! see W. A. Dollase, J. Appl. Cryst. (1986). 19, 267-272 * fix Poisson ratio of GaInAs Darwin model (thanks to Danny Chrastina for reporting) * Additional convenience functions for elasticity tensor symmetries for Monoclinic and Trigonal symmetry (#138 by @f-iniv) * GetStrain and GetStress functions for xu.material.Material (#138 by @f-iniv) * enable correct parsing of Seifert RSM map measurements * matplotlib format bugfix in psd_chdeg * improvements for kappa goniometers * remove use of deprecated scipy namespace v1.7.3, 2021-11-26 * enable building Python 3.10 wheels * fix missing files in source package on PyPI * make builddocs pipeline more robust v1.7.2, 2021-11-22 * fix returned fitting error in area_detector_calib* (issue #126) * remove dependency on soon deprecated distutils * fix regression bug with matplotlib 3.5 * update copyright notices from git commit history * fix code error found by linting (flake8) * CIF atom type normalization of oxidation state (issue #122) * improve documentation of PowerModel multiprocessing code (issue #121) * fix numpy-1.20 deprecation warnings * bugfix in kinematical diffraction model. * add visualization of individual layer densities (issue #107) * new coplanar_alphaf helper function v1.7.1, 2021-01-02 * harmonize dependency versions between README and setup.py * remove PDF documentation and other generatable content from the GIT repository * new azure pipeline for documentation generation * new azure pipeline for wheel generation (issue #111) v1.7.0, 2020-12-08 * allow string decoding to fail in tif headers * ignore nan values in maplog * add Azure pipeline for continuous testing and automatic builds * performance optimizations in Crystal.environment * Continous integration tests running on MacOS, Windows and Linux * new flavor of material/Crystal definition from fractional atomic coordinates * bugfix in derivative functions (xu.math.functions) * effectiveDensity slicing for XRR simulations, thanks to MM * new possibility to transform unit cells and find symmetries * bugfix of numpy.set_printoptions use * require Python 3.6 due to use of f-strings * new PowderModel.plot method to quickly visualize a Powder pattern * remove deprecated fit_xrr function * SGLattice.get_allowed_hkl function * make SGLattice.convert_to_P1 a normal method * SGLattice improvements: add symmetry operations, equivalent_hkls, reflection_conditions, and allowed_hkl functionality * fix SGLattice.isequivalent function to work for non-centrosymmetric materials * implementation of the March-Dollase model for preferred orientation in PowderDiffraction * Mayavi based visualization of unit cells: Crystal.show_unitcell -> new optional dependency on Mayavi * fix new Pilatus TIFF files which seem to have \xff padding * implement Gaussian beam shape for XRR modelling * update documentation to recommend the use of pip for installation * remove multGaussFit/Plot and set multPeakFit/Plot deprecated -> use the much more powerful lmfit-package instead! * rename dummy element to "Dummy" and set sensible default parameters v1.6.0, 2020-01-08 * use of tox to run unittests consistently in a virtual environment * build element database during installation from sources * new source layout which offers many advantages (https://blog.ionelmc.ro/2014/05/25/python-packaging/#the-structure) * remove Python2 code path, improve code readability * fix use of the agg matplotlib backend with FitModel * from this point on Github master will be broken on Python 2 v1.5.4, 2020-01-07 final python2 compatible release * fix issue #84: edge case problemes in XRDML parser * matplotlib compatibility improvements v1.5.3, 2019-10-09 * issue #87: fix matplotlib inline backend in FitModel.fit * enable parsing of Panalytical XRDML version >2.0 * issue 79: fix parsing of Sardana generated spec files; thanks to DS * issue 81: fix parsing materials with space group 47 * packaging cleanup: remove gitignore and other dev-files * issue 77: complete multiprocessing cleanup upon PowderModel.close() * issue 76: cif parser: fix bug introduced in version 1.5.2 v1.5.2, 2019-06-28 * fix bug in PowderDiffraction where the last Bragg peak before tt_cutoff was omitted, thanks to NG for reporting the issue * new model for calculating signal of mosaic small crystals * add arbitrary line cut function * fix parsing of empty scans in spec files * remove geth5_map function -> use geth5_scan instead * support inf/nan values in spec files * setup.py fixes for Debian packaging * CIF export: make _atom_site_label unique * change of SMaterial.density to a unit of kg/m3 * deprecate the fit_xrr function, which will be remove in the next major version -> use the new FitModel * new FitModel class for fitting of instances of LayerModel * fix bug in PowderDiffraction used with enable_simulation=False v1.5.1, 2019-01-07 * simple unit cell visualization function: Crystal.show_unitcell() * add new 'radius' and 'color' properties to Elements * improve testing of various unit cell settings in CIFFile * fix bug in handling negative data in kill_spike, thanks to reihel for reporting * Panalytical XRDML: parse hkl from file if present * CIF exporter and possibility to parse CIF files from string representations * new reflectivity code based on transfer matrices (contributed by Numan Laanait, nlaanait@gmail.com) * unittest and code quality updates * show_reciprocal_space_plane function to plot a cut in reciprocal space together with the peak positionn of a given material * new FourC experiment class, equivalent to HXRD, but using a four circle goniometer for consistent Q2Ang and Ang2Q functions * add spline coefficients to PowderModel fits * allow single Layer object as argument in LayerModel * rewrite of line cut functions, shorter code, faster execution, more versatile * avoid loops in Experiment.Q2Ang functions * clean README and add new CONTRIBUTIONS instructions v1.5.0, 2018-07-04 * improved docstring formating * simulation code for diffuse X-ray reflectivity * more flexibility in defining materials Wyckoff positions * convenience function to calculate diffracted intensities of thin films to compare various Bragg peaks (coplanar diffraction geoemetry) * simplify WyckoffBase of Alloy, by avoiding double entries * CIF parser now is able to fully parse files without symmetry operations * CIF parser now distinguishes multiple "_data" entries * improvement of the scanning XRD dataset parsers for ID01 (FastScan) * PEP8 improvements * speed optimization in EDF parser * add getheader_element to SPECScan * try to parse oxidation state of elements from a CIF file, and ignore '.' and '?' values for Debye-Waller factors and occupation * numpy 1.14 related fixes (mostly in file parsers) * fix bugs in spacegroups whos Wyckoff position contains a multiplication * make U/UB matrix compatible with the definition in SPEC * remove deprecated Lattice/LatticeBase code * update XRR example v1.4.2, 2017-11-28 "The Praha edition" * introduce convenience function HKL to convert q-vectors to HKL of materials * update outdated information and fix typos in README * introduce abstract classes where useful * code cleanup (import statements) * vastly improved CIF file support with recognition of correct space group and Wyckoff position * use AppVeyor.com for Windows testing and binary creation * make wavelength handling in PowderDiffraction more flexible * fix bug in SiGe alloy class * python2 fix for EDFFile which could have failed as described in issue #41 * fix clear_bit utility function * fix float/int conversion in line cut functions for newer numpy v1.4.1, 2017-04-03 * new materials (Cr, tetragonal BaTiO3) * fix bug in DarwinModel * fix multiprocessing on MS Windows platforms * fix BUG in tetragonal crystals (wrong symmetry was used!) v1.4.0, 2017-02-09 * fix of negative HKL directions in RelaxationTriangle * new SGLattice class which replaces Lattice and allows for easier material definitions * old Lattice class is still included but now deprecated and will be removed in >1.5.0 * new PowderExperiment, PowderDiffraction and PowderModel classes for proper simulation of powder patterns. Thanks to Marcus Mendenhall for his contribution of a Fundamentals parameter approach powder profile calculation. * cache database results -> huge speedups in repeated calls with same parameters * new file parser for ILL numor files (station D23, maybe more general) * add possibility to fix the pixel size when calibrating 2D detectors * new normalized Lorentzian function (NormLorentz1d) * add fully asymmetric Pseudovoigt (different width and eta) * remove unphysical variation of structure factor in kinematical 2-beam model * new dynamical multibeam simulations based on the Darwin theory of dynamical diffraction * include pip install guide into readme * fix default wavelength selection in line cut functions. v1.3.3, 2016-08-24 * fix packaging of the README.md file v1.3.2, 2016-08-24 * call PowderIntensity from xu.Powder init routine * fix problems in Crystal class when no lattice base is defined * add parsing for simply chemical formulas in Amorphous definitions * fix setup.py issue related to test installation * fix bug in fuzzy gridders (first data point was not always treated correct!) * added absorption_length method in all material classes v1.3.1, 2016-05-19 * fix windows build due to lack of support of C99 in MSVC v1.3.0, 2016-05-19 * change to setuptools for installation/package building * major code cleanup (remove of duplicated code using Clone Digger) http://clonedigger.sourceforge.net * bug fixes in Alloy initialization * documentation building now requires numpydoc * central version number in VERSION file (also available in the package after importing: import xrayutilities as xu; xu.__version__ * new examples using the new XRR and XRD simulation-code * improve handling of SiGe and AlGaAs alloy: alloying on atomic level * add relaxation parameter to PseudomoprhicMaterial to model partially relaxed material * fix fwhm_exp for very narrow peaks * fitting of x-ray reflectivity using the lmfit package. If you want to use this new feature you have to install lmfit see https://pypi.python.org/pypi/lmfit/ * new subpackage simpack for diffraction and reflectivity simulations from thin film samples. So far implemented are - a basic kinematical diffraction model - two dynamical diffraction models (simplified and general 2-beam theory) - a model for specular reflectivity calculations using a Parrat-like formalism * fwhm_exp function was moved to math's subpackage! This was necessary in order to avoid circular dependencies, but anyhow the function also fits better there! * improvements of peak_fit function - better ability to handle linear background - more stable fitting due to use of deriavitives (PseudoVoigt) * minor improvement in peak_fit's plotting v1.2.1, 2016-01-08 * Uiso parsing from CIF files for better structure factors * support for parsing Rigaku RAS files (Smartlab Guidance) * new getDetectorPos/Distance routines in QConversion This can be used for all types of detectors to determine their position and distance for data normalization purposes * add FuzzyGridder3D class * add FuzzyGridder2D class (see mailing-list for details) * add possibility of Pseudo-Angle (basically arbitrary contraints) to Q2AngFit * add Carbon(diamond), HOPG materials * enhancement in FIO file parser * much improved TIFF file parser * IntensityNormalizer gained possibility to normalize CCD data v1.2.0, 2015-08-03 * Radicon file support was removed (no test scripts available!) * replace pytables by faster and more convenient h5py * bug fixes/improvements in the file parsers (discovered by the unit tests!) * new unittests for file parsers (spec, edf, xrdml, esg, nja, fio, cbf, tif) * added different oxidation states of the chemical elements to the database * huge speed improvements for the database access, especially when querying multiple values at the same time * add PseudoVoigtAsym option in xu.math.peakfit * memory usage optimization in FastScanCCD v1.1.2, 2015-04-22 * new webpage theme to allow for easier reading (esp. mobile devices) * huge set of improvements for working with FastScans (ESRF ID01) * keep_open option in EDFFile to speed up reading of multiple images * new convenience function for parsing data from spec-files * improve peak position finding in area-detector calibration * added new material AlAs v1.1.1, 2015-01-22 * new PseudoVoigt1dasym function implementing an asymmetric PseudoVoigt peak * FuzzyGridder1D: improved 1D gridder using a range of value for each data point * fix memory leak in XRDMLFile by abandoning minidom * edf-parser improvements: support for multiple images per file * spec-parser improvements, keep file closed when not parsing it * peak_fit: linear background feature * peak_fit function: enhancement of automatic initial parameter determination * improvements in the Material.environment function (occupancy awareness) * reciprocal space conversion for goniometers with translation-axis in the detector arms (point, linear, area detectors) * reciprocal space conversion of energy scans for point, linear, area detectors * addition of serval test routines to improve the code quality v1.1.0, 2014-10-09 * fix bug in Q2Ang with refrac = True (omega angle could have been reported incorrect and added some geometry checks/warnings) * more flexibility in sample position/orientation definition * documentation updates * small bug fixes in matplotlib import code * c-header-code cleanup * reformat c-code to conform to PEP7 * reformat python code to conform to PEP8 v1.1.0-beta, 2014-09-16 * new 1D Gridder working consistent with 2D and 3D * add easy Powder Diffraction cif file parser * addition of several test routines to improve the code quality * new mathematical functions in math subpackage * fixes for possible segfault in the Gridder classes * considerable reduce size of elements.db file * FastScan parser for spec-mesh scans and FastScan/kmap data from ESRF (thanks to RG for help with testing and implementation ideas) * code-cleanup * minimal bug-fixes in io (xrdml) * documentation updates * add environment function to Materials: function calculates the atomic neighbors around a given position in the unit cell * documentation update regarding the Q2Ang and Q2AngFit functions * fixed inconsistency bug in NonCOP and HXRD's Q2Ang function (thanks to FZ) * SPEC-file parser improvements * python3.X compatibilty in single code-base v1.0.6, 2014-04-15 * new way of accessing spec-scans when parsing the spec file new: spec scans can be directly accessed with there spec-scan-number * sequential gridding: usage improvements * sample displacement error consideration in qconversion (experimental) * new Q2AngFit function able to fit the goniometer angles or a q-vector * minor fixes in the CIF file parser * add workaround for internal coordinate system definition in the experiment class * new getxrdml_scan function to read (multiple) XRDML-files * fixes for the getxrdml_map function * add packaging instructions for WIN64 v1.0.5, 2014-02-09 * Documentation updates * minor compiler warning fixes and small bug fixes (line cut routines, EDF file reading) * more flexible shape of data arrays for Ang2Q function * minor improvements of the spec-file parser * added KeepData option to Gridders in 1,2,3 dimensions (sequential gridding) * implement possibility to read gzipped, bzipped data files (available for most data file readers) v1.0.4, 2013-12-22 "the final Linz edition" * bugfix in GID experimental class: qconv argument so far not used correctly! * enhanced fitting routines * spec files can now be parsed while gzipped * CBF file parser for detector images * compile fixes for Microsoft compilers * compile fixes on Mac * new predefined materials (NaCl, FeO, Fe3O4, Co3O4,...) * some minor bug fixes v1.0.3, 2013-10-25 * build_doc target for setup.py to help build docs (thanks to F. Picca) * fix python setup.py --help * add PseudoVoigt function in 1D * add Lorentzian peak shape in addition to Gaussian in new function multPeakFit * some minor bug fixes v1.0.2, 2013-09-17 * add documentation source to tarball * generate info file from documentation * make c extension work with python3, and in general make XU more python3 friendly * fix bug in SiGe materials lattice_const_AB function v1.0.1, 2013-09-14 * new way of parsing motor positions and counter values from EDF files * some fixes and updates in the ID01 example * added new predefined materials * new Material method "distances" to calculate atomic distances in the unit cell * some minor bug-fixes v1.0, 2013-07-22 * add new example with hotpixelkill variant * fix unicode string errors on Windows v0.99.2, 2013-07-18 * fix issue in python-c-extension on windows * add new example * add functions to fit multiple Gaussian to a spectrum * add tests to released files v0.99.1, 2013-07-03 * documentation updates * function analysis.area_detector_calib2 renamed to area_detector_calib_hkl * added function to remove spikes from 1d data arrays v0.99, 2013-07-01 -- planned to be the initial release on PyPI ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/LICENSE.txt0000644000175100002000000004325414742413365015441 0ustar00vstsdocker GNU GENERAL PUBLIC LICENSE Version 2, June 1991 Copyright (C) 1989, 1991 Free Software Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA Everyone is permitted to copy and distribute verbatim copies of this license document, but changing it is not allowed. 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IN NO EVENT UNLESS REQUIRED BY APPLICABLE LAW OR AGREED TO IN WRITING WILL ANY COPYRIGHT HOLDER, OR ANY OTHER PARTY WHO MAY MODIFY AND/OR REDISTRIBUTE THE PROGRAM AS PERMITTED ABOVE, BE LIABLE TO YOU FOR DAMAGES, INCLUDING ANY GENERAL, SPECIAL, INCIDENTAL OR CONSEQUENTIAL DAMAGES ARISING OUT OF THE USE OR INABILITY TO USE THE PROGRAM (INCLUDING BUT NOT LIMITED TO LOSS OF DATA OR DATA BEING RENDERED INACCURATE OR LOSSES SUSTAINED BY YOU OR THIRD PARTIES OR A FAILURE OF THE PROGRAM TO OPERATE WITH ANY OTHER PROGRAMS), EVEN IF SUCH HOLDER OR OTHER PARTY HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH DAMAGES. END OF TERMS AND CONDITIONS How to Apply These Terms to Your New Programs If you develop a new program, and you want it to be of the greatest possible use to the public, the best way to achieve this is to make it free software which everyone can redistribute and change under these terms. To do so, attach the following notices to the program. It is safest to attach them to the start of each source file to most effectively convey the exclusion of warranty; and each file should have at least the "copyright" line and a pointer to where the full notice is found. Copyright (C) This program is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2 of the License, or (at your option) any later version. This program is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with this program; if not, write to the Free Software Foundation, Inc., 51 Franklin Street, Fifth Floor, Boston, MA 02110-1301 USA. Also add information on how to contact you by electronic and paper mail. If the program is interactive, make it output a short notice like this when it starts in an interactive mode: Gnomovision version 69, Copyright (C) year name of author Gnomovision comes with ABSOLUTELY NO WARRANTY; for details type `show w'. This is free software, and you are welcome to redistribute it under certain conditions; type `show c' for details. The hypothetical commands `show w' and `show c' should show the appropriate parts of the General Public License. Of course, the commands you use may be called something other than `show w' and `show c'; they could even be mouse-clicks or menu items--whatever suits your program. You should also get your employer (if you work as a programmer) or your school, if any, to sign a "copyright disclaimer" for the program, if necessary. Here is a sample; alter the names: Yoyodyne, Inc., hereby disclaims all copyright interest in the program `Gnomovision' (which makes passes at compilers) written by James Hacker. , 1 April 1989 Ty Coon, President of Vice This General Public License does not permit incorporating your program into proprietary programs. If your program is a subroutine library, you may consider it more useful to permit linking proprietary applications with the library. If this is what you want to do, use the GNU Lesser General Public License instead of this License. ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/MANIFEST.in0000644000175100002000000000073414742413365015350 0ustar00vstsdockerinclude LICENSE.txt include CHANGES.txt # documentation files include README.md recursive-include doc/source * # examples recursive-include examples *.py graft examples/data # C source files and tests graft src recursive-include tests *.py # include in source data files graft lib/xrayutilities/materials/data include lib/xrayutilities/VERSION include lib/xrayutilities/xrayutilities_default.conf # exclude development files global-exclude .gitignore exclude release.txt ././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6695 xrayutilities-1.7.10/PKG-INFO0000644000175100002000000001776614742413420014714 0ustar00vstsdockerMetadata-Version: 2.2 Name: xrayutilities Version: 1.7.10 Summary: package for x-ray diffraction data evaluation Home-page: https://xrayutilities.sourceforge.io Author: Eugen Wintersberger, Dominik Kriegner Author-email: eugen.wintersberger@desy.de, dominik.kriegner@gmail.com Maintainer: Dominik Kriegner Maintainer-email: dominik.kriegner@gmail.com License: GPLv2 Classifier: Programming Language :: C Classifier: Programming Language :: Python :: 3.8 Classifier: Programming Language :: Python :: 3.9 Classifier: Programming Language :: Python :: 3.10 Classifier: Programming Language :: Python :: 3.11 Classifier: Programming Language :: Python :: 3.12 Classifier: Programming Language :: Python :: 3.13 Classifier: Topic :: Scientific/Engineering :: Physics Classifier: Intended Audience :: Science/Research Classifier: Development Status :: 5 - Production/Stable Classifier: License :: OSI Approved :: GNU General Public License v2 or later (GPLv2+) Requires-Python: ~=3.6 Description-Content-Type: text/markdown License-File: LICENSE.txt Requires-Dist: numpy>=1.9.2 Requires-Dist: scipy>=0.18.0 Requires-Dist: h5py Requires-Dist: lmfit>=1.0.1 Provides-Extra: plot Requires-Dist: matplotlib>=3.1.0; extra == "plot" Provides-Extra: 3d Requires-Dist: mayavi; extra == "3d" Dynamic: author Dynamic: author-email Dynamic: classifier Dynamic: description Dynamic: description-content-type Dynamic: home-page Dynamic: license Dynamic: maintainer Dynamic: maintainer-email Dynamic: provides-extra Dynamic: requires-dist Dynamic: requires-python Dynamic: summary xrayutilities ============= [![Build Status](https://dev.azure.com/dominikkriegner/xrayutilities/_apis/build/status/dkriegner.xrayutilities?repoName=dkriegner%2Fxrayutilities&branchName=main)](https://dev.azure.com/dominikkriegner/xrayutilities/_build/) xrayutilities is a collection of scripts used to analyze and simulate x-ray diffraction data. It consists of a Python package and several routines coded in C. For analysis the package is especially useful for the reciprocal space conversion of diffraction data taken with linear and area detectors. For simulations code for X-ray reflectivity, kinematical and dynamical diffraction simulation of crystal truncation rods as well as fundamental parameters powder diffraction is included. Copyright (C) 2009-2025 Dominik Kriegner Copyright (C) 2009-2013 Eugen Wintersberger Mailing list and issue tracker ------------------------------ To get in touch with us or report an issue please use the mailing list (https://sourceforge.net/p/xrayutilities/mailman/xrayutilities-users/) or the Github issue tracker (https://github.com/dkriegner/xrayutilities/issues). When you want to follow announcements of major changes or new releases its recommended to [sign up for the mailing list](https://sourceforge.net/projects/xrayutilities/lists/xrayutilities-users) Contents -------- * *examples*: directory with example scripts and configurations * *lib/xrayutilities*: directory with the sources for the Python package * *tests*: directory with the unittest scripts * *setup.py*: setuptools install script used for the package installation Installation (pip) ================== Using the python package manager pip you can install xrayutilities by executing pip install xrayutilities or for a user installation (without admin access) use pip install --user xrayutilities Installation (source) ===================== Installing xrayutilities from source is an easy process done by executing pip install . in the source folder of xrayutilities on the command line/terminal. Directly calling *setup.py* by python setup.py install or python setup.py install --prefix= is possible but you have to manually ensure that the dependencies are all installed! The first command installs xrayutilities in the systems default directories, whereas in the second command you can manually specify the installation path. By default the installation procedure tries to enable OpenMP support (recommended). It is disabled silently if OpenMP is not available. It can also be disabled by using the *--without-openmp* option for the installation: python setup.py build_ext --without-openmp install Requirements ------------ The following requirements are needed for installing and using *xrayutilities*: - Python (>= 3.6) - h5py - scipy (version >= 0.18.0) - numpy (version >= 1.9, >2.0 since xrayutilities-1.7.8) - lmfit (>= 1.0.1) - matplotlib (optional, version >= 3.1.0) - mayavi (optional, only used optionally in `Crystal.show_unitcell`) When building from source you also might need: - C-compiler (preferential with OpenMP support) - Python dev headers - setuptools - pytest (optional - only if you want to run the test environment) - sphinx (optional - only when you want to build the documentation) - numpydoc (optional - only when you want to build the documentation) - rst2pdf (optional - only when you want to build the documentation) - sphinx_rtd_theme (optional - only when you want to build the documentation) - svglib (optional - only when you want to build the pdf documentation) refer to your operating system documentation to find out how to install those packages. On Microsoft Windows refer to the Documentation for the easiest way of the installation (Anaconda, Python(x,y), or WinPython). Python-2.7 and Python-3.X compatibility ======================================= The current development is for Python3 (version >=3.6) only. xrayutilities up to version 1.5.x can be used with Python-2.7 as well. Python 3.3 to 3.5 was supported up to 1.6.0. The Python package configuration ================================ The following steps should only be necessary when using non-default installation locations to ensure the Python module is found by the Python interpreter. In this case the module is installed under */lib[64]/python?.?/site-packages* on Unix systems and */Lib/site-packages* on Windows systems. If you have installed the Python package in a directory unknown to your Python distribution, you have to tell Python where to look for the Package. There are several ways how to do this: - add the directory where the package is installed to your *PYTHONPATH* environment variable. - add the path to sys.path in the *.pythonrc* file placed in your home directory import sys sys.path.append("path to the xrayutilities package") - simply apply the previous method in every script where you want to use the xrayutilities package before importing the package import sys sys.path.append("path to the xrayutilities package") import xrayutilities Obtaining the source code ========================= The sources are hosted on sourceforge in git repository. Use git clone https://github.com/dkriegner/xrayutilities.git to clone the git repository. If you would like to have commit rights contact one of the administrators. Update ====== if you already installed xrayutilities you can update it by navigating into its source folder and obtain the new sources by :: git pull or download the new tarball from sourceforge (https://sf.net/projects/xrayutilities) if any code changed during the update you need to reinstall the Python package. Thats easiest achieved by pip install . In case you are not certain about the installation location it can be determined by python -c "import xrayutilities as xu; print xu.__file__" /usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.pyc if the output is e.g.: */usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.py* you previously installed xrayutilities in */usr/local*, which should be used again as install path. Use :: pip install --prefix= . to install the updated package. Documentation ============= Documentation for xrayutilities is found on the webpage https://xrayutilities.sourceforge.io The API-documentation can also be browsed by pydoc -p PORT in any web-browser, after the installation is finished. ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/README.md0000644000175100002000000001473414742413365015076 0ustar00vstsdockerxrayutilities ============= [![Build Status](https://dev.azure.com/dominikkriegner/xrayutilities/_apis/build/status/dkriegner.xrayutilities?repoName=dkriegner%2Fxrayutilities&branchName=main)](https://dev.azure.com/dominikkriegner/xrayutilities/_build/) xrayutilities is a collection of scripts used to analyze and simulate x-ray diffraction data. It consists of a Python package and several routines coded in C. For analysis the package is especially useful for the reciprocal space conversion of diffraction data taken with linear and area detectors. For simulations code for X-ray reflectivity, kinematical and dynamical diffraction simulation of crystal truncation rods as well as fundamental parameters powder diffraction is included. Copyright (C) 2009-2025 Dominik Kriegner Copyright (C) 2009-2013 Eugen Wintersberger Mailing list and issue tracker ------------------------------ To get in touch with us or report an issue please use the mailing list (https://sourceforge.net/p/xrayutilities/mailman/xrayutilities-users/) or the Github issue tracker (https://github.com/dkriegner/xrayutilities/issues). When you want to follow announcements of major changes or new releases its recommended to [sign up for the mailing list](https://sourceforge.net/projects/xrayutilities/lists/xrayutilities-users) Contents -------- * *examples*: directory with example scripts and configurations * *lib/xrayutilities*: directory with the sources for the Python package * *tests*: directory with the unittest scripts * *setup.py*: setuptools install script used for the package installation Installation (pip) ================== Using the python package manager pip you can install xrayutilities by executing pip install xrayutilities or for a user installation (without admin access) use pip install --user xrayutilities Installation (source) ===================== Installing xrayutilities from source is an easy process done by executing pip install . in the source folder of xrayutilities on the command line/terminal. Directly calling *setup.py* by python setup.py install or python setup.py install --prefix= is possible but you have to manually ensure that the dependencies are all installed! The first command installs xrayutilities in the systems default directories, whereas in the second command you can manually specify the installation path. By default the installation procedure tries to enable OpenMP support (recommended). It is disabled silently if OpenMP is not available. It can also be disabled by using the *--without-openmp* option for the installation: python setup.py build_ext --without-openmp install Requirements ------------ The following requirements are needed for installing and using *xrayutilities*: - Python (>= 3.6) - h5py - scipy (version >= 0.18.0) - numpy (version >= 1.9, >2.0 since xrayutilities-1.7.8) - lmfit (>= 1.0.1) - matplotlib (optional, version >= 3.1.0) - mayavi (optional, only used optionally in `Crystal.show_unitcell`) When building from source you also might need: - C-compiler (preferential with OpenMP support) - Python dev headers - setuptools - pytest (optional - only if you want to run the test environment) - sphinx (optional - only when you want to build the documentation) - numpydoc (optional - only when you want to build the documentation) - rst2pdf (optional - only when you want to build the documentation) - sphinx_rtd_theme (optional - only when you want to build the documentation) - svglib (optional - only when you want to build the pdf documentation) refer to your operating system documentation to find out how to install those packages. On Microsoft Windows refer to the Documentation for the easiest way of the installation (Anaconda, Python(x,y), or WinPython). Python-2.7 and Python-3.X compatibility ======================================= The current development is for Python3 (version >=3.6) only. xrayutilities up to version 1.5.x can be used with Python-2.7 as well. Python 3.3 to 3.5 was supported up to 1.6.0. The Python package configuration ================================ The following steps should only be necessary when using non-default installation locations to ensure the Python module is found by the Python interpreter. In this case the module is installed under */lib[64]/python?.?/site-packages* on Unix systems and */Lib/site-packages* on Windows systems. If you have installed the Python package in a directory unknown to your Python distribution, you have to tell Python where to look for the Package. There are several ways how to do this: - add the directory where the package is installed to your *PYTHONPATH* environment variable. - add the path to sys.path in the *.pythonrc* file placed in your home directory import sys sys.path.append("path to the xrayutilities package") - simply apply the previous method in every script where you want to use the xrayutilities package before importing the package import sys sys.path.append("path to the xrayutilities package") import xrayutilities Obtaining the source code ========================= The sources are hosted on sourceforge in git repository. Use git clone https://github.com/dkriegner/xrayutilities.git to clone the git repository. If you would like to have commit rights contact one of the administrators. Update ====== if you already installed xrayutilities you can update it by navigating into its source folder and obtain the new sources by :: git pull or download the new tarball from sourceforge (https://sf.net/projects/xrayutilities) if any code changed during the update you need to reinstall the Python package. Thats easiest achieved by pip install . In case you are not certain about the installation location it can be determined by python -c "import xrayutilities as xu; print xu.__file__" /usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.pyc if the output is e.g.: */usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.py* you previously installed xrayutilities in */usr/local*, which should be used again as install path. Use :: pip install --prefix= . to install the updated package. Documentation ============= Documentation for xrayutilities is found on the webpage https://xrayutilities.sourceforge.io The API-documentation can also be browsed by pydoc -p PORT in any web-browser, after the installation is finished. ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6055005 xrayutilities-1.7.10/doc/0000755000175100002000000000000014742413420014343 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6095006 xrayutilities-1.7.10/doc/source/0000755000175100002000000000000014742413420015643 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/conf.py0000644000175100002000000002745414742413365017166 0ustar00vstsdocker# -*- coding: utf-8 -*- # # xrayutilities documentation build configuration file, created by # sphinx-quickstart on Sat Mar 2 11:39:01 2013. # # This file is execfile()d with the current directory set to its containing # dir. # # Note that not all possible configuration values are present in this # autogenerated file. # # All configuration values have a default; values that are commented out # serve to show the default. import os import re import sphinx_rtd_theme # If extensions (or modules to document with autodoc) are in another directory, # add these directories to sys.path here. If the directory is relative to the # documentation root, use os.path.abspath to make it absolute, like shown here. # sys.path.insert(0, os.path.abspath('.')) # -- General configuration ----------------------------------------------- # If your documentation needs a minimal Sphinx version, state it here. # needs_sphinx = '1.0' # Add any Sphinx extension module names here, as strings. They can be # extensions # coming with Sphinx (named 'sphinx.ext.*') or your custom ones. extensions = [ 'sphinx.ext.autodoc', 'sphinx.ext.coverage', 'sphinx.ext.doctest', 'sphinx.ext.mathjax', 'sphinx.ext.viewcode', 'numpydoc', 'rst2pdf.pdfbuilder'] # Add any paths that contain templates here, relative to this directory. templates_path = ['_templates'] # The suffix of source filenames. source_suffix = '.rst' # The encoding of source files. # source_encoding = 'utf-8-sig' # The master toctree document. master_doc = 'index' # General information about the project. project = 'xrayutilities' copyright = '2025, Dominik Kriegner, Eugen Wintersberger' # The version info for the project you're documenting, acts as replacement for # |version| and |release|, also used in various other places throughout the # built documents. # moduleroot = os.path.join('..', '..', 'lib', 'xrayutilities') with open(os.path.join(moduleroot, 'VERSION')) as version_file: fullversion = version_file.read().strip().replace('\n', '.') # The short X.Y version. version = re.match(r'^(\d+\.)?(\d+)?', fullversion).group() # The full version, including alpha/beta/rc tags. release = fullversion # The language for content autogenerated by Sphinx. Refer to documentation # for a list of supported languages. # language = None # There are two options for replacing |today|: either, you set today to some # non-false value, then it is used: # today = '' # Else, today_fmt is used as the format for a strftime call. # today_fmt = '%B %d, %Y' # List of patterns, relative to source directory, that match files and # directories to ignore when looking for source files. exclude_patterns = [] # The reST default role (used for this markup: `text`) to use for all # documents. # default_role = None # If true, '()' will be appended to :func: etc. cross-reference text. # add_function_parentheses = True # If true, the current module name will be prepended to all description # unit titles (such as .. function::). # add_module_names = True # If true, sectionauthor and moduleauthor directives will be shown in the # output. They are ignored by default. # show_authors = False # The name of the Pygments (syntax highlighting) style to use. pygments_style = 'sphinx' # A list of ignored prefixes for module index sorting. # modindex_common_prefix = [] # solve "toctree contains reference to nonexisting document" warnings numpydoc_show_class_members = False # -- Options for HTML output --------------------------------------------- # The theme to use for HTML and HTML Help pages. See the documentation for # a list of builtin themes. html_theme = "sphinx_rtd_theme" html_theme_path = [sphinx_rtd_theme.get_html_theme_path()] # Theme options are theme-specific and customize the look and feel of a theme # further. For a list of options available for each theme, see the # documentation. html_theme_options = {'logo_only': True} # Add any paths that contain custom themes here, relative to this directory. # html_theme_path = [] # The name for this set of Sphinx documents. If None, it defaults to # " v documentation". # html_title = None # A shorter title for the navigation bar. Default is the same as html_title. # html_short_title = None # The name of an image file (relative to this directory) to place at the top # of the sidebar. html_logo = 'pics/xray-logo.png' # The name of an image file (relative to this directory) to use as favicon of # the docs. This file should be a Windows icon file (.ico) being 16x16 or # 32x32 pixels large. html_favicon = 'favicon.ico' # Add any paths that contain custom static files (such as style sheets) here, # relative to this directory. They are copied after the builtin static files, # so a file named "default.css" will overwrite the builtin "default.css". # html_static_path = ['_static'] # If not '', a 'Last updated on:' timestamp is inserted at every page bottom, # using the given strftime format. # html_last_updated_fmt = '%b %d, %Y' # If true, SmartyPants will be used to convert quotes and dashes to # typographically correct entities. # html_use_smartypants = True # Custom sidebar templates, maps document names to template names. # html_sidebars = {} # Additional templates that should be rendered to pages, maps page names to # template names. # html_additional_pages = {} # If false, no module index is generated. # html_domain_indices = True # If false, no index is generated. # html_use_index = True # If true, the index is split into individual pages for each letter. # html_split_index = False # If true, links to the reST sources are added to the pages. # html_show_sourcelink = True # If true, "Created using Sphinx" is shown in the HTML footer. Default is True. # html_show_sphinx = True # If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. # html_show_copyright = True # If true, an OpenSearch description file will be output, and all pages will # contain a tag referring to it. The value of this option must be the # base URL from which the finished HTML is served. # html_use_opensearch = '' # This is the file name suffix for HTML files (e.g. ".xhtml"). # html_file_suffix = None # Output file base name for HTML help builder. htmlhelp_basename = 'xrayutilitiesdoc' # -- Options for LaTeX output -------------------------------------------- latex_elements = { # The paper size ('letterpaper' or 'a4paper'). 'papersize': 'a4paper', # The font size ('10pt', '11pt' or '12pt'). # 'pointsize': '10pt', # Additional stuff for the LaTeX preamble. 'preamble': '\\usepackage{enumitem}\n\\setlistdepth{15}', } # Grouping the document tree into LaTeX files. List of tuples # (source start file, target name, title, author, documentclass # [howto/manual]). latex_documents = [ ('index', 'xrayutilities.tex', u'xrayutilities Documentation', u'Dominik Kriegner \\and Eugen Wintersberger', 'manual'), ] # The name of an image file (relative to this directory) to place at the top of # the title page. # latex_logo = None # For "manual" documents, if this is true, then toplevel headings are parts, # not chapters. # latex_use_parts = False # If true, show page references after internal links. # latex_show_pagerefs = False # If true, show URL addresses after external links. # latex_show_urls = False # Documents to append as an appendix to all manuals. # latex_appendices = [] # If false, no module index is generated. # latex_domain_indices = True # -- Options for manual page output -------------------------------------- # One entry per manual page. List of tuples # (source start file, name, description, authors, manual section). man_pages = [ ('index', 'xrayutilities', u'xrayutilities Documentation', [u'Dominik Kriegner, Eugen Wintersberger'], 1) ] # If true, show URL addresses after external links. # man_show_urls = False # -- Options for Texinfo output ------------------------------------------ # Grouping the document tree into Texinfo files. List of tuples # (source start file, target name, title, author, # dir menu entry, description, category) texinfo_documents = [ ('index', 'xrayutilities', u'xrayutilities Documentation', u'Dominik Kriegner, Eugen Wintersberger', 'xrayutilities', 'a Python package for diffraction physicists', 'Miscellaneous'), ] # Documents to append as an appendix to all manuals. # texinfo_appendices = [] # If false, no module index is generated. # texinfo_domain_indices = True # How to display URL addresses: 'footnote', 'no', or 'inline'. # texinfo_show_urls = 'footnote' # -- Options for PDF output -------------------------------------------------- # Grouping the document tree into PDF files. List of tuples # (source start file, target name, title, author, options). # # If there is more than one author, separate them with \\. # For example: r'Guido van Rossum\\Fred L. Drake, Jr., editor' # # The options element is a dictionary that lets you override # this config per-document. # For example, # ('index', u'MyProject', u'My Project', u'Author Name', # dict(pdf_compressed = True)) # would mean that specific document would be compressed # regardless of the global pdf_compressed setting. pdf_documents = [ ('index', 'xrayutilities', 'xrayutilities', 'Dominik Kriegner\\Eugen Wintersberger'), ] # A comma-separated list of custom stylesheets. Example: pdf_stylesheets = ['sphinx', 'onecolumn', 'twocolumn'] # A list of folders to search for stylesheets. Example: # pdf_style_path = ['.', '_styles'] # Create a compressed PDF # Use True/False or 1/0 # Example: compressed=True pdf_compressed = True # A colon-separated list of folders to search for fonts. Example: # pdf_font_path = ['/usr/share/fonts', '/usr/share/texmf-dist/fonts/'] # Language to be used for hyphenation support # pdf_language = "en_US" # Mode for literal blocks wider than the frame. Can be # overflow, shrink or truncate # pdf_fit_mode = "shrink" # Section level that forces a break page. # For example: 1 means top-level sections start in a new page # 0 means disabled # pdf_break_level = 0 # When a section starts in a new page, force it to be 'even', 'odd', # or just use 'any' # pdf_breakside = 'any' # Insert footnotes where they are defined instead of # at the end. # pdf_inline_footnotes = True # verbosity level. 0 1 or 2 # pdf_verbosity = 0 # If false, no index is generated. # pdf_use_index = True # If false, no modindex is generated. # pdf_use_modindex = True # If false, no coverpage is generated. # pdf_use_coverpage = True # Name of the cover page template to use # pdf_cover_template = 'sphinxcover.tmpl' # Documents to append as an appendix to all manuals. # pdf_appendices = [] # Enable experimental feature to split table cells. Use it # if you get "DelayedTable too big" errors # pdf_splittables = False # Set the default DPI for images pdf_default_dpi = 120 # Enable rst2pdf extension modules (default is only vectorpdf) # you need vectorpdf if you want to use sphinx's graphviz support pdf_extensions = [] # Page template name for "regular" pages # pdf_page_template = 'cutePage' # Show Table Of Contents at the beginning? # pdf_use_toc = True # How many levels deep should the table of contents be? # pdf_toc_depth = 9999 # Add section number to section references # pdf_use_numbered_links = False # Background images fitting mode # pdf_fit_background_mode = 'scale' def process_docstring(app, what, name, obj, options, lines): """my additions for pre-processing the docstring""" # insert note block for i in range(len(lines)): lines[i] = re.sub(r'^\s*Note:', r'.. note::', lines[i]) def skip(app, what, name, obj, would_skip, options): """always document __init__ and __call__ functions""" if name in ["__init__", "__call__"]: return False return would_skip def setup(app): app.connect('autodoc-process-docstring', process_docstring) app.connect("autodoc-skip-member", skip) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/example_xu_ccd_parameter.py0000644000175100002000000000324214742413365023246 0ustar00vstsdocker""" example script to show the detector parameter determination for area detectors from images recorded in the primary beam """ import os import xrayutilities as xu en = 10300.0 # eV datadir = os.path.join("data", "wire_") # data path for CCD files # template for the CCD file names filetmp = os.path.join(datadir, "wire_12_%05d.edf.gz") # manually selected images # select images which have the primary beam fully on the CCD imagenrs = [2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33] images = [] ang1 = [] ang2 = [] # read images and angular positions from the data file # this might differ for data taken at different beamlines since # they way how motor positions are stored is not always consistent for imgnr in imagenrs: filename = filetmp % imgnr edf = xu.io.EDFFile(filename) images.append(edf.data) ang1.append(float(edf.header['ESRF_ID01_PSIC_NANO_NU'])) ang2.append(float(edf.header['ESRF_ID01_PSIC_NANO_DEL'])) # call the fit for the detector parameters # detector arm rotations and primary beam direction need to be given. # in total 9 parameters are fitted, however the severl of them can # be fixed. These are the detector tilt azimuth, the detector tilt angle, the # detector rotation around the primary beam and the outer angle offset # The detector pixel size or the detector distance should be kept unfixed to # be optimized by the fit. param, eps = xu.analysis.sample_align.area_detector_calib( ang1, ang2, images, ['z+', 'y-'], 'x+', start=(None, None, 1.0, 45, 0, -0.7, 0), fix=(False, False, True, False, False, False, False), wl=xu.en2lam(en)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/example_xu_ccd_parameter_hkl.py0000644000175100002000000001001514742413365024100 0ustar00vstsdocker""" example script to show the detector parameter determination for area detectors from images recorded in the primary beam and at known symmetric coplanar Bragg reflections of a reference crystal """ import os import numpy import xrayutilities as xu Si = xu.materials.Si datadir = 'data' specfile = "si_align.spec" en = 15000 # eV wl = xu.en2lam(en) imgdir = os.path.join(datadir, "si_align_") # data path for CCD files filetmp = "si_align_12_%04d.edf.gz" qconv = xu.QConversion(['z+', 'y-'], ['z+', 'y-'], [1, 0, 0]) hxrd = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1), wl=wl, qconv=qconv) # manually selected images s = xu.io.SPECFile(specfile, path=datadir) imagenrs = [] for num in [61, 62, 63, 20, 21, 26, 27, 28]: s[num].ReadData() imagenrs = numpy.append(imagenrs, s[num].data['ccd_n']) # avoid images which do not have to full beam on the detector as well as # other which show signal due to cosmic radiation avoid_images = [37, 57, 62, 63, 65, 87, 99, 106, 110, 111, 126, 130, 175, 181, 183, 185, 204, 206, 207, 208, 211, 212, 233, 237, 261, 275, 290] images = [] ang1 = [] # outer detector angle ang2 = [] # inner detector angle sang = [] # sample rocking angle hkls = [] # Miller indices of the reference reflections def hotpixelkill(ccd): """ function to remove hot pixels from CCD frames ADD REMOVE VALUES IF NEEDED! """ ccd[304, 97] = 0 ccd[303, 96] = 0 return ccd # read images and angular positions from the data file # this might differ for data taken at different beamlines since # they way how motor positions are stored is not always consistent for imgnr in numpy.sort(list(set(imagenrs) - set(avoid_images))[::4]): filename = os.path.join(imgdir, filetmp % imgnr) edf = xu.io.EDFFile(filename) ccd = hotpixelkill(edf.data) images.append(ccd) ang1.append(float(edf.header['motor_pos'].split()[4])) ang2.append(float(edf.header['motor_pos'].split()[3])) sang.append(float(edf.header['motor_pos'].split()[1])) if imgnr > 1293.: hkls.append((0, 0, 0)) elif imgnr < 139: hkls.append((0, 0, numpy.sqrt(27))) # (3,3,3)) else: hkls.append((0, 0, numpy.sqrt(75))) # (5,5,5)) # call the fit for the detector parameters. # Detector arm rotations and primary beam direction need to be given # in total 8 detector parameters + 2 additional parameters for the reference # crystal orientation and the wavelength are fitted, however the 4 misalignment # parameters of the detector and the 3 other parameters can be fixed. # The fixable parameters are detector tilt azimuth, the detector tilt angle, # the detector rotation around the primary beam, the outer angle offset, sample # tilt, sample tilt azimuth and the x-ray wavelength # Additionally if accurately known the detector pixel size can be given and # fixed and instead the detector distance can be fitted. param, eps = xu.analysis.area_detector_calib_hkl( sang, ang1, ang2, images, hkls, hxrd, Si, ['z+', 'y-'], 'x+', start=(None, None, 1.0, 45, 1.69, -0.55, -1.0, 1.3, 60., wl), fix=(False, False, True, False, False, False, False, False, False, False), plot=True) # Following is an example of the output of the summary of the # area_detector_calib_hkl function # total time needed for fit: 624.51sec # fitted parameters: epsilon: 9.9159e-08 (2,['Parameter convergence']) # param: # (cch1,cch2,pwidth1,pwidth2,tiltazimuth,tilt,detrot,outerangle_offset, # sampletilt,stazimuth,wavelength) # param: 367.12 349.27 6.8187e-05 6.8405e-05 131.4 2.87 -0.390 -0.061 1.201 # 318.44 0.8254 # please check the resulting data (consider setting plot=True) # detector rotation axis / primary beam direction (given by user): ['z+', 'y-'] # / x+ # detector pixel directions / distance: z- y+ / 1 # detector initialization with: # init_area('z-', 'y+', cch1=367.12, cch2=349.27, Nch1=516, Nch2=516, # pwidth1=6.8187e-05, pwidth2=6.8405e-05, distance=1., detrot=-0.390, # tiltazimuth=131.4, tilt=2.867) # AND ALWAYS USE an (additional) OFFSET of -0.0611deg in the OUTER # DETECTOR ANGLE! ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/example_xu_linear_detector_parameters.py0000644000175100002000000000151014742413365026037 0ustar00vstsdocker""" example script to show how the detector parameters such as pixel width, center channel and detector tilt can be determined for a linear detector. """ import os import xrayutilities as xu # load any data file with with the detector spectra of a reference scan # in the primary beam, here I use spectra measured with a Seifert XRD # diffractometer dfile = os.path.join("data", "primarybeam_alignment20130403_2_dis350.nja") s = xu.io.SeifertScan(dfile) ang = s.axispos["T"] # detector angles during the scan spectra = s.data[:, :, 1] # detector spectra aquired # determine detector parameters # this function accepts some optional arguments to describe the goniometer # see the API documentation pwidth, cch, tilt = xu.analysis.linear_detector_calib(ang, spectra, usetilt=True) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/example_xu_read_spec_easy.py0000644000175100002000000000632014742413365023423 0ustar00vstsdocker""" Example script to show how to use xrayutilities to read and plot reciprocal space map scans from a spec file created at the ESRF/ID10B for details about the measurement see: D Kriegner et al. Nanotechnology 22 425704 (2011) http://dx.doi.org/10.1088/0957-4484/22/42/425704 """ import os import matplotlib.pyplot as plt import xrayutilities as xu # global setting for the experiment sample = "test" # sample name used also as file name for the data file energy = 8042.5 # x-ray energy in eV center_ch = 715.9 # center channel of the linear detector chpdeg = 345.28 # channels per degree of the linear detector roi = [100, 1340] # region of interest of the detector nchannel = 1500 # number of channels of the detector datapath = os.path.join("examples", "data") # intensity normalizer function responsible for count time and absorber # correction normalizer_detcorr = xu.IntensityNormalizer( "MCA", mon="Monitor", time="Seconds", absfun=lambda d: d["detcorr"] / d["psd2"].astype(float)) # substrate material used for Bragg peak calculation to correct for # experimental offsets InP = xu.materials.InP # initialize experimental class to specify the reference directions of your # crystal # 11-2: inplane reference # 111: surface normal hxrd = xu.HXRD(InP.Q(1, 1, -2), InP.Q(1, 1, 1), en=energy) # configure linear detector # detector direction + parameters need to be given # mounted along z direction, which corresponds to twotheta hxrd.Ang2Q.init_linear('z-', center_ch, nchannel, chpdeg=chpdeg, roi=roi) # read spec file and save to HDF5-file # since reading is much faster from HDF5 once the data are transformed h5file = os.path.join(datapath, sample + ".h5") try: s # try if spec file object already exist ("run -i" in ipython) except NameError: s = xu.io.SPECFile(sample + ".spec.bz2", path=datapath) else: s.Update() s.Save2HDF5(h5file) ################################# # InP (333) reciprocal space map omalign = 43.0529 # experimental aligned values ttalign = 86.0733 [omnominal, _, _, ttnominal] = hxrd.Q2Ang( InP.Q(3, 3, 3)) # nominal values of the substrate peak # read the data from the HDF5 file # scan number:36, names of motors in spec file: omega= sample rocking, gamma = # twotheta [om, tt], MAP = xu.io.geth5_scan(h5file, 36, 'omega', 'gamma') # normalize the intensity values (absorber and count time corrections) psdraw = normalizer_detcorr(MAP) # remove unusable detector channels/regions (no averaging of detector channels) psd = xu.blockAveragePSD(psdraw, 1, roi=roi) # convert angular coordinates to reciprocal space + correct for offsets [qx, qy, qz] = hxrd.Ang2Q.linear( om, tt, delta=[omalign - omnominal, ttalign - ttnominal]) # calculate data on a regular grid of 200x201 points gridder = xu.Gridder2D(200, 201) gridder(qy, qz, psd) # maplog function limits the shown dynamic range to 8 orders of magnitude # from the maxium INT = xu.maplog(gridder.data.T, 8., 0) # plot the intensity as contour plot using matplotlib plt.figure() cf = plt.contourf(gridder.xaxis, gridder.yaxis, INT, 100, extend='min') plt.xlabel(r'$Q_{[11\bar2]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[\bar1\bar1\bar1]}$ ($\mathrm{\AA}^{-1}$)') cb = plt.colorbar(cf) cb.set_label(r"$\log($Int$)$ (cps)") ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/doc/source/examples.rst0000644000175100002000000010367214742413365020234 0ustar00vstsdocker.. highlight:: python :linenothreshold: 5 .. _examplespage: Examples ======== In the following a few code-snippets are shown which should help you getting started with *xrayutilities*. Not all of the codes shown in the following will be run-able as stand-alone script. For fully running scripts look in the `GitHub examples `_ or in the `download `_. Reading data from data files ---------------------------- The :mod:`~xrayutilities.io` submodule provides classes for reading x-ray diffraction data in various formats. In the following few examples are given. Reading SPEC files ^^^^^^^^^^^^^^^^^^ Working with spec files in *xrayutilities* can be done in two distinct ways. 1. parsing the spec file for scan headers; and parsing the data only when needed 2. parsing the spec file for scan headers; parsing all data and dump them to an HDF5 file; reading the data from the HDF5 file. Both methods have their pros and cons. For example when you parse the spec-files over a network connection you need to re-read the data again over the network if using method 1) whereas you can dump them to a local file with method 2). But you will parse data of the complete file while dumping it to the HDF5 file. Both methods work incremental, so they do not start at the beginning of the file when you reread it, but start from the last position they were reading and work with files including data from linear detectors. An working example for both methods is given in the following. .. code-block:: python import xrayutilities as xu import os # open spec file or use open SPECfile instance try: s except NameError: s = xu.io.SPECFile("sample_name.spec", path="./specdir") # method (1) s.scan10.ReadData() scan10data = s.scan10.data # method (2) h5file = os.path.join("h5dir", "h5file.h5") s.Save2HDF5(h5file) # save content of SPEC file to HDF5 file # read data from HDF5 file [angle1, angle2], scan10data = xu.io.geth5_scan(h5file, [10], "motorname1", "motorname2") .. seealso:: the fully working example :ref:`helloworld` In the following it is shown how to re-parsing the SPEC file for new scans and reread the scans (1) or update the HDF5 file(2) .. code-block:: python s.Update() # reparse for new scans in open SPECFile instance # reread data method (1) s.scan10.ReadData() scan10data = s.scan10.data # reread data method (2) s.Save2HDF5(h5) # save content of SPEC file to HDF5 file # read data from HDF5 file [angle1, angle2], scan10data = xu.io.geth5_scan(h5file, [10], "motorname1", "motorname2") Reading EDF files ^^^^^^^^^^^^^^^^^ EDF files are mostly used to store CCD frames at ESRF recorded from various different detectors. This format is therefore used in combination with SPEC files. In an example the EDFFile class is used to parse the data from EDF files and store them to an HDF5 file. HDF5 if perfectly suited because it can handle large amount of data and compression. .. code-block:: python import xrayutilities as xu import numpy specfile = "specfile.spec" h5file = "h5file.h5" s = xu.io.SPECFile(specfile) s.Save2HDF5(h5file) # save to hdf5 file # read ccd frames from EDF files for i in range(1, 1001, 1): efile = "edfdir/sample_%04d.edf" % i e = xu.io.edf.EDFFile(efile) e.ReadData() e.Save2HDF5(h5file, group="/frelon_%04d" % i) .. seealso:: the fully working example provided in the `examples `_ directory perfectly suited for reading data from beamline ID01 Reading XRDML files ^^^^^^^^^^^^^^^^^^^ Files recorded by `Panalytical `_ diffractometers in the ``.xrdml`` format can be parsed. All supported file formats can also be parsed transparently when they are saved as compressed files using common compression formats. The parsing of such compressed ``.xrdml`` files conversion to reciprocal space and visualization by gridding is shown below: .. code-block:: python import xrayutilities as xu om, tt, psd = xu.io.getxrdml_map('rsm_%d.xrdml.bz2', [1, 2, 3, 4, 5], path='data') # or using the more flexible function tt, om, psd = xu.io.getxrdml_scan('rsm_%d.xrdml.bz2', 'Omega', scannrs=[1, 2, 3, 4, 5], path='data') # single files can also be opened directly using the low level approach xf = xu.io.XRDMLFile('data/rsm_1.xrdml.bz2') # then see xf.scan and its attributes .. seealso:: the fully working example provided in the `examples `_ directory Other formats ^^^^^^^^^^^^^ Other formats which can be read include * Rigaku ``.ras`` files. * files produces by the experimental control software at Hasylab/Desy (spectra). * numor files from the ILL neutron facility * ccd images in the tiff file format produced by RoperScientific CCD cameras and Perkin Elmer detectors. * files from recorded by Seifert diffractometer control software (``.nja``) * support is also provided for reading of ``cif`` files from structure databases to extract unit cell parameters as well es read data from those files (pdCIF, ESG files) See the `examples `_ directory for more information and working example scripts. Angle calculation using :class:`~xrayutilities.experiment.Experiment` and :mod:`~xrayutilities.materials` classes ----------------------------------------------------------------------------------------------------------------- Methods for high angle x-ray diffraction experiments. Mostly for experiments performed in coplanar scattering geometry. An example will be given for the calculation of the position of Bragg reflections. .. doctest:: >>> import xrayutilities as xu >>> Si = xu.materials.Si # load material from materials submodule >>> >>> # initialize experimental class with directions from experiment >>> hxrd = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1)) >>> # calculate angles of Bragg reflections and print them to the screen >>> om, chi, phi, tt = hxrd.Q2Ang(Si.Q(1, 1, 1)) >>> print("Si (111)") Si (111) >>> print(f"om, tt: {om:8.3f} {tt:8.3f}") om, tt: 14.221 28.442 >>> om, chi, phi, tt = hxrd.Q2Ang(Si.Q(2, 2, 4)) >>> print("Si (224)") Si (224) >>> print(f"om, tt: {om:8.3f} {tt:8.3f}") om, tt: 63.485 88.028 Note that above the :class:`~xrayutilities.experiment.HXRD` class is initialized without specifying the energy used in the experiment. It will use the default energy stored in the configuration file, which defaults to CuK-:math:`{\alpha}_1`. One could also call:: hxrd = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1), en=10000) # energy in eV to specify the energy explicitly. The :class:`~xrayutilities.experiment.HXRD` class by default describes a four-circle goniometer as described in more detail `here `_. Similar functions exist for other experimental geometries. For grazing incidence diffraction one might use .. doctest:: >>> import xrayutilities as xu >>> gid = xu.GID(xu.materials.Si.Q(1, -1, 0), xu.materials.Si.Q(0, 0, 1)) >>> # calculate angles and print them to the screen >>> (alphai, azimuth, tt, beta) = gid.Q2Ang(xu.materials.Si.Q(2, -2, 0)) >>> print(f"azimuth, tt: {azimuth:8.3f} {tt:8.3f}") azimuth, tt: 113.651 47.302 There is on implementation of a GID 2S+2D diffractometer. Be sure to check if the order of the detector circles fits your goniometer, otherwise define one yourself! There exists also a powder diffraction class, which is able to convert powder scans from angular to reciprocal space. .. testcode:: import xrayutilities as xu import numpy energy = 'CuKa12' # creating powder experiment xup = xu.PowderExperiment(en=energy) theta = numpy.arange(0, 70, 0.01) q = xup.Ang2Q(theta) More information about powdered materials can be obtained from the :class:`~xrayutilities.simpack.powder.PowderDiffraction` class. It contains information about peak positions and intensities .. doctest:: >>> import xrayutilities as xu >>> print(xu.simpack.PowderDiffraction(xu.materials.In)) Powder diffraction object ------------------------- Powder-In (a: 3.2523, c: 4.9461, at0_In_2a_occupation: 1, at0_In_2a_biso: 0, volume: 1, ) Lattice: 139 tetragonal I4/mmm: a = 3.2523, b = 3.2523 c= 4.9461 alpha = 90.000, beta = 90.000, gamma = 90.000 Lattice base: 0: In (49) 2a occ=1.000 b=0.000 Reflection conditions: general: hkl: h+k+l=2n, hk0: h+k=2n, 0kl: k+l=2n, hhl: l=2n, 00l: l=2n, h00: h=2n 2a : None Reflections: ------------ h k l | tth | |Q| |Int | Int (%) --------------------------------------------------------------- (1, 0, 1) 32.9339 2.312 217.24 100.00 (0, 0, 2) 36.2964 2.541 41.69 19.19 (1, 1, 0) 39.1392 2.732 67.54 31.09 (1, 1, -2) 54.4383 3.731 50.58 23.28 (2, 0, 0) 56.5486 3.864 22.47 10.34 (1, 0, -3) 63.1775 4.273 31.82 14.65 (2, 1, 1) 67.0127 4.503 53.09 24.44 (2, 0, 2) 69.0720 4.624 24.22 11.15 (0, 0, 4) 77.0641 5.081 4.43 2.04 (2, 2, 0) 84.1193 5.464 7.13 3.28 (2, 1, -3) 89.8592 5.761 24.97 11.49 (1, 1, 4) 90.0301 5.769 12.44 5.73 (3, 0, 1) 93.3390 5.933 11.75 5.41 (2, -2, 2) 95.2543 6.026 11.43 5.26 (3, 1, 0) 97.0033 6.109 11.19 5.15 (2, 0, -4) 102.9976 6.384 10.69 4.92 (3, 1, 2) 108.4189 6.617 21.19 9.75 (1, 0, 5) 108.9602 6.639 10.60 4.88 (3, 0, 3) 116.5074 6.936 11.01 5.07 (2, -3, 1) 120.4651 7.081 22.87 10.53 (2, 2, -4) 132.3519 7.462 13.70 6.31 (0, 0, 6) 138.2722 7.622 3.88 1.79 (2, 1, -5) 140.6857 7.681 32.94 15.16 (4, 0, 0) 142.6631 7.728 8.67 3.99 (3, 2, -3) 153.5192 7.940 48.97 22.54 (3, 1, 4) 153.9051 7.946 49.71 22.88 (4, 1, 1) 162.8984 8.066 76.17 35.07 (1, 1, 6) 166.0961 8.097 46.91 21.60 (4, 0, 2) 171.5398 8.135 77.25 35.56 If you are interested in simulations of powder diffraction patterns look at section :ref:`pdiff-simulations` Using the :class:`~xrayutilities.gridder.Gridder` classes --------------------------------------------------------- *xrayutilities* provides Gridder classes for 1D, 2D, and 3D data sets. These Gridders map irregular spaced data onto a regular grid. This is often needed after transforming data measured at equally spaced angular positions to reciprocal space were their spacing is irregular. In 1D this process actually equals the calculation of a histogram. Below you find the most basic way of using the Gridder in 2D. Other dimensions work very similar. The most easiest use (what most user might need) is .. code-block:: python import xrayutilities as xu # import Python package g = xu.Gridder2D(100, 101) # initialize the Gridder object, which will # perform Gridding to a regular grid with 100x101 points #====== load some data here ===== g(x, y, data) # call the gridder with the data griddata = g.data # the data attribute contains the gridded data. .. note: previously you could use the Gridder's gdata object, which was always an internal buffer and should not be used anymore! A more complicated example showing also sequential gridding is shown below. You need sequential gridding when you can not load all data at the same time, which is often problematic with 3D data sets. In such cases you need to specify the data range before the first call to the gridder. .. code-block:: python import xrayutilities as xu # import Python package g = xu.Gridder2D(100, 101) # initialize the Gridder object g.KeepData(True) g.dataRange(1, 2, 3, 4) # (xgrd_min, xgrd_max, ygrd_min, ygrd_max) #====== load some data here ===== g(x, y, data) # call the gridder with the data griddata = g.data # the data attribute contains the so far gridded data. #====== load some more data here ===== g(x, y, data) # call the gridder with the new data griddata = g.data # the data attribute contains the combined gridded data. Gridder2D for visualization ^^^^^^^^^^^^^^^^^^^^^^^^^^^ Based on the example of parsed data from XRDML files shown above (`Reading XRDML files`_) we show here how to use the :class:`~xrayutilities.gridder2d.Gridder2D` class together with matplotlibs contourf. .. code-block:: python Si = xu.materials.Si hxrd = xu.HXRD(Si.Q(1, 1, 0), Si.Q(0, 0, 1)) qx, qy, qz = hxrd.Ang2Q(om, tt) gridder = xu.Gridder2D(200, 600) gridder(qy, qz, psd) INT = xu.maplog(gridder.data.transpose(), 6, 0) # plot the intensity as contour plot plt.figure() cf = plt.contourf(gridder.xaxis, gridder.yaxis, INT, 100, extend='min') plt.xlabel(r'$Q_{[110]}$ ($\mathrm{\AA^{-1}}$)') plt.ylabel(r'$Q_{[001]}$ ($\mathrm{\AA^{-1}}$)') cb = plt.colorbar(cf) cb.set_label(r"$\log($Int$)$ (cps)") plt.tight_layout() The shown script results in the plot of the reciprocal space map shown below. .. figure:: pics/rsm_xrdml.png :alt: measured reciprocal space map around the (004) of a SiGe superlattice on Si(001) :width: 400 px Line cuts from reciprocal space maps ------------------------------------ Using the :mod:`~xrayutilities.analysis` subpackage one can produce line cuts. Starting from the reciprocal space data produced by the reciprocal space conversion as in the last example code we extract radial scan along the crystal truncation rod. For the extraction of line scans the respective functions offer to integrate the data along certain directions. In the present case integration along '2Theta' gives the best result since a broadening in that direction was caused by the beam footprint in the particular experiment. For different line cut functions various integration directions are possible. They are visualized in the figure below. .. figure:: pics/line_cut_intdir.png :alt: possible integration directions for line cuts, here shown overlaid to experimental reciprocal space map data which are broadened due to the beam footprint :width: 300 px .. code-block:: python # line cut with integration along 2theta to remove beam footprint broadening qzc, qzint, cmask = xu.analysis.get_radial_scan([qy, qz], psd, [0, 4.5], 1001, 0.155, intdir='2theta') # line cut with integration along omega qzc_om, qzint_om, cmask_om = xu.analysis.get_radial_scan([qy, qz], psd, [0, 4.5], 1001, 0.155, intdir='omega') plt.figure() plt.semilogy(qzc, qzint, label='Int-dir 2Theta') plt.semilogy(qzc_om, qzint_om, label='Int-dir Omega') plt.xlabel(r'scattering angle (deg)') plt.ylabel(r'intensity (arb. u.)') plt.legend() plt.tight_layout() .. figure:: pics/line_cut_radial.png :alt: radial line cut extracted from a space map around the (004) of a SiGe superlattice on Si(001) :width: 400 px .. seealso:: the fully working example provided in the `examples `_ directory and the other line cut functions in :class:`~xrayutilities.analysis.line_cuts` Using the :mod:`~.materials` subpackage ----------------------------------------------------- *xrayutilities* provides a set of Python classes to describe crystal lattices and materials. Examples show how to define a new material by defining its lattice and deriving a new material, furthermore materials can be used to calculate the structure factor of a Bragg reflection for an specific energy or the energy dependency of its structure factor for anomalous scattering. Data for this are taken from a database which is included in the download. First defining a new material from scratch is shown. This is done from the space group and Wyckhoff positions of the atoms inside the unit cell. Depending on the space group number the initialization of a new :class:`~xrayutilities.materials.spacegrouplattice.SGLattice` object expects a different amount of parameters. For a cubic materials only the lattice parameter *a* should be given while for a triclinic materials *a*, *b*, *c*, *alpha*, *beta*, and *gamma* have to be specified. Its similar for the Wyckoff positions. While some Wyckoff positions require only the type of atom others have some free paramters which can be specified. Below we show the definition of zincblende InP as well as for its hexagonal wurtzite polytype together with a quick visualization of the unit cells. A more accurate visualization of the unit cell can be performed when using :meth:`~xrayutilities.materials.material.Crystal.show_unitcell` with the Mayavi mode or by using the CIF-exporter and an external tool. .. testcode:: import matplotlib.pyplot as plt import xrayutilities as xu # elements (which contain their x-ray optical properties) are loaded from # xrayutilities.materials.elements In = xu.materials.elements.In P = xu.materials.elements.P # define elastic parameters of the material we use a helper function which # creates the 6x6 tensor needed from the only 3 free parameters of a cubic # material. elastictensor = xu.materials.CubicElasticTensor(10.11e+10, 5.61e+10, 4.56e+10) # definition of zincblende InP: InP = xu.materials.Crystal( "InP", xu.materials.SGLattice(216, 5.8687, atoms=[In, P], pos=['4a', '4c']), elastictensor) # a hexagonal equivalent which shows how parameters change for material # definition with a different space group. Since the elasticity tensor is # optional its not specified here. InPWZ = xu.materials.Crystal( "InP(WZ)", xu.materials.SGLattice(186, 4.1423, 6.8013, atoms=[In, P], pos=[('2b', 0), ('2b', 3/8.)])) f = plt.figure() InP.show_unitcell(fig=f, subplot=121) plt.title('InP zincblende') InPWZ.show_unitcell(fig=f, subplot=122) plt.title('InP wurtzite') .. figure:: pics/show_unitcell.png :alt: primitive unit cell visualization with matplotlib. Note that the rendering has mistakes but can nevertheless help to spot errors in material definition. :width: 350 px InP (in both variants) is already included in the xu.materials module and can be loaded by .. testcode:: InP = xu.materials.InP InPWZ = xu.materials.InPWZ Similar definitions exist for many other materials. Alternatively to giving the Wyckoff labels and parameters one can also specify the position of one atom for every unique site within the unit cell. *xrayutilities* will then search the corresponding Wyckoff position of this atom and populate therefore populate all equivalent sites as well. For the example of InP in zincblende form the material definition could also look as shown below. Note that instead of the elements also the elemental symbol as string can be used: .. testcode:: :hide: xu.config.VERBOSITY = 0 .. testcode:: InP = xu.materials.Crystal( "InP", xu.materials.SGLattice(216, 5.8687, atoms=["In", "P"], pos=[(0,0,0), (1/4, 1/4, 1/4)])) .. note: The definition via the Wyckoff label is faster since identifying the Wyckoff position is a computationally rather demanding task. Using the material properties the calculation of the reflection strength of a Bragg reflection can be done as follows .. testcode:: import xrayutilities as xu # defining material and experimental setup InAs = xu.materials.InAs energy= 8048 # eV # calculate the structure factor for InAs (111) (222) (333) hkllist = [[1, 1, 1], [2, 2, 2], [3, 3, 3]] for hkl in hkllist: qvec = InAs.Q(hkl) F = InAs.StructureFactor(qvec, energy) print(f"|F| = {abs(F):8.3f}") .. testoutput:: :hide: |F| = 213.356 |F| = 53.017 |F| = 127.558 Similar also the energy dependence of the structure factor can be determined .. testcode:: import matplotlib.pyplot as plt energy= numpy.linspace(500, 20000, 5000) # 500 - 20000 eV F = InAs.StructureFactorForEnergy(InAs.Q(1, 1, 1), energy) plt.figure(); plt.clf() plt.plot(energy, F.real, '-k', label='Re(F)') plt.plot(energy, F.imag, '-r', label='Imag(F)') plt.xlabel("Energy (eV)"); plt.ylabel("F"); plt.legend() It is also possible to calculate the components of the structure factor of atoms, which may be needed for input into XRD simulations. .. testcode:: # f = f0(|Q|) + f1(en) + j * f2(en) import xrayutilities as xu Fe = xu.materials.elements.Fe # iron atom Q = [0, 0, 1.9] en = 10000 # energy in eV print(f"Iron (Fe): E: {en:9.1f} eV") print(f"f0: {Fe.f0(xu.math.VecNorm(Q)):8.4g}") print(f"f1: {Fe.f1(en):8.4g}") print(f"f2: {Fe.f2(en):8.4g}") .. testoutput:: Iron (Fe): E: 10000.0 eV f0: 21.78 f1: -0.0178 f2: 2.239 Transformation of :class:`~xrayutilities.materials.spacegrouplattice.SGLattice` ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ :class:`~xrayutilities.materials.spacegrouplattice.SGLattice`-objects can be transformed to use a different unit cell setting. This can be used to for example change the origin choice after the material definition or to convert into a totally different setting, e.g. for simulation purposes. The code below shows the example of the Diamond structure converted between the two different origin choices .. code-block:: python import numpy import xrayutilities as xu C1 = xu.materials.SGLattice("227:1", 3.5668, atoms=["C"], pos=[(0,0,0)]) C2 = xu.materials.SGLattice("227:2", 3.5668, atoms=["C"], pos=[(1/8, 1/8, 1/8)]) C1 == C2 # False C3 = C2.transform(numpy.identity(3), (1/8, 1/8, 1/8)) C3 == C1 # True For dynamical diffraction simulations of cubic crystals with (111) surface it might be required to convert the unit cell in a way that a principle axis is pointing along the surface normal. Using an apropriate conversion matrix this is shown for the example of InP .. testcode:: import xrayutilities as xu InP111_lattice = xu.materials.InP.lattice.transform(((-1/2, 0, 1), (1/2, -1/2, 1), (0, 1/2, 1)), (0, 0, 0)) While the built in InP uses the cubic setting with space group F-43m(#216) the converted lattice has rhombohedral space group (in this case R3m(#160)) and converted atomic positions. Visualization of the Bragg peaks in a reciprocal space plane ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ If you want to explore which peaks are available and reachable in coplanar diffraction geometry and what their relationship between different materials is *xrayutilities* provides a function which generates a slightly interactive plot which helps you with this task. .. testcode:: import xrayutilities as xu mat = xu.materials.Crystal('GaTe', xu.materials.SGLattice(194, 4.06, 16.96, atoms=['Ga', 'Te'], pos=[('4f', 0.17), ('4f', 0.602)])) ttmax = 160 sub = xu.materials.Si hsub = xu.HXRD(sub.Q(1, 1, -2), sub.Q(1, 1, 1)) ax, h = xu.materials.show_reciprocal_space_plane(sub, hsub, ttmax=160) hxrd = xu.HXRD(mat.Q(1, 0, 0), mat.Q(0, 0, 1)) ax, h2 = xu.materials.show_reciprocal_space_plane(mat, hxrd, ax=ax) The generated plot shows all the existing Bragg spots, their `(hkl)` label is shown when the mouse is over a certain spot and the diffraction angles calculated by the given :class:`~xrayutilities.experiment.HXRD` object is printed when you click on a certain spot. Not that the primary beam is assumed to come from the left, meaning that high incidence geometry occurs for all peaks with positive inplane momentum transfer. .. figure:: pics/reciprocal_space_plane.png :alt: cut of reciprocal space for cubic Si(111) and a hexagonal material with c-axis along [111] of the substrate :width: 500 px Calculation of diffraction angles for a general geometry -------------------------------------------------------- Often the restricted predefined geometries are not corresponding to the experimental setup, nevertheless *xrayutilities* is able to calculate the goniometer angles needed to reach a certain reciprocal space position. For this purpose the goniometer together with the geometric restrictions need to be defined and the q-vector in laboratory reference frame needs to be specified. This works for arbitrary goniometer, however, the user is expected to set up bounds to put restrictions to the number of free angles to obtain reproducible results. In general only three angles are needed to fit an arbitrary q-vector (2 sample + 1 detector angles or 1 sample + 2 detector). More goniometer angles can be kept free if some pseudo-angle constraints are used instead. The example below shows the necessary code to perform such an angle calculation for a custom defined material with orthorhombic unit cell. .. testcode:: import xrayutilities as xu import numpy as np def Pnma(a, b, c): # create orthorhombic unit cell with space-group 62, # here for simplicity without base l = xu.materials.SGLattice(62, a, b, c) return l latticeConstants=[5.600, 7.706, 5.3995] SmFeO3 = xu.materials.Crystal("SmFeO3", Pnma(*latticeConstants)) # 2S+2D goniometer qconv=xu.QConversion(('x+', 'z+'), ('z+', 'x+'), (0, 1, 0)) # [1,1,0] surface normal hxrd = xu.Experiment(SmFeO3.Q(0, 0, 1), SmFeO3.Q(1, 1, 0), qconv=qconv) hkl=(2, 0, 0) q_material = SmFeO3.Q(hkl) q_laboratory = hxrd.Transform(q_material) # transform print(f"SmFeO3: hkl {hkl}, qvec {np.round(q_material, 5)}") print(f"Lattice plane distance: {SmFeO3.planeDistance(hkl):.4f}") #### determine the goniometer angles with the correct geometry restrictions # tell bounds of angles / (min,max) pair or fixed value for all motors. # maximum of three free motors! here the first goniometer angle is fixed. # om, phi, tt, delta bounds = (5, (-180, 180), (-1, 90), (-1, 90)) ang, qerror, errcode = xu.Q2AngFit(q_laboratory, hxrd, bounds) print(f"err {errcode} ({qerror:.3g}) angles {np.round(ang, 5)}") # check that qerror is small!! print("sanity check with back-transformation (hkl): ", np.round(hxrd.Ang2HKL(*ang,mat=SmFeO3),5)) The output of the code above would be similar to: .. testoutput:: SmFeO3: hkl (2, 0, 0), qvec [2.24399 0. 0. ] Lattice plane distance: 2.8000 err 0 (9.61e-09) angles [ 5. 20.44854 19.65315 25.69328] sanity check with back-transformation (hkl): [ 2. 0. -0.] In the example above all angles can be kept free if a pseudo-angle constraint is used in addition. This is shown below for the incidence angle, which when fixed to 5 degree results in the same goniometer angles as shown above. Currently two helper functions for incidence and exit angles (:func:`~xrayutilities.q2ang_fit.incidenceAngleConst` and :func:`~xrayutilities.q2ang_fit.exitAngleConst`) are implemented, but user-defined functions can be supplied. .. code-block:: python aiconstraint = xu.q2ang_fit.incidenceAngleConst bounds = ((0, 90), (-180, 180), (-1, 90), (-1, 90)) ang, qerror, errcode = xu.Q2AngFit( q_laboratory, hxrd, bounds, constraints=[{'type':'eq', 'fun': lambda a: aiconstraint(a, 5, hxrd)}, ]) User-specific config file ------------------------- Several options of *xrayutilities* can be changed by options in a config file. This includes the default x-ray energy as well as parameters to set the number of threads used by the parallel code and the verbosity of the output. The default options are stored inside the installad Python module and should not be changed. Instead it is suggested to use a user-specific config file '~/.xrayutilities.conf' or a 'xrayutilities.conf' file in the working directory. An example of such a user config file is shown below: .. code-block:: python # begin of xrayutilities configuration [xrayutilities] # verbosity level of information and debugging outputs # 0: no output # 1: very import notes for users # 2: less import notes for users (e.g. intermediate results) # 3: debuging output (e.g. print everything, which could be interesing) # levels can be changed in the config file as well verbosity = 1 # default wavelength in angstrom, wavelength = MoKa1 # Molybdenum K alpha1 radiation (17479.374eV) # default energy in eV # if energy is given wavelength settings will be ignored #energy = 10000 #eV # number of threads to use in parallel sections of the code nthreads = 1 # 0: the maximum number of available threads will be used (as returned by # omp_get_max_threads()) # n: n-threads will be used Determining detector parameters ------------------------------- In the following three examples of how to determine the detector parameters for linear and area detectors is given. The procedure we use is in more detail described in this `article `_. Linear detectors ^^^^^^^^^^^^^^^^ To determine the detector parameters of a linear detector one needs to perform a scan with the detector angle through the primary beam and aquire a detector spectrum at any point. Using the following script determines the parameters necessary for the detector initialization, which are: * pixelwidth of one channel * the center channel * and the detector tilt (optional) .. literalinclude:: example_xu_linear_detector_parameters.py :linenos: :language: python Area detector (Variant 1) ^^^^^^^^^^^^^^^^^^^^^^^^^ To determine the detector parameters of a area detector one needs to perform scans with the detector angles through the primary beam and aquire a detector images at any position. For the area detector at least two scans (one with the outer detector and and one with the inner detector angle) are required. Using the following script determines the parameters necessary for the detector initialization from such scans in the primary beam only. Further down we discuss an other variant which is also able to use additionally detector images recorded at the Bragg reflection of a known reference crystal. The determined detector parameters are: * center channels: position of the primary beam at the true zero position of the goniometer (considering the outer angle offset) (2 parameters) * pixelwidth of the channels in both directions (2 parameters), these two parameters can be replaced by the detector distance (1 parameter) if the pixel size is given as an input * detector tilt azimuth in degree from 0 to 360 * detector tilt angle in degree (>0deg) * detector rotation around the primary beam in degree * outer angle offset, which describes a offset of the outer detector angle from its true zero position The misalignment parameters as well as the pixel size can be fixed during the fitting. .. literalinclude:: example_xu_ccd_parameter.py :linenos: :language: python A possible output of this script could be fitted parameters: epsilon: 8.0712e-08 (2,['Parameter convergence']) param: (cch1,cch2,pwidth1,pwidth2,tiltazimuth,tilt,detrot,outerangle_offset) param: 140.07 998.34 4.4545e-05 4.4996e-05 72.0 1.97 -0.792 -1.543 please check the resulting data (consider setting plot=True) detector rotation axis / primary beam direction (given by user): ['z+', 'y-'] / x+ detector pixel directions / distance: z- y+ / 1 detector initialization with: init_area('z-', 'y+', cch1=140.07, cch2=998.34, Nch1=516, Nch2=516, pwidth1=4.4545e-05, pwidth2=4.4996e-05, distance=1., detrot=-0.792, tiltazimuth=72.0, tilt=1.543) AND ALWAYS USE an (additional) OFFSET of -1.9741deg in the OUTER DETECTOR ANGLE! The output gives the fitted detector parameters and compiles the Python code line one needs to use to initialize the detector. Important to note is that the outer angle offset which was determined by the fit (-1.9741 degree in the aboves example) is not included in the initialization of the detector parameters *but* needs to be used in every call to the q-conversion function as offset. This step needs to be performed manually by the user! Area detector (Variant 2) ^^^^^^^^^^^^^^^^^^^^^^^^^ In addition to scans in the primary beam this variant enables also the use of detector images recorded in scans at Bragg reflections of a known reference materials. However this also required that the sample orientation and x-ray wavelength need to be fit. To keep the additional parameters as small as possible we only implemented this for symmetric coplanar diffractions. The advantage of this method is that it is more sensitive to the outer angle offset also at large detector distances. 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You can adapt this file completely to your liking, but it should at least contain the root `toctree` directive. Welcome to xrayutilities's documentation! ========================================= .. only:: html .. image:: https://img.shields.io/pypi/v/xrayutilities.svg :target: https://pypi.python.org/pypi/xrayutilities/ :alt: Latest Version .. image:: https://img.shields.io/badge/development-GIT-green.svg :target: https://github.com/dkriegner/xrayutilities :alt: Git-repository on github .. image:: https://img.shields.io/pypi/pyversions/xrayutilities.svg :target: https://pypi.python.org/pypi/xrayutilities/ :alt: Supported Python versions .. image:: https://img.shields.io/pypi/status/xrayutilities.svg :target: https://pypi.python.org/pypi/xrayutilities/ :alt: Development Status .. image:: https://img.shields.io/pypi/l/xrayutilities.svg :target: https://pypi.python.org/pypi/xrayutilities/ :alt: License .. image:: https://dev.azure.com/dominikkriegner/xrayutilities/_apis/build/status/testing?repoName=dkriegner%2Fxrayutilities&branchName=main :target: https://dev.azure.com/dominikkriegner/xrayutilities/_build :alt: Unit test status If you look for downloading the package go to `Sourceforge `_ or `GitHub `_ (source distribution) or the `Python package index `_ (MS Windows binary). Read more about *xrayutilities* below or in `Journal of Applied Crystallography 2013, Volume 46, 1162-1170 `_ Installation ============ The easiest way to install *xrayutilities* is using the `Python package index version ` and execute .. code-block:: bash > pip install xrayutilities If you prefer the installation from sources see the `Source Installation`_ below. Introduction ============ Mailing list and issue tracker ------------------------------ To get in touch with us or report an issue please use the `mailing list `_ or the `Github issue tracker `_. When you want to follow announcements of major changes or new releases its recommended to `sign up for the mailing list `_ Overview -------- *xrayutilities* is a collection of scripts used to analyze and simulate x-ray diffraction data. It consists of a python package and several routines coded in C. It especially useful for the reciprocal space conversion of diffraction data taken with linear and area detectors. Several models for the simulation of thin film reflectivity and diffraction curves are included. For details see the full API documentation of :mod:`xrayutilities` found here: :ref:`expapi`. In the following few concepts of usage for the *xrayutilities* package will be described. First one should get a brief idea of how to analyze x-ray diffraction data with *xrayutilities*. Following that the concept of how angular coordinates of Bragg reflections are calculated is presented. Before describing in detail the installation a minimal example for thin film simulations is shown. Concept of usage ---------------- .. image:: pics/xu_usage.svg :width: 400px :align: right :alt: Flow diagram showing how to analyze x-ray diffraction data using xrayutilities *xrayutilities* provides a set of functions to read experimental data from various data file formats. All of them are gathered in the :mod:`io`-subpackage. After reading data with a function from the io-submodule the data might be corrected for monitor counts and/or absorption factor of a beam attenuator. A special set of functions is provided to perform this for point, linear and area detectors. Since the amount of data taken with modern detectors often is too large to be able to work with them properly, a functions for reducing the data from linear and area detectors are provided. They use block-averaging to reduce the amount of data. Use those carefully not to loose the features you are interested in in your measurements. After the pre-treatment of the data, the core part of the package is the transformation of the angular data to reciprocal space. This is done as described in more detail below using the :mod:`experiment`-module`. The classes provided within the experiment module provide routines to help performing X-ray diffraction experiments. This includes methods to calculate the diffraction angles (described below) needed to align crystalline samples and to convert data between angular and reciprocal space. The conversion from angular to reciprocal space is implemented very general for various goniometer geometries. It is especially useful in combination with linear and area detectors as described in this `article `_. In standard cases, Users will only need the initialized routines, which predefine a certain goniometer geometry like the popular four-cirlce and six-circle geometries. After the conversion to reciprocal space, it is convenient to transform the data to a regular grid for visualization. For this purpose the :mod:`gridder`-module has been included into *xrayutilities*. For the visualization of the data in reciprocal space the usage of `matplotlib `_ is recommended. A practical example showing the usage is given below. Angle calculation using the material classes -------------------------------------------- .. image:: pics/xu_usage_planning.svg :width: 400px :align: right :alt: Flow diagram showing how to calculate angular positions of Bragg reflection using xrayutilities Calculation of angles needed to align Bragg reflections in various diffraction geometries is done using the Materials defined in the :mod:`materials`-package. This package provides a set of classes to describe crystal lattices and materials. Once such a material is properly defined one can calculate its properties, which includes the reciprocal lattice points, lattice plane distances, optical properties like the refractive index, the structure factor (including the atomic scattering factor) and the complex polarizability. These atomic properties are extracted from a database included in *xrayutilities*. Using such a material and an experimental class from the :mod:`experiment`-module, describing the experimental setup, the needed diffraction angles can be calculated for certain coplanar diffraction (high, low incidence), grazing incidence diffraction and also special non-coplanar diffraction geometries. In the predefined experimental classes fixed geometries are used. For angle calculation of custom geometries using arbitrary geometries (max. of three free angles) the :mod:`q2ang_fit`-module can be used as described in one of the included example files. .. _helloworld: hello world ----------- A first example with step by step explanation is shown in the following. It showcases the use of *xrayutilities* to calculate angles and read a scan recorded with a linear detector from `spec `_-file and plots the result as reciprocal space map using matplotlib. .. literalinclude:: example_xu_read_spec_easy.py :linenos: :language: python More such examples can be found on the :ref:`examplespage` page. X-ray diffraction and reflectivity simulations ---------------------------------------------- **xrayutilties** includes a database with optical properties of materials and therefore simulation of reflectivity and diffraction data can be accomplished with relatively litte additional input. When the stack of layers is defined along with the layer thickness and material several models for calculation of X-ray reflectivity and dynamical/kinematical X-ray diffraction are provided. A minimal example for an AlGaAs superlattice structure is shown below. It shows how a basic stack of a superlattice is built from its ingredients and how the reflectivity and dynamical diffraction model are initialized in the most basic form:: import xrayutilities as xu # Build the pseudomorphic sample stack using the elastic parameters sub = xu.simpack.Layer(xu.materials.GaAs, inf) lay1 = xu.simpack.Layer(xu.materials.AlGaAs(0.25), 75, relaxation=0.0) lay2 = xu.simpack.Layer(xu.materials.AlGaAs(0.75), 25, relaxation=0.0) pls = xu.simpack.PseudomorphicStack001('pseudo', sub+10*(lay1+lay2)) # simulate reflectivity m = xu.simpack.SpecularReflectivityModel(pls, sample_width=5, beam_width=0.3) alphai = linspace(0, 10, 1000) Ixrr = m.simulate(alphai) # simulate dynamical diffraction curve alphai = linspace(29, 38, 1000) md = xu.simpack.DynamicalModel(pls) Idyn = md.simulate(alphai, hkl=(0, 0, 4)) More detailed examples and description of model parameters can be found on the :ref:`simulationspage` page or in the ``examples`` directory. Source Installation =================== Express instructions -------------------- * install the dependencies (Windows: `Python(x,y) `_ or `WinPython `_; Linux/Unix: see below for dependencies). * download *xrayutilities* from `here `_ or use git to check out the `latest `_ version. * open a command line and navigate to the downloaded sources and execute: .. code-block:: bash > pip install . which will install *xrayutilities* to the default directory. It should be possible to use it (*import xrayutilities*) from now on in python scripts. Detailed instructions --------------------- Installing *xrayutilities* is done using Python's setuptools The package can be installed on Linux, Mac OS X and Microsoft Windows, however, it is mostly tested on Linux/Unix platforms. Please inform one of the authors in case the installation fails! Required third party software ----------------------------- To keep the coding effort as small as possible *xrayutilities* depends on a large number of third party libraries and Python modules. The needed runtime dependencies are: * **Python** the scripting language in which most of *xrayutilities* code is written in. (>= 3.6, for Python 2.7 use *xrayutilities* 1.5.X or older) * **Numpy** a Python module providing numerical array objects (version >= 1.9) * **Scipy** a Python module providing standard numerical routines, which is heavily using numpy arrays (version >= 0.13.0) * **h5py** a powerful Python interface to HDF5. * **lmfit** a Python module for least-squares minimization with bounds and constraints (needed for fitting XRR/XRD data) For several features optional dependencies are needed: * **Matplotlib** a Python module for high quality 1D and 2D plotting (optional, version >= 3.1.0) * **IPython** although not a dependency of *xrayutilities* the IPython shell is perfectly suited for the interactive use of the *xrayutilities* python package. * **mayavi** only used optionally in Crystal.show_unitcell where it produces a superior visualization to otherwise used Matplotlib 3D plots Additionally, the following Python modules are needed when building *xrayutilities* from source or wanting to test your installation: * **C-compiler** Gnu Compiler Collection or any compatible C compiler. On windows you most probably want to use the Microsoft compilers. * **Python development headers** * **setuptools** build system * **pytest** needed for running the pre-configured unittest environment, which in principal can also be achieved only by the unittest package (optional) For building the documention (which you do not need to do) the requirements are: * **sphinx** the Python documentation generator * **numpydoc** sphinx-extension needed to parse the API-documention * **rst2pdf** pdf-generation using sphinx * **sphinx_rtd_theme** sphinx theme used * **svglib** library needed by rst2pdf to include svg images into the pdf documentation After installing all required packages you can continue with installing and building the C library. Building and installing the library and python package ------------------------------------------------------ Although the *setup.py* script can be called manually its recommended to always use pip to install *xrayutilities*, which can be done by executing .. code-block:: bash >pip install . or .. code-block:: bash >pip install --prefix=INSTALLPATH . in the root directory of the source distribution. The *--prefix* option sets the root directory for the installation. If it is omitted the libary is installed under the systems default directories (recommended). Setup of the Python package --------------------------- You need to make your Python installation aware of where to look for the module. This is usually only needed when installing in non-standard ** locations. For this case append the installation directory to your *PYTHONPATH* environment variable by .. code-block:: bash >export PYTHONPATH=$PYTHONPATH:/lib64/python2.7/site-packages on a Unix/Linux terminal. Or, to make this configuration persistent append this line to your local *.bashrc* file in your home directory. On MS Windows you would like to create a environment variable in the system preferences under system in the advanced tab (Using Python package managers this should be done automatically). Be sure to use the correct directory which might be similar to .. code-block:: bash /Lib/site-packages on Windows systems. Notes for installing on Windows ------------------------------- Since there is no packages manager on Windows the packages need to be installed manual (including all the dependecies) or a pre-packed solution needs two be used. We strongly suggest to use either `Anaconda `_, `Python(x,y) `_ or `WinPython `_ Python distributions, which include already all of the needed dependencies for installing *xrayutilities*. One can proceed with the installation of *xrayutilities* directly! The easiest way to do this on windows is to use the binaries distributed on the `Python package index `_ or using *pip*, otherwise one can follow the general installation instructions. 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All simulations in *xrayutilities* are for layers systems and currently there are no plans to extend this to other geometries. Note that not all of the codes shown in the following will be run-able as stand-alone scripts. For fully running scripts look in the `examples `_ directory in the `download `_. Building Layer stacks for simulations ------------------------------------- The basis of all simulations in *xrayutilities* are stacks of layers. Therefore several functions exist to build up such layered systems. The basic building block of all of them is a :class:`~xrayutilities.simpack.smaterials.Layer` object which takes a material and its thickness in Ã¥ngström as initializing parameter. .. testcode:: import xrayutilities as xu lay = xu.simpack.Layer(xu.materials.Si, 200) In the shown example a silicon layer with 20 nm thickness is created. The first argument is the material of the layer. For diffraction simulations this needs to be derived from the :class:`~xrayutilities.materials.material.Crystal`-class. This means all predefined materials in *xrayutitities* can be used for this purpose. For x-ray reflectivity simulations, however, also knowing the chemical composition and density of the material is sufficient. A 5 nm thick metallic CoFe compound layer can therefore be defined sublayers .. testcode:: rho_cf = 0.5*8900 + 0.5*7874 # mass density in kg/m^3 mCoFe = xu.materials.Amorphous('CoFe', rho_cf) lCoFe = xu.simpack.Layer(mCoFe, 50) .. note:: The :class:`~xrayutilities.simpack.smaterials.Layer` object can have several more model dependent properties discussed in detail below. When several layers are defined they can be combined to a :class:`~xrayutilities.simpack.smaterials.LayerStack` which is used for the simulations below. .. testcode:: sub = xu.simpack.Layer(xu.materials.Si, float('inf')) lay1 = xu.simpack.Layer(xu.materials.Ge, 200) lay2 = xu.simpack.Layer(xu.materials.SiO2, 30) ls = xu.simpack.LayerStack('Si/Ge', sub, lay1, lay2) # or equivalently ls = xu.simpack.LayerStack('Si/Ge', sub + lay1 + lay2) The last two lines show two different options of creating a stack of layers. As is shown in the last example the substrate thickness can be infinite (see below) and layers can be also stacked by summation. For creation of more complicated superlattice stacks one can further use multiplication .. testcode:: lay1 = xu.simpack.Layer(xu.materials.SiGe(0.3), 50) lay2 = xu.simpack.Layer(xu.materials.SiGe(0.6), 40) layerstack = xu.simpack.LayerStack('Si/SiGe SL', sub + 5*(lay1 + lay2)) Pseudomorphic Layers ~~~~~~~~~~~~~~~~~~~~ All stacks of layers described above use the materials in the layer as they are supplied. However, epitaxial systems often adopt the inplane lattice parameter of the layers beneath. To mimic this behavior you can either supply the :class:`~xrayutilities.simpack.smaterials.Layer` objects which custom :class:`~xrayutilities.materials.material.Crystal` objects which have the appropriate lattice parameters or use the :class:`~xrayutilities.simpack.PseudomorphicStack*` classes which to the adaption of the lattice parameters automatically. In this respect the 'relaxation' parameter of the :class:`~xrayutilities.simpack.smaterials.Layer` class is important since it allows to create partially/fully relaxed layers. .. testcode:: sub = xu.simpack.Layer(xu.materials.Si, float('inf')) buf1 = xu.simpack.Layer(xu.materials.SiGe(0.5), 5000, relaxation=1.0) buf2 = xu.simpack.Layer(xu.materials.SiGe(0.8), 5000, relaxation=1.0) lay1 = xu.simpack.Layer(xu.materials.SiGe(0.6), 50, relaxation=0.0) lay2 = xu.simpack.Layer(xu.materials.SiGe(1.0), 50, relaxation=0.0) # create pseudomorphic superlattice stack pls = xu.simpack.PseudomorphicStack001('SL 5/5', sub+buf1+buf2+5*(lay1+lay2)) .. note:: As indicated by the function name the PseudomorphicStack currently only works for (001) surfaces and cubic materials. Implementations for other surface orientations are planned. If you would like to check the resulting lattice objects of the different layers you could use:: for l in pls: print(l.material.lattice) Special layer types ~~~~~~~~~~~~~~~~~~~ So far one special layer mimicking a layer with gradually changing chemical composition is implemented. It consists of several thin sublayers of constant composition. So in order to obtain a smooth grading one has to select enough sublayers. This however has a negativ impact on the performance of all simulation models. A tradeoff needs to found! Below a graded SiGe buffer is shown which consists of 100 sublayers and has total thickness of 1 µm. .. testcode:: buf = xu.simpack.GradedLayerStack(xu.materials.SiGe, 0.2, # xfrom Si0.8Ge0.2 0.7, # xto Si0.3Ge0.7 100, # number of sublayers 10000, # total thickness relaxation=1.0) Setting up a model ------------------ This sectiondescribes the parameters which are common for all diffraction models in *xrayutilties*-``simpack``. All models need a list of Layers for which the reflected/diffracted signal will be calculated. Further all models have some common parameters which allow scaling and background addition in the model output and contain general information about the calculation which are model-independent. These are * 'experiment': an :class:`~xrayutilities.experiment.Experiment`/:class:`~xrayutilities.experiment.HXRD` object which defines the surface geometry of the model. If none is given a default class with (001) surface is generated. * 'resolution_width': width of the Gaussian resolution function used to convolute with the data. The unit of this parameters depends on the model and can be either in degree or 1/\AA. * 'I0': is the primary beam flux/intensity * 'background': is the background added to the simulation after it was scaled by I0 * 'energy': energy in eV used to obtain the optical parameters for the simulation. The energy can alternatively also be supplied via the 'experiment' parameter, however, the 'energy' value overrules this setting. If no energy is given the default energy from the configuration is used. The mentioned parameters can be supplied to the constructor method of all model classes derived from :class:`~xrayutilities.simpack.models.LayerModel`, which applies to all examples mentioned below. .. testcode:: m = xu.simpack.SpecularReflectivityModel(layerstack, I0=1e6, background=1, resolution_width=0.001) Reflectivity calculation and fitting ------------------------------------ This section shows the calculation and fitting of specular x-ray reflectivity curves as well as the calculation of diffuse x-ray reflectivity curves/maps. Specular x-ray reflectivity ~~~~~~~~~~~~~~~~~~~~~~~~~~~ For the specular reflectivity models currently only the Parrat formalism including non-correlated roughnesses is implemented. A minimal working example for a reflectivity calculation follows. .. testcode:: import numpy # building a stack of layers sub = xu.simpack.Layer(xu.materials.GaAs, float('inf'), roughness=2.0) lay1 = xu.simpack.Layer(xu.materials.AlGaAs(0.25), 75, roughness=2.5) lay2 = xu.simpack.Layer(xu.materials.AlGaAs(0.75), 25, roughness=3.0) pls = xu.simpack.PseudomorphicStack001('pseudo', sub+5*(lay1+lay2)) # reflectivity calculation m = xu.simpack.SpecularReflectivityModel(pls, sample_width=5, beam_width=0.3) ai = numpy.linspace(0, 5, 10000) Ixrr = m.simulate(ai) In addition to the layer thickness also the roughness and density (in kg/m^3) of a Layer can be set since they are important for the reflectivity calculation. This can be done upon definition of the :class:`~xrayutilities.simpack.smaterials.Layer` or also manipulated at any later stage. Such x-ray reflectivity calculations can also be fitted to experimental data using the :class:`~xrayutilities.simpack.fit.FitModel` class which is shown in detail in the example below (which is also included in the example directory). The fitting is performed using the `lmfit `_ Python package which needs to be installed when you want to use this fitting function. This package allows to build complicated models including bounds and correlations between parameters. .. code-block:: python :linenos: import lmfit import numpy import xrayutilities as xu # load experimental data ai, edata, eps = numpy.loadtxt('data/xrr_data.txt'), unpack=True) ai /= 2.0 # define layers # SiO2 / Ru(5) / CoFe(3) / IrMn(3) / AlOx(10) lSiO2 = xu.simpack.Layer(xu.materials.SiO2, numpy.inf, roughness=2.5) lRu = xu.simpack.Layer(xu.materials.Ru, 47, roughness=2.8) rho_cf = 0.5*8900 + 0.5*7874 mat_cf = xu.materials.Amorphous('CoFe', rho_cf) lCoFe = xu.simpack.Layer(mat_cf, 27, roughness=4.6) lIrMn = xu.simpack.Layer(xu.materials.Ir20Mn80, 21, roughness=3.0) lAl2O3 = xu.simpack.Layer(xu.materials.Al2O3, 100, roughness=5.5) # create model m = xu.simpack.SpecularReflectivityModel(lSiO2, lRu, lCoFe, lIrMn, lAl2O3, energy='CuKa1', resolution_width=0.02, sample_width=6, beam_width=0.25, background=81, I0=6.35e9) # embed model in fit code fitm = xu.simpack.FitModel(m, plot=True, verbose=True) # set some parameter limitations fitm.set_param_hint('SiO2_density', vary=False) fitm.set_param_hint('Al2O3_density', min=0.8*xu.materials.Al2O3.density, max=1.2*xu.materials.Al2O3.density) p = fitm.make_params() fitm.set_fit_limits(xmin=0.05, xmax=8.0) # perform the fit res = fitm.fit(edata, p, ai, weights=1/eps) lmfit.report_fit(res, min_correl=0.5) # export the fit result for the full data range (Note that only data between # xmin and xmax were actually optimized) numpy.savetxt( "xrrfit.dat", numpy.vstack((ai, res.eval(res.params, x=ai))).T, header="incidence angle (deg), fitted intensity (arb. u.)", ) This script can interactively show the fitting progress and after the fitting shows the final plot including the x-ray reflectivity trace of the initial and final parameters. .. figure:: pics/xrr_fitting.svg :alt: XRR fitting output :width: 400 px The picture shows the final plot of the fitting example shown in one of the example scripts. After building a :class:`~xrayutilities.simpack.models.SpecularReflectivityModel` is built or fitted the density profile resulting from the thickness and roughness of layers can be plotted easily by .. testcode:: m.densityprofile(500, plot=True) # 500 number of points .. figure:: pics/xrr_densityprofile.svg :alt: XRR density profile resulting from the XRR fit shown above :width: 300 px Diffuse reflectivity calculations ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ For the calculation of diffuse x-ray reflectivity the :class:`~xrayutilities.simpack.smaterials.LayerStack` is built equally as shown before. The only difference is that an additional parameter for the lateral correlation length of the roughness can be included: `lat_correl`. The :class:`~xrayutilities.simpack.models.DiffuseReflectivityModel` also takes special parameters which change the vertical correlection length and the way how the diffuse reflectivity is calculated (to be document in more detail). For a Si/Ge superlattice with 5 periods the calculation of the diffuse reflectivity signal at the specular rod is calculated using the :func:`~xrayutilities.simpack.models.DiffuseReflectivityModel.simulate` method. A map of the diffuse reflectivity which can be obtained in the coplanar reflection plane can be calculated with the :func:`~xrayutilities.simpack.models.DiffuseReflectivityModel.simulate_map` method. .. testcode:: from matplotlib.pylab import * import xrayutilities as xu sub = xu.simpack.Layer(xu.materials.Si, inf, roughness=1, lat_correl=100) lay1 = xu.simpack.Layer(xu.materials.Si, 200, roughness=1, lat_correl=200) lay2 = xu.simpack.Layer(xu.materials.Ge, 70, roughness=3, lat_correl=50) ls = xu.simpack.LayerStack('SL 5', sub+5*(lay2+lay1)) alphai = arange(0.17, 2, 0.001) # for the calculation on the specular rod qz = arange(0, 0.5, 0.0005) # for the map calculation qL = arange(-0.02, 0.02, 0.0003) m = xu.simpack.DiffuseReflectivityModel(ls, sample_width=10, beam_width=1, energy='CuKa1', vert_correl=1000, vert_nu=0, H=1, method=2, vert_int=0) d = m.simulate(alphai) imap = m.simulate_map(qL, qz) figure() subplot(121) semilogy(alphai, d, label='diffuse XRR') xlabel('incidence angle (deg)') ylabel('intensity (arb. u.)') ylim(1e-6, 1e-4) subplot(122) pcolor(qL, qz, imap.T, norm=mpl.colors.LogNorm()) xlabel(r'Q$_\parallel$ ($\mathrm{\AA^{-1}}$)') ylabel(r'Q$_\perp$ ($\mathrm{\AA^{-1}}$)') colorbar() tight_layout() The resulting figure shows the simulation result. Currently you have to refer to the docstrings and implementation for further details. .. figure:: pics/xrr_diffuse.png :alt: Diffuse x-ray reflectivity of a Si/Ge multilayer :width: 550 px Diffraction calculation ----------------------- From the very same models as used for XRR calculation one can also perform crystal truncation rod simulations around certain Bragg peaks using various different diffraction models. Depending on the system to model you will have to choose the most apropriate model. Below a short description of the implemented models is given followed by two examples. Kinematical diffraction models ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ The most basic models consider only the kinematic diffraction of layers and substrate. Especially the semiinfinite substrate is not well described using the kinematical approximation which results in considerable deviations in close vicinity to substrate Bragg peak with respect to the more acurate dynamical diffraction models. Such a basic model is employed by .. testcode:: en = 9000 # eV mk = xu.simpack.KinematicalModel(pls, energy=en, resolution_width=0.0001) Ikin = mk.simulate(qz, hkl=(0, 0, 4)) A more appealing kinematical model is represented by the :class:`~xrayutilities.simpack.models.KinematicalMultiBeamModel` class which implements a true multibeam theory is, however, restricted to the use of (001) surfaces and layer thicknesses will be changed to be a multiple of the out of plane lattice spacing. This is necessary since otherwise the structure factor of the unit cell can not be used for the calculation. It can be employed by .. testcode:: :hide: import xrayutilities as xu xu.config.VERBOSITY = 0 .. testcode:: mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=0.0001) Imult = mk.simulate(qz, hkl=(0, 0, 4)) This model is expected to provide good results especially far away from the substrate peak where the influence of other Bragg peaks on the truncation rod and the variation of the structure factor can not be neglected. Both kinematical model's :func:`~xrayutilities.simpack.models.KinematicalMultiBeamModel.simulate` method offers two keyword arguments with which basic absorption and refraction correction can be added to the basic models. .. note:: The kinematical models can also handle a semi-infinitely thick substrate which results in a diverging intensity at the Bragg peak but provides a basic description of the substrates truncation rod. Dynamical diffraction models ~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Acurate description of the diffraction from thin films in close vicinity to the diffraction signal from a bulk substrate is only possible using the dynamical diffraction theory. In **xrayutilities** the dynamical two-beam theory with 4 tiepoints for the calculation of the dispersion surface is implemented. To use this theory you have to supply the :func:`~xrayutilities.simpack.models.DynamicalModel.simulate` method with the incidence angle in degree. Accordingly the 'resolution_width' parameter is also in degree for this model. .. testcode:: resol = 0.001 # resolution in incidence angle md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resol) Idyn = md.simulate(ai, hkl=(0, 0, 4)) A second simplified dynamical model (:class:`~xrayutilities.simpack.models.SimpleDynamicalCoplanarModel`) is also implemented should, however, not be used since its approximations cause mistakes in almost all relevant cases. The :class:`~xrayutilities.simpack.models.DynamicalModel` supports the calculation of diffracted signal for 'S' and 'P' polarization geometry. To simulate diffraction data of laboratory sources with Ge(220) monochromator crystal one should use:: .. testcode:: import math qGe220 = linalg.norm(xu.materials.Ge.Q(2, 2, 0)) thMono = math.asin(qGe220 * xu.config.WAVELENGTH / (4*math.pi)) md = xu.simpack.DynamicalModel(pls, Cmono=math.cos(2 * thMono), polarization='both') Idyn = md.simulate(ai, hkl=(0, 0, 4)) Comparison of diffraction models ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Below we show the different implemented models for the case of epitaxial GaAs/AlGaAs and Si/SiGe bilayers. These two cases have very different separation of the layer Bragg peak from the substrate and therefore provide good model system for our models. We will compare the (004) Bragg peak calculated with different models and but otherwise equal parameters. For scripts used to perform the shown calculation you are referred to the ``examples`` directory. .. figure:: pics/xrd_algaas004.svg :alt: (004) of AlGaAs(100nm) on GaAs :width: 400 px XRD simulations of the (004) Bragg peak of ~100 nm AlGaAs on GaAs(001) using various diffraction models .. figure:: pics/xrd_sige004.svg :alt: (004) of SiGe(15nm) on Si :width: 400 px XRD simulations of the (004) Bragg peak of 15 nm Si\ :sub:`0.4` Ge\ :sub:`0.6` on Si(001) using various diffraction models As can be seen in the images we find that for the AlGaAs system all models except the very basic kinematical model yield an very similar diffraction signal. The second kinematic diffraction model considering the contribution of multiple Bragg peaks on the same truncation rod fails to describe only the ratio of substrate and layer signal, but otherwise results in a very similar line shape as the traces obtained by the dynamic theory. For the SiGe/Si bilayer system bigger differences between the kinematic and dynamic models are found. Further also the difference between the simpler and more sophisticated dynamic model gets obvious further away from the reference position. Interestingly also the multibeam kinematic theory differs considerable from the best dynamic model. As is evident from this second comparison the correct choice of model for the particular system under condideration is crucial for comparison with experimental data. Fitting of diffraction data ~~~~~~~~~~~~~~~~~~~~~~~~~~~ All diffraction models can be embedded into the :class:`~xrayutilities.simpack.fit.FitModel` class, which is suitable to refine the model parameters. Below (and in the `examples `_ directory) a runnable script is shown which shows the fitting for a pseudomorphic InMnAs epilayer on InAs(001). The fitting is performed using the `lmfit `_ Python package which needs to be installed when you want to use this fitting function. As one can see below the :func:`~xrayutilities.simpack.FitModel.set_param_hint` function can be used to set up the respective fit parameters including their boundaries and possible correlation with other parameters of the model. It should be equally possible to fit more complex layer structures, however, I expect that one needs to adjust manually the starting parameters to yield something very reasonable. Since this capabilities are rather new please report back any success/problems you have with this via the mailing list. .. testcode:: fitting from copy import deepcopy import xrayutilities as xu from matplotlib.pylab import * # global parameters wavelength = xu.wavelength('CuKa1') offset = -0.035 # angular offset of the zero position of the data # set up LayerStack for simulation: InAs(001)/(In,Mn)As(~25 nm) InAs = deepcopy(xu.materials.InAs) # do not modify internal database InAs.a = 6.057 lInAs = xu.simpack.Layer(InAs, inf) InMnAs = xu.materials.Crystal('InMnAs', xu.materials.SGLattice( 216, 6.050, atoms=('In', 'Mn', 'As'), pos=('4a', '4a', '4c'), occ=(0.99, 0.01, 1)), cij=InAs.cij) lInMnAs = xu.simpack.Layer(InMnAs, 254, relaxation=0) pstack = xu.simpack.PseudomorphicStack001('list', lInAs, lInMnAs) # set up simulation object thetaMono = arcsin(wavelength/(2 * xu.materials.Ge.planeDistance(2, 2, 0))) Cmono = cos(2 * thetaMono) dyn = xu.simpack.DynamicalModel(pstack, I0=1.5e9, background=0, resolution_width=2e-3, polarization='both', Cmono=Cmono) fitmdyn = xu.simpack.FitModel(dyn) fitmdyn.set_param_hint('InMnAs_c', vary=True, min=6.02, max= 6.06) fitmdyn.set_param_hint('InAs_a', vary=True) fitmdyn.set_param_hint('InMnAs_a', expr='InAs_a') fitmdyn.set_param_hint('resolution_width', vary=True) params = fitmdyn.make_params() # plot experimental data f = figure(figsize=(7,5)) d = xu.io.RASFile('inas_layer_radial_002_004.ras.bz2', path='examples/data') scan = d.scans[-1] tt = scan.data[scan.scan_axis] - offset semilogy(tt, scan.data['int'], 'o-', ms=3, label='data') # perform fit and plot the result fitmdyn.lmodel.set_hkl((0, 0, 4)) ai = (d.scans[-1].data[d.scan.scan_axis] - offset)/2 fitr = fitmdyn.fit(d.scans[-1].data['int'], params, ai) # print(fitr.fit_report()) # to get a summary of the fitted parameters The resulting figure shows reasonable agreement between the dynamic diffraction simulation and the experimental data. .. figure:: pics/fit_xrd.svg :alt: (004) diffraction data and fitted model of InMnAs epilayer on InAs :width: 400 px .. _pdiff-simulations: Powder diffraction simulations ------------------------------ Powder diffraction patterns can be calculated using :class:`~xrayutilities.simpack.powdermodel.PowderModel`. A specialized class for the definition of powdered materials named :class:`~xrayutilities.simpack.smaterials.Powder` exists. The class constructor takes the materials volume and several material parameters specific for the powder material. Among them are `crystallite_size_gauss` and `strain_gauss` which can be used to include the effect of finite crystallite size and microstrain. Texture modelled by the March-Dollase pole density offers the `preferred_orientation` direction parameter as well as a `preferred_orientation_factor` variable. The :class:`~xrayutilities.simpack.powdermodel.PowderModel` internally uses :class:`~xrayutilities.simpack.powder.PowderDiffraction` for its calculations which is based on the fundamental parameters approach. The fundamental parameters approach code used here can was originally implemented and documented here: `http://dx.doi.org/10.6028/jres. 120.014.c `_ and `http://dx.doi.org/10.6028/jres.120.014 `_. Several setup specific parameters should be adjusted by a user-specific configuration file or by supplying the appropriate parameters using the `fpsettings` argument of :class:`~xrayutilities.simpack.powdermodel.PowderModel`. If the correct settings are included in the config file the powder diffraction signal of a mixed sample of Co and Fe can be calculated with .. testcode:: powder import numpy import xrayutilities as xu tt = numpy.arange(5, 120, 0.01) Fe_powder = xu.simpack.Powder(xu.materials.Fe, 1, crystallite_size_gauss=100e-9) Co_powder = xu.simpack.Powder(xu.materials.Co, 5, # 5 times more Co crystallite_size_gauss=200e-9) pm = xu.simpack.PowderModel(Fe_powder, Co_powder, I0=100) inte = pm.simulate(tt) pm.close() # after end-of-use Note that in MS windows and macOS you need to encapsulate this code into a dummy function to allow for the multiprocessing module to work correctly. See the `Python documentation `_ for details. The code then must look like: .. testcode:: powder_windows import numpy import xrayutilities as xu from multiprocessing import freeze_support def main(): tt = numpy.arange(5, 120, 0.01) Fe_powder = xu.simpack.Powder(xu.materials.Fe, 1, crystallite_size_gauss=100e-9) Co_powder = xu.simpack.Powder(xu.materials.Co, 5, # 5 times more Co crystallite_size_gauss=200e-9) pm = xu.simpack.PowderModel(Fe_powder, Co_powder, I0=100) inte = pm.simulate(tt) pm.close() if __name__ == '__main__': freeze_support() # only required on MS Windows main() ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6215005 xrayutilities-1.7.10/examples/0000755000175100002000000000000014742413420015414 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6295004 xrayutilities-1.7.10/examples/data/0000755000175100002000000000000014742413420016325 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/data/BaF2.cif0000644000175100002000000000765614742413365017550 0ustar00vstsdockerdata_global _chemical_name_mineral 'Frankdicksonite' loop_ _publ_author_name 'Wyckoff R W G' _journal_name_full 'Crystal Structures' _journal_volume 1 _journal_year 1963 _journal_page_first 239 _journal_page_last 444 _publ_section_title ; Second edition. Interscience Publishers, New York, New York Fluorite structure ; _database_code_amcsd 0011682 _chemical_formula_sum 'Ba F2' _cell_length_a 6.2001 _cell_length_b 6.2001 _cell_length_c 6.2001 _cell_angle_alpha 90 _cell_angle_beta 90 _cell_angle_gamma 90 _cell_volume 238.340 _exptl_crystal_density_diffrn 4.886 _symmetry_space_group_name_H-M 'F m 3 m' loop_ _space_group_symop_operation_xyz 'x,y,z' 'x,1/2+y,1/2+z' '1/2+x,y,1/2+z' '1/2+x,1/2+y,z' 'z,-x,y' 'z,1/2-x,1/2+y' '1/2+z,-x,1/2+y' '1/2+z,1/2-x,y' '-y,z,-x' '-y,1/2+z,1/2-x' '1/2-y,z,1/2-x' '1/2-y,1/2+z,-x' 'x,-y,z' 'x,1/2-y,1/2+z' '1/2+x,-y,1/2+z' '1/2+x,1/2-y,z' '-z,x,-y' '-z,1/2+x,1/2-y' '1/2-z,x,1/2-y' '1/2-z,1/2+x,-y' 'y,-z,x' 'y,1/2-z,1/2+x' '1/2+y,-z,1/2+x' '1/2+y,1/2-z,x' '-x,y,-z' '-x,1/2+y,1/2-z' '1/2-x,y,1/2-z' '1/2-x,1/2+y,-z' 'x,-z,-y' 'x,1/2-z,1/2-y' '1/2+x,-z,1/2-y' '1/2+x,1/2-z,-y' '-z,y,x' '-z,1/2+y,1/2+x' '1/2-z,y,1/2+x' '1/2-z,1/2+y,x' 'y,-x,-z' 'y,1/2-x,1/2-z' '1/2+y,-x,1/2-z' '1/2+y,1/2-x,-z' '-x,z,y' '-x,1/2+z,1/2+y' '1/2-x,z,1/2+y' '1/2-x,1/2+z,y' 'z,-y,-x' 'z,1/2-y,1/2-x' '1/2+z,-y,1/2-x' '1/2+z,1/2-y,-x' '-y,x,z' '-y,1/2+x,1/2+z' '1/2-y,x,1/2+z' '1/2-y,1/2+x,z' 'x,z,y' 'x,1/2+z,1/2+y' '1/2+x,z,1/2+y' '1/2+x,1/2+z,y' '-z,-y,-x' '-z,1/2-y,1/2-x' '1/2-z,-y,1/2-x' '1/2-z,1/2-y,-x' 'y,x,z' 'y,1/2+x,1/2+z' '1/2+y,x,1/2+z' '1/2+y,1/2+x,z' '-x,-z,-y' '-x,1/2-z,1/2-y' '1/2-x,-z,1/2-y' '1/2-x,1/2-z,-y' 'z,y,x' 'z,1/2+y,1/2+x' '1/2+z,y,1/2+x' '1/2+z,1/2+y,x' '-y,-x,-z' '-y,1/2-x,1/2-z' '1/2-y,-x,1/2-z' '1/2-y,1/2-x,-z' 'z,x,-y' 'z,1/2+x,1/2-y' '1/2+z,x,1/2-y' '1/2+z,1/2+x,-y' '-y,-z,x' '-y,1/2-z,1/2+x' '1/2-y,-z,1/2+x' '1/2-y,1/2-z,x' 'x,y,-z' 'x,1/2+y,1/2-z' '1/2+x,y,1/2-z' '1/2+x,1/2+y,-z' '-z,-x,y' '-z,1/2-x,1/2+y' '1/2-z,-x,1/2+y' '1/2-z,1/2-x,y' 'y,z,-x' 'y,1/2+z,1/2-x' '1/2+y,z,1/2-x' '1/2+y,1/2+z,-x' '-x,-y,z' '-x,1/2-y,1/2+z' '1/2-x,-y,1/2+z' '1/2-x,1/2-y,z' '-z,x,y' '-z,1/2+x,1/2+y' '1/2-z,x,1/2+y' '1/2-z,1/2+x,y' 'y,-z,-x' 'y,1/2-z,1/2-x' '1/2+y,-z,1/2-x' '1/2+y,1/2-z,-x' '-x,y,z' '-x,1/2+y,1/2+z' '1/2-x,y,1/2+z' '1/2-x,1/2+y,z' 'z,-x,-y' 'z,1/2-x,1/2-y' '1/2+z,-x,1/2-y' '1/2+z,1/2-x,-y' '-y,z,x' '-y,1/2+z,1/2+x' '1/2-y,z,1/2+x' '1/2-y,1/2+z,x' 'x,-y,-z' 'x,1/2-y,1/2-z' '1/2+x,-y,1/2-z' '1/2+x,1/2-y,-z' '-x,z,-y' '-x,1/2+z,1/2-y' '1/2-x,z,1/2-y' '1/2-x,1/2+z,-y' 'z,-y,x' 'z,1/2-y,1/2+x' '1/2+z,-y,1/2+x' '1/2+z,1/2-y,x' '-y,x,-z' '-y,1/2+x,1/2-z' '1/2-y,x,1/2-z' '1/2-y,1/2+x,-z' 'x,-z,y' 'x,1/2-z,1/2+y' '1/2+x,-z,1/2+y' '1/2+x,1/2-z,y' '-z,y,-x' '-z,1/2+y,1/2-x' '1/2-z,y,1/2-x' '1/2-z,1/2+y,-x' 'y,-x,z' 'y,1/2-x,1/2+z' '1/2+y,-x,1/2+z' '1/2+y,1/2-x,z' '-x,-z,y' '-x,1/2-z,1/2+y' '1/2-x,-z,1/2+y' '1/2-x,1/2-z,y' 'z,y,-x' 'z,1/2+y,1/2-x' '1/2+z,y,1/2-x' '1/2+z,1/2+y,-x' '-y,-x,z' '-y,1/2-x,1/2+z' '1/2-y,-x,1/2+z' '1/2-y,1/2-x,z' 'x,z,-y' 'x,1/2+z,1/2-y' '1/2+x,z,1/2-y' '1/2+x,1/2+z,-y' '-z,-y,x' '-z,1/2-y,1/2+x' '1/2-z,-y,1/2+x' '1/2-z,1/2-y,x' 'y,x,-z' 'y,1/2+x,1/2-z' '1/2+y,x,1/2-z' '1/2+y,1/2+x,-z' '-z,-x,-y' '-z,1/2-x,1/2-y' '1/2-z,-x,1/2-y' '1/2-z,1/2-x,-y' 'y,z,x' 'y,1/2+z,1/2+x' '1/2+y,z,1/2+x' '1/2+y,1/2+z,x' '-x,-y,-z' '-x,1/2-y,1/2-z' '1/2-x,-y,1/2-z' '1/2-x,1/2-y,-z' 'z,x,y' 'z,1/2+x,1/2+y' '1/2+z,x,1/2+y' '1/2+z,1/2+x,y' '-y,-z,-x' '-y,1/2-z,1/2-x' '1/2-y,-z,1/2-x' '1/2-y,1/2-z,-x' loop_ _atom_site_label _atom_site_fract_x _atom_site_fract_y _atom_site_fract_z Ba 0.00000 0.00000 0.00000 F 0.25000 0.25000 0.25000 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/data/Calcite.cif0000644000175100002000000000300114742413365020356 0ustar00vstsdockerdata_global _chemical_name_mineral 'Calcite' loop_ _publ_author_name 'Graf D L' _journal_name_full 'American Mineralogist' _journal_volume 46 _journal_year 1961 _journal_page_first 1283 _journal_page_last 1316 _publ_section_title ; Crystallographic tables for the rhombohedral carbonates ; _database_code_amcsd 0000098 _chemical_formula_sum 'Ca C O3' _cell_length_a 4.9900 _cell_length_b 4.9900 _cell_length_c 17.0615 _cell_angle_alpha 90 _cell_angle_beta 90 _cell_angle_gamma 120 _cell_volume 367.916 _exptl_crystal_density_diffrn 2.710 _symmetry_space_group_name_H-M 'R -3 c' loop_ _space_group_symop_operation_xyz 'x,y,z' '2/3+x,1/3+y,1/3+z' '1/3+x,2/3+y,2/3+z' 'x,x-y,1/2+z' '2/3+x,1/3+x-y,5/6+z' '1/3+x,2/3+x-y,1/6+z' 'y,x,1/2-z' '2/3+y,1/3+x,5/6-z' '1/3+y,2/3+x,1/6-z' '-x+y,y,1/2+z' '2/3-x+y,1/3+y,5/6+z' '1/3-x+y,2/3+y,1/6+z' '-x,-x+y,1/2-z' '2/3-x,1/3-x+y,5/6-z' '1/3-x,2/3-x+y,1/6-z' '-y,-x,1/2+z' '2/3-y,1/3-x,5/6+z' '1/3-y,2/3-x,1/6+z' 'x-y,-y,1/2-z' '2/3+x-y,1/3-y,5/6-z' '1/3+x-y,2/3-y,1/6-z' 'y,-x+y,-z' '2/3+y,1/3-x+y,1/3-z' '1/3+y,2/3-x+y,2/3-z' '-x+y,-x,z' '2/3-x+y,1/3-x,1/3+z' '1/3-x+y,2/3-x,2/3+z' '-x,-y,-z' '2/3-x,1/3-y,1/3-z' '1/3-x,2/3-y,2/3-z' '-y,x-y,z' '2/3-y,1/3+x-y,1/3+z' '1/3-y,2/3+x-y,2/3+z' 'x-y,x,-z' '2/3+x-y,1/3+x,1/3-z' '1/3+x-y,2/3+x,2/3-z' loop_ _atom_site_label _atom_site_fract_x _atom_site_fract_y _atom_site_fract_z Ca 0.00000 0.00000 0.00000 C 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"‚,ϘH’eD}.øµ‹{êµØŒRd¢eÁޱABò¢œ½Ù^W^`"Yž<ð‡0\n=Ûa²}ª©…ˆè¼ÚaW9©š…Àª"E¹‰˜=³àyvüþ5щØr˜‘À™74³ØéG†5àÓãžL’ËìÁàùõBŠLõ‰ê u0Ü™§¨Xlð‹·”{$3¬©(c[¤îÒ¡Ÿ=’æ~¢øJ+Ž*Í8¶O³6¦|À?ˆ~­,'Ï©Hä"ïzæƒ ™‰bŒ¤Ó¤C`qd6Lãܳêf/™,™FÚ+/{XiqÌIG•*aò¤óÛ™×VÙWpä%úZRB`€.ñä7wF‚Êó 1™Œ]Až{º) ç­A%Ù‹c?w ]Fá¬+…ƒBµfT–Çž+Ûç˜eKº»·I˜á8oÕ[¬P¥8XƒF¯{o÷h.§´vÉeš%é®jßaÛöŠÌ#eðãqQÐ^–û²C®ðŒ/{¸›¨ä€Î¡µ "øêMeÌ”qnÊ49ÔMH»}É5³"Dr²ú_h}œ‰Ç©F°°Þ·C2ñzÝÝgg…õLÖ%G¦RÚièy0ͶdóM€1‚éÄyR´L*ãD¹]çg¬^;ÞÝãâÕɦDºG†éÁ=¾ìç¡÷ûý¢`Ì"òÊgm†Ñ:ÛúØcHFñ)‡³% ¼´Ã$$µÕE†ˆC ± ºv¸Æ,-»¶á„¬! gõíÔH»¥@ÑT꘳Â9^¼.ˆUæ_s·–Ûæ'GAµXÏæLûv¤uœ²ìBCjŽÿvœ÷ôiú± ~«Ú"å: CÈ"9¼Pœ³¶§õ ÙÂå¶t‚×Ï©€šÊx"Ö…3ËI€¸î„Ž­‡½zS·=fM­-[Ù—"JÊJÂÉ¿z²R&5U‡o™Îu Ã´XEM–`0ÊQ± G<‰f}÷Ù› ù,ë­ÔÁ‡½†fs.j×:žfémg­>^0Ú¹ý]4_‡˜®¤<;¶«"™Ú戸†ׯÑÅó'å—ßTö“EÎ_JZh·:ajžêò늙Ÿ4zI`çjaY5\ú¡ç–޵²ñ.ê[Ió÷o¶cÕ̱:^?«Öâ{tš§”ÜPæÑoa[Ù¨†n:JaÓsíê¥~ªqZ¾?cS|)ÛÕò€câWÜuE¥Ì«Í¶¥/ª»è²²êEÍUbÓN„ä0ã’»s!03{dl€ €×5xêVÔöÐû'R®;Äg"`lKÛg8×ê6Ÿ0®ŸA Q@¹`ùr¤>HofgrF qºî fâÐûxUM¡±îaãF7fšÕ¼Aˆ’÷¯0ô¿Ôæ^þª¯‚ªõ4œ¨MÜÄ{ 4v=°®Õ]¶UaaÙÙ©€‰û¥‡Ôº(½Lß.«Î³Fk °,-ë¾f»béÌŽÁh£[˜Ø*Í‚ò·qô¦ ’•¬r[X©‚›tHóð~¤ÙÛ웫†ˆÅÓ“[w«úŒ91îèã_#^äáÇ» OwÒ Tí nù<}…«2‘‰/g…*ç®öäôî]VuÏKÇÓ©M!ºû²§w:€Pâ£7 ç­îLx}VÝ.Ö>ÕÙâ‚[Ÿ„çWݾHä8[^·YdÞÉÄl–AijWÊçk…jØDÐzÞ’¦²à²(îs¸Û¡”ßÕÀU»uŒ "?†¾p€¹_1$TXLH²¨¼t`æòw2A6$604Ø„¤BŒßDÞè<ýe¼ºáEC‹ ±À¨c6Š@üÄœXQ¢gow—ã‡XÂbž]òÍ™ùMñ¦ÌùÍùßì¡›iH qaÒØ”jÏ_ïï¦8~ž æ–ůËW*—ÃlrZWšÛ܇ùƒ÷f&$À´ÀDS‚͑ØC^Œ½@tô€hÏ]º€­Î’̸lnîÖu ó«ãNaÒlÍÙv¤Kªøvy¯j`á@™ 1<ý—4Í›Â@@†Y9ˆ ì°X+Mw7<®š6UYNxá}!äg‚>fí³É„g@–iQl™¾@#ë ul°ºæÂUÈe¸6ö€VTŽÝQ¸îæžÝ㮞UåÂ8I5³cØ,y‡£·Šw{È^ê`'«“ƒ-¼/ÐjÚîkGÅz°“ö3ê4~¶itôùš(•öYaÆÆ]î¤Þˆ.«Étg›¹ÓŽI.0XB2#”ÕP—îÚlrHòìuPd¦Xo>Àë¨ì d››9ÒŒÄf帎K„V<ŠŸ>%å̰>ÍÑ/ª7TÀϯL4ø€áÙè§Ë3V#pe&2¢@;A˜èƒzü::¦ÁËŒÉAÇ,H°9ÕÂùî@ºiç»z2™¦6’a381SÒÌxÙ™–Ú⮘N±9s¼&Cï3nk-Ç2bjõïý_7\_ê¦êÙ÷‚ò‰ Tø*÷­”XZ€¥‚ÉÌŒ ÑH»0Õ¤ewµ3—½g+)Á‘™Ç^ãŒ5•©‚ÈŸ·è*ÿz©;S}ð;‰.¼Þç¶sb™‹‰›3–m0‹Êbòhµ„3 h BY¹‘ô#yß(`{)˜‰ê鑀ПÀ£“û3ñ€î`îv®¦ÐÎÕ‹¦0*ö@s!¬Ì`’„dÕÿÅÜ‘N$Ù“r././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/data/README.txt0000644000175100002000000000116114742413365020032 0ustar00vstsdockerFiles: *.cif .... structure files from the American Mineralogist database http://rruff.geo.arizona.edu/AMS/amcsd.php rms_*.xrdml .. Panalytical data files for reciprocal space map measuremenst on Si(001) - curtesy of Tanja Etzelstorfer polefig_Ge113.xrdml .. Panalytical data file for a pole figure measurement on Ge(113) - curtesy of Dominik Kriegner test.spec datafile generated at ESRF beamline ID10B using spec including reciprocal space maps of InP - curtesy of Dominik Kriegner simpack_xrd_AlGaAs.xrdml .. Panalytical data file for a om-2th curve of AlGaAs/GaAs structure on GaAs (100) - curtesy of Aristide Lemaitre ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/data/Silicon.cif0000644000175100002000000001064014742413365020421 0ustar00vstsdockerdata_global _chemical_name_mineral 'Silicon' loop_ _publ_author_name 'Wyckoff R W G' _journal_name_full 'Crystal Structures' _journal_volume 1 _journal_year 1963 _journal_page_first 7 _journal_page_last 83 _publ_section_title ; Second edition. Interscience Publishers, New York, New York Sample at T = 300 K ; _database_code_amcsd 0011243 _chemical_formula_sum 'Si' _cell_length_a 5.43070 _cell_length_b 5.43070 _cell_length_c 5.43070 _cell_angle_alpha 90 _cell_angle_beta 90 _cell_angle_gamma 90 _cell_volume 160.165 _exptl_crystal_density_diffrn 2.329 _symmetry_space_group_name_H-M 'F d 3 m' loop_ _space_group_symop_operation_xyz 'x,y,z' 'x,1/2+y,1/2+z' '1/2+x,y,1/2+z' '1/2+x,1/2+y,z' '3/4+z,3/4-x,1/4+y' '3/4+z,1/4-x,3/4+y' '1/4+z,3/4-x,3/4+y' '1/4+z,1/4-x,1/4+y' '-y,1/2+z,1/2-x' '-y,+z,-x' '1/2-y,1/2+z,-x' '1/2-y,+z,1/2-x' '3/4+x,3/4-y,1/4+z' '3/4+x,1/4-y,3/4+z' '1/4+x,3/4-y,3/4+z' '1/4+x,1/4-y,1/4+z' '-z,1/2+x,1/2-y' '-z,+x,-y' '1/2-z,1/2+x,-y' '1/2-z,+x,1/2-y' '3/4+y,3/4-z,1/4+x' '3/4+y,1/4-z,3/4+x' '1/4+y,3/4-z,3/4+x' '1/4+y,1/4-z,1/4+x' '-x,1/2+y,1/2-z' '-x,+y,-z' '1/2-x,1/2+y,-z' '1/2-x,+y,1/2-z' '1/2+x,-z,1/2-y' '1/2+x,1/2-z,-y' '+x,-z,-y' '+x,1/2-z,1/2-y' '3/4-z,3/4+y,1/4+x' '3/4-z,1/4+y,3/4+x' '1/4-z,3/4+y,3/4+x' '1/4-z,1/4+y,1/4+x' '1/2+y,-x,1/2-z' '1/2+y,1/2-x,-z' '+y,-x,-z' '+y,1/2-x,1/2-z' '3/4-x,3/4+z,1/4+y' '3/4-x,1/4+z,3/4+y' '1/4-x,3/4+z,3/4+y' '1/4-x,1/4+z,1/4+y' '1/2+z,-y,1/2-x' '1/2+z,1/2-y,-x' '+z,-y,-x' '+z,1/2-y,1/2-x' '3/4-y,3/4+x,1/4+z' '3/4-y,1/4+x,3/4+z' '1/4-y,3/4+x,3/4+z' '1/4-y,1/4+x,1/4+z' 'x,1/2+z,1/2+y' 'x,+z,+y' '1/2+x,1/2+z,+y' '1/2+x,+z,1/2+y' '1/4-z,3/4-y,3/4-x' '1/4-z,1/4-y,1/4-x' '3/4-z,3/4-y,1/4-x' '3/4-z,1/4-y,3/4-x' 'y,1/2+x,1/2+z' 'y,+x,+z' '1/2+y,1/2+x,+z' '1/2+y,+x,1/2+z' '1/4-x,3/4-z,3/4-y' '1/4-x,1/4-z,1/4-y' '3/4-x,3/4-z,1/4-y' '3/4-x,1/4-z,3/4-y' 'z,1/2+y,1/2+x' 'z,+y,+x' '1/2+z,1/2+y,+x' '1/2+z,+y,1/2+x' '1/4-y,3/4-x,3/4-z' '1/4-y,1/4-x,1/4-z' '3/4-y,3/4-x,1/4-z' '3/4-y,1/4-x,3/4-z' '3/4+z,1/4+x,3/4-y' '3/4+z,3/4+x,1/4-y' '1/4+z,1/4+x,1/4-y' '1/4+z,3/4+x,3/4-y' '-y,1/2-z,1/2+x' '-y,-z,+x' '1/2-y,1/2-z,+x' '1/2-y,-z,1/2+x' '3/4+x,1/4+y,3/4-z' '3/4+x,3/4+y,1/4-z' '1/4+x,1/4+y,1/4-z' '1/4+x,3/4+y,3/4-z' '-z,1/2-x,1/2+y' '-z,-x,+y' '1/2-z,1/2-x,+y' '1/2-z,-x,1/2+y' '3/4+y,1/4+z,3/4-x' '3/4+y,3/4+z,1/4-x' '1/4+y,1/4+z,1/4-x' '1/4+y,3/4+z,3/4-x' '-x,1/2-y,1/2+z' '-x,-y,+z' '1/2-x,1/2-y,+z' '1/2-x,-y,1/2+z' '1/4-z,3/4+x,3/4+y' '1/4-z,1/4+x,1/4+y' '3/4-z,3/4+x,1/4+y' '3/4-z,1/4+x,3/4+y' 'y,-z,-x' 'y,1/2-z,1/2-x' '1/2+y,-z,1/2-x' '1/2+y,1/2-z,-x' '1/4-x,3/4+y,3/4+z' '1/4-x,1/4+y,1/4+z' '3/4-x,3/4+y,1/4+z' '3/4-x,1/4+y,3/4+z' 'z,-x,-y' 'z,1/2-x,1/2-y' '1/2+z,-x,1/2-y' '1/2+z,1/2-x,-y' '1/4-y,3/4+z,3/4+x' '1/4-y,1/4+z,1/4+x' '3/4-y,3/4+z,1/4+x' '3/4-y,1/4+z,3/4+x' 'x,-y,-z' 'x,1/2-y,1/2-z' '1/2+x,-y,1/2-z' '1/2+x,1/2-y,-z' '1/2-x,1/2+z,-y' '1/2-x,+z,1/2-y' '-x,1/2+z,1/2-y' '-x,+z,-y' '1/4+z,3/4-y,3/4+x' '1/4+z,1/4-y,1/4+x' '3/4+z,3/4-y,1/4+x' '3/4+z,1/4-y,3/4+x' '1/2-y,1/2+x,-z' '1/2-y,+x,1/2-z' '-y,1/2+x,1/2-z' '-y,+x,-z' '1/4+x,3/4-z,3/4+y' '1/4+x,1/4-z,1/4+y' '3/4+x,3/4-z,1/4+y' '3/4+x,1/4-z,3/4+y' '1/2-z,1/2+y,-x' '1/2-z,+y,1/2-x' '-z,1/2+y,1/2-x' '-z,+y,-x' '1/4+y,3/4-x,3/4+z' '1/4+y,1/4-x,1/4+z' '3/4+y,3/4-x,1/4+z' '3/4+y,1/4-x,3/4+z' '-x,-z,y' '-x,1/2-z,1/2+y' '1/2-x,-z,1/2+y' '1/2-x,1/2-z,y' '3/4+z,3/4+y,1/4-x' '3/4+z,1/4+y,3/4-x' '1/4+z,3/4+y,3/4-x' '1/4+z,1/4+y,1/4-x' '-y,-x,z' '-y,1/2-x,1/2+z' '1/2-y,-x,1/2+z' '1/2-y,1/2-x,z' '3/4+x,3/4+z,1/4-y' '3/4+x,1/4+z,3/4-y' '1/4+x,3/4+z,3/4-y' '1/4+x,1/4+z,1/4-y' '-z,-y,x' '-z,1/2-y,1/2+x' '1/2-z,-y,1/2+x' '1/2-z,1/2-y,x' '3/4+y,3/4+x,1/4-z' '3/4+y,1/4+x,3/4-z' '1/4+y,3/4+x,3/4-z' '1/4+y,1/4+x,1/4-z' '1/4-z,1/4-x,1/4-y' '1/4-z,3/4-x,3/4-y' '3/4-z,1/4-x,3/4-y' '3/4-z,3/4-x,1/4-y' 'y,z,x' 'y,1/2+z,1/2+x' '1/2+y,z,1/2+x' '1/2+y,1/2+z,x' '1/4-x,1/4-y,1/4-z' '1/4-x,3/4-y,3/4-z' '3/4-x,1/4-y,3/4-z' '3/4-x,3/4-y,1/4-z' 'z,x,y' 'z,1/2+x,1/2+y' '1/2+z,x,1/2+y' '1/2+z,1/2+x,y' '1/4-y,1/4-z,1/4-x' '1/4-y,3/4-z,3/4-x' '3/4-y,1/4-z,3/4-x' '3/4-y,3/4-z,1/4-x' loop_ _atom_site_label _atom_site_fract_x _atom_site_fract_y _atom_site_fract_z Si 0.00000 0.00000 0.00000 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/data/bi2te3.cif0000644000175100002000000000367514742413365020123 0ustar00vstsdockerdata_global _chemical_name_mineral 'Tellurobismuthite' loop_ _publ_author_name 'Feutelais Y' 'Legendre B' 'Rodier N' 'Agafonov V' _journal_name_full 'Materials Research Bulletin' _journal_volume 28 _journal_year 1993 _journal_page_first 591 _journal_page_last 596 _publ_section_title ; A study of the phases in the bismuth - tellurium system ; _database_code_amcsd 0014367 _chemical_compound_source 'Synthetic' _chemical_formula_sum 'Bi2 Te3' _cell_length_a 4.395 _cell_length_b 4.395 _cell_length_c 30.440 _cell_angle_alpha 90 _cell_angle_beta 90 _cell_angle_gamma 120 _cell_volume 509.205 _exptl_crystal_density_diffrn 7.834 _symmetry_space_group_name_H-M 'R -3 m' loop_ _space_group_symop_operation_xyz 'x,y,z' '2/3+x,1/3+y,1/3+z' '1/3+x,2/3+y,2/3+z' 'x,x-y,z' '2/3+x,1/3+x-y,1/3+z' '1/3+x,2/3+x-y,2/3+z' 'y,x,-z' '2/3+y,1/3+x,1/3-z' '1/3+y,2/3+x,2/3-z' '-x+y,y,z' '2/3-x+y,1/3+y,1/3+z' '1/3-x+y,2/3+y,2/3+z' '-x,-x+y,-z' '2/3-x,1/3-x+y,1/3-z' '1/3-x,2/3-x+y,2/3-z' '-y,-x,z' '2/3-y,1/3-x,1/3+z' '1/3-y,2/3-x,2/3+z' 'x-y,-y,-z' '2/3+x-y,1/3-y,1/3-z' '1/3+x-y,2/3-y,2/3-z' 'y,-x+y,-z' '2/3+y,1/3-x+y,1/3-z' '1/3+y,2/3-x+y,2/3-z' '-x+y,-x,z' '2/3-x+y,1/3-x,1/3+z' '1/3-x+y,2/3-x,2/3+z' '-x,-y,-z' '2/3-x,1/3-y,1/3-z' '1/3-x,2/3-y,2/3-z' '-y,x-y,z' '2/3-y,1/3+x-y,1/3+z' '1/3-y,2/3+x-y,2/3+z' 'x-y,x,-z' '2/3+x-y,1/3+x,1/3-z' '1/3+x-y,2/3+x,2/3-z' loop_ _atom_site_label _atom_site_fract_x _atom_site_fract_y _atom_site_fract_z _atom_site_U_iso_or_equiv Bi 0.00000 0.00000 0.40046 0.02330 Te1 0.00000 0.00000 0.00000 0.01748 Te2 0.00000 0.00000 0.79030 0.01912 loop_ _atom_site_aniso_label _atom_site_aniso_U_11 _atom_site_aniso_U_22 _atom_site_aniso_U_33 _atom_site_aniso_U_12 _atom_site_aniso_U_13 _atom_site_aniso_U_23 Bi 0.02260 0.02260 0.02441 0.01130 0.00000 0.00000 Te1 0.01916 0.01916 0.01408 0.00961 0.00000 0.00000 Te2 0.02092 0.02092 0.01549 0.01050 0.00000 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1.848626e+08 1.456379e+06 1.100000e-01 1.999848e+08 1.514776e+06 1.200000e-01 2.164495e+08 1.575898e+06 1.300000e-01 2.330862e+08 1.635340e+06 1.400000e-01 2.502966e+08 1.694639e+06 1.500000e-01 2.681495e+08 1.754035e+06 1.600000e-01 2.875055e+08 1.816239e+06 1.700000e-01 3.012852e+08 1.859254e+06 1.800000e-01 3.170500e+08 1.907277e+06 1.900000e-01 3.389301e+08 1.971991e+06 2.000000e-01 3.541556e+08 2.015798e+06 2.100000e-01 3.709989e+08 2.063175e+06 2.200000e-01 3.888518e+08 2.112233e+06 2.300000e-01 4.043641e+08 2.153953e+06 2.400000e-01 4.222055e+08 2.200958e+06 2.500000e-01 4.396684e+08 2.246014e+06 2.600000e-01 4.591849e+08 2.295322e+06 2.700000e-01 4.714732e+08 2.325832e+06 2.800000e-01 4.901407e+08 2.371430e+06 2.900000e-01 5.000310e+08 2.395236e+06 3.000000e-01 5.229667e+08 2.449553e+06 3.100000e-01 5.369186e+08 2.482013e+06 3.200000e-01 5.518572e+08 2.516305e+06 3.300000e-01 5.729686e+08 2.563984e+06 3.400000e-01 5.890890e+08 2.599802e+06 3.500000e-01 6.050374e+08 2.634759e+06 3.600000e-01 6.226149e+08 2.672758e+06 3.700000e-01 6.344786e+08 2.698102e+06 3.800000e-01 6.457915e+08 2.722050e+06 3.900000e-01 6.677405e+08 2.767921e+06 4.000000e-01 6.808434e+08 2.794946e+06 4.100000e-01 6.929366e+08 2.819659e+06 4.200000e-01 7.087243e+08 2.851599e+06 4.300000e-01 7.119598e+08 2.858101e+06 4.400000e-01 7.297210e+08 2.893532e+06 4.500000e-01 7.416765e+08 2.917139e+06 4.600000e-01 7.591737e+08 2.951348e+06 4.700000e-01 7.726781e+08 2.977482e+06 4.800000e-01 7.889821e+08 3.008731e+06 4.900000e-01 7.866759e+08 3.004331e+06 5.000000e-01 7.938010e+08 3.017906e+06 5.100000e-01 8.125374e+08 3.053314e+06 5.200000e-01 8.138110e+08 3.055706e+06 5.300000e-01 8.255140e+08 3.077599e+06 5.400000e-01 8.300920e+08 3.086121e+06 5.500000e-01 8.277399e+08 3.081746e+06 5.600000e-01 8.375499e+08 3.099954e+06 5.700000e-01 8.286234e+08 3.083390e+06 5.800000e-01 8.378711e+08 3.100548e+06 5.900000e-01 8.329834e+08 3.091491e+06 6.000000e-01 8.250436e+08 3.076722e+06 6.100000e-01 8.269712e+08 3.080314e+06 6.200000e-01 8.181595e+08 3.063859e+06 6.300000e-01 8.078218e+08 3.044441e+06 6.400000e-01 7.990330e+08 3.027835e+06 6.500000e-01 7.901409e+08 3.010940e+06 6.600000e-01 7.793672e+08 2.990342e+06 6.700000e-01 7.625125e+08 2.957831e+06 6.800000e-01 7.507406e+08 2.934910e+06 6.900000e-01 7.351824e+08 2.904340e+06 7.000000e-01 7.267378e+08 2.887611e+06 7.100000e-01 7.058789e+08 2.845869e+06 7.200000e-01 6.904124e+08 2.814519e+06 7.300000e-01 6.825071e+08 2.798359e+06 7.400000e-01 6.644821e+08 2.761159e+06 7.500000e-01 6.544197e+08 2.740173e+06 7.600000e-01 6.366930e+08 2.702806e+06 7.700000e-01 6.269519e+08 2.682051e+06 7.800000e-01 6.131607e+08 2.652388e+06 7.900000e-01 6.074468e+08 2.640000e+06 8.000000e-01 5.960420e+08 2.615100e+06 8.100000e-01 5.885268e+08 2.598561e+06 8.200000e-01 5.781318e+08 2.575510e+06 8.300000e-01 5.755617e+08 2.569779e+06 8.400000e-01 5.537619e+08 2.520643e+06 8.500000e-01 5.453173e+08 2.501350e+06 8.600000e-01 5.388003e+08 2.486359e+06 8.700000e-01 5.239993e+08 2.451970e+06 8.800000e-01 5.142812e+08 2.429127e+06 8.900000e-01 5.042991e+08 2.405437e+06 9.000000e-01 4.933304e+08 2.379133e+06 9.100000e-01 4.778181e+08 2.341430e+06 9.200000e-01 4.668837e+08 2.314484e+06 9.300000e-01 4.490538e+08 2.269860e+06 9.400000e-01 4.362722e+08 2.237323e+06 9.500000e-01 4.160098e+08 2.184749e+06 9.600000e-01 3.968489e+08 2.133843e+06 9.700000e-01 3.780322e+08 2.082640e+06 9.800000e-01 3.590893e+08 2.029790e+06 9.900000e-01 3.398365e+08 1.974626e+06 1.000000e+00 3.202511e+08 1.916881e+06 1.010000e+00 2.936783e+08 1.835633e+06 1.020000e+00 2.706966e+08 1.762346e+06 1.030000e+00 2.514210e+08 1.698442e+06 1.040000e+00 2.319847e+08 1.631472e+06 1.050000e+00 2.094391e+08 1.550168e+06 1.060000e+00 1.863657e+08 1.462288e+06 1.070000e+00 1.658509e+08 1.379459e+06 1.080000e+00 1.458639e+08 1.293671e+06 1.090000e+00 1.296517e+08 1.219660e+06 1.100000e+00 1.097106e+08 1.121951e+06 1.110000e+00 9.191501e+07 1.026935e+06 1.120000e+00 7.741237e+07 9.424429e+05 1.130000e+00 6.724608e+07 2.103866e+05 1.140000e+00 5.445561e+07 1.893241e+05 1.150000e+00 4.386029e+07 1.699105e+05 1.160000e+00 3.425888e+07 1.501658e+05 1.170000e+00 2.699940e+07 1.333097e+05 1.180000e+00 2.095171e+07 1.174341e+05 1.190000e+00 1.673188e+07 1.049438e+05 1.200000e+00 1.419972e+07 9.667727e+04 1.210000e+00 1.281351e+07 9.183719e+04 1.220000e+00 1.284247e+07 9.194092e+04 1.230000e+00 1.377385e+07 9.521650e+04 1.240000e+00 1.599204e+07 1.025974e+05 1.250000e+00 1.888227e+07 1.114838e+05 1.260000e+00 2.214900e+07 1.207429e+05 1.270000e+00 2.633000e+07 1.316467e+05 1.280000e+00 3.072228e+07 1.422038e+05 1.290000e+00 3.540681e+07 1.526609e+05 1.300000e+00 3.991297e+07 1.620845e+05 1.310000e+00 4.410317e+07 1.703803e+05 1.320000e+00 4.858958e+07 1.788365e+05 1.330000e+00 5.300819e+07 1.867910e+05 1.340000e+00 5.674357e+07 1.932604e+05 1.350000e+00 6.037430e+07 1.993474e+05 1.360000e+00 6.352255e+07 2.044789e+05 1.370000e+00 6.587962e+07 2.082381e+05 1.380000e+00 6.818273e+07 2.118467e+05 1.390000e+00 6.973743e+07 2.142484e+05 1.400000e+00 7.104992e+07 2.162551e+05 1.410000e+00 7.173842e+07 2.173004e+05 1.420000e+00 7.220113e+07 2.180000e+05 1.430000e+00 7.159229e+07 2.170789e+05 1.440000e+00 7.118221e+07 2.164563e+05 1.450000e+00 7.099266e+07 2.161679e+05 1.460000e+00 6.960381e+07 2.140430e+05 1.470000e+00 6.850262e+07 2.123431e+05 1.480000e+00 6.703414e+07 2.100548e+05 1.490000e+00 6.637197e+07 2.090147e+05 1.500000e+00 6.402082e+07 2.052793e+05 1.510000e+00 6.248454e+07 2.028013e+05 1.520000e+00 6.133661e+07 2.009298e+05 1.530000e+00 5.957193e+07 1.980183e+05 1.540000e+00 5.849640e+07 1.962226e+05 1.550000e+00 5.740969e+07 1.943914e+05 1.560000e+00 5.616500e+07 1.922726e+05 1.570000e+00 5.543109e+07 1.910123e+05 1.580000e+00 5.473667e+07 1.898120e+05 1.590000e+00 5.410412e+07 1.887121e+05 1.600000e+00 5.376053e+07 1.881119e+05 1.610000e+00 5.387243e+07 1.883076e+05 1.620000e+00 5.358676e+07 1.878077e+05 1.630000e+00 5.360388e+07 1.878376e+05 1.640000e+00 5.351304e+07 1.876784e+05 1.650000e+00 5.363218e+07 1.878872e+05 1.660000e+00 5.373947e+07 1.880751e+05 1.670000e+00 5.338601e+07 1.874555e+05 1.680000e+00 5.353871e+07 1.877234e+05 1.690000e+00 5.305229e+07 1.868687e+05 1.700000e+00 5.296935e+07 1.867226e+05 1.710000e+00 5.265670e+07 1.861707e+05 1.720000e+00 5.183064e+07 1.847047e+05 1.730000e+00 5.106316e+07 1.833320e+05 1.740000e+00 5.007123e+07 1.815426e+05 1.750000e+00 4.889104e+07 1.793904e+05 1.760000e+00 4.760752e+07 1.770200e+05 1.770000e+00 4.617326e+07 1.743331e+05 1.780000e+00 4.460342e+07 1.713439e+05 1.790000e+00 4.292628e+07 1.680917e+05 1.800000e+00 4.054024e+07 1.633532e+05 1.810000e+00 3.869921e+07 1.596010e+05 1.820000e+00 3.611044e+07 1.541704e+05 1.830000e+00 3.394886e+07 1.494848e+05 1.840000e+00 3.165102e+07 1.443372e+05 1.850000e+00 2.927025e+07 1.388027e+05 1.860000e+00 2.707576e+07 1.334980e+05 1.870000e+00 2.498921e+07 1.282510e+05 1.880000e+00 2.261897e+07 1.220172e+05 1.890000e+00 2.050412e+07 1.161730e+05 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1.209823e+04 2.160000e+00 3.411205e+06 1.249115e+04 2.170000e+00 3.639540e+06 1.290244e+04 2.180000e+00 3.881642e+06 1.332467e+04 2.190000e+00 4.122509e+06 1.373186e+04 2.200000e+00 4.422061e+06 1.422201e+04 2.210000e+00 4.655885e+06 1.459317e+04 2.220000e+00 4.897529e+06 1.496708e+04 2.230000e+00 5.151890e+06 1.535083e+04 2.240000e+00 5.406663e+06 1.572582e+04 2.250000e+00 5.679320e+06 1.611746e+04 2.260000e+00 5.873304e+06 1.639041e+04 2.270000e+00 6.167366e+06 1.679571e+04 2.280000e+00 6.387422e+06 1.709273e+04 2.290000e+00 6.661634e+06 1.745577e+04 2.300000e+00 6.845418e+06 1.769492e+04 2.310000e+00 7.096485e+06 1.801649e+04 2.320000e+00 7.286672e+06 1.825632e+04 2.330000e+00 7.504578e+06 1.852728e+04 2.340000e+00 7.700392e+06 1.876744e+04 2.350000e+00 7.887103e+06 1.899360e+04 2.360000e+00 8.045958e+06 1.918392e+04 2.370000e+00 8.263361e+06 1.944137e+04 2.380000e+00 8.424412e+06 1.962991e+04 2.390000e+00 8.533136e+06 1.975618e+04 2.400000e+00 8.707268e+06 1.995674e+04 2.410000e+00 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7.937254e+00 1.987000e+01 8.100000e+01 9.000000e+00 1.988000e+01 8.400000e+01 9.165151e+00 1.989000e+01 7.900000e+01 8.888194e+00 1.990000e+01 7.500000e+01 8.660254e+00 1.991000e+01 9.400000e+01 9.695360e+00 1.992000e+01 8.300000e+01 9.110434e+00 1.993000e+01 8.300000e+01 9.110434e+00 1.994000e+01 8.000000e+01 8.944272e+00 1.995000e+01 8.900000e+01 9.433981e+00 1.996000e+01 8.400000e+01 9.165151e+00 1.997000e+01 7.700000e+01 8.774964e+00 1.998000e+01 7.900000e+01 8.888194e+00 1.999000e+01 7.500000e+01 8.660254e+00 2.000000e+01 8.800000e+01 9.380832e+00 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_powdermodel.py0000644000175100002000000001277614742413365022043 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2017-2021, 2023 Dominik Kriegner import multiprocessing import os import lmfit import numpy from matplotlib.pylab import mpl import xrayutilities as xu def main(): """ dummy main function to enable multiprocessing on Windows and macOS. This is required to avoid starting of the multiprocessing code upon import of the script and is connected with the used multiprocessing start method. See also: https://docs.python.org/3/library/multiprocessing.html#the-spawn-and-forkserver-start-methods """ mpl.rcParams['font.size'] = 16.0 mpl.rcParams['lines.linewidth'] = 2.0 ############################### # load example data tt, det, sig = numpy.loadtxt( os.path.join('data', 'LaB6_d500_si_psd.xye.bz2'), unpack=True) ############################## La = xu.materials.elements.La B = xu.materials.elements.B LaB6 = xu.materials.Crystal( "LaB6", xu.materials.SGLattice(221, 4.15692, atoms=[La, B], pos=['1a', ('6f', 0.19750)], b=[0.05, 0.15])) LaB6_powder = xu.simpack.Powder(LaB6, 1, crystallite_size_gauss=1e6, crystallite_size_lor=0.5e-6, strain_gauss=0, strain_lor=0) settings = {'classoptions': {'oversampling': 10}, 'global': {'diffractometer_radius': 0.337, 'equatorial_divergence_deg': 0.40}, 'tube_tails': {'tail_left': -0.001, 'main_width': 0.00015, 'tail_right': 0.001, 'tail_intens': 0.0015}, 'axial': {'angI_deg': 2.0, 'angD_deg': 2.0, 'slit_length_target': 0.008, 'n_integral_points': 21, 'length_sample': 0.015, 'slit_length_source': 0.008001}, 'si_psd': {'si_psd_window_bounds': (0, 32e-3)}, 'absorption': {'sample_thickness': 500e-6, 'absorption_coefficient': 3e4}, 'displacement': {'specimen_displacement': -3.8e-5, 'zero_error_deg': 0.0}, 'emission': {'emiss_intensities': (1.0, 0.45)}} pm = xu.simpack.PowderModel(LaB6_powder, I0=1.10e6, fpsettings=settings) ############################## # define background btt, bint = numpy.asarray([(15.158, 1136.452), (17.886, 841.925), (22.906, 645.784), (26.556, 551.663), (34.554, 401.219), (45.764, 260.595), (58.365, 171.993), (81.950, 112.838), (92.370, 101.276), (106.441, 102.486), (126.624, 112.838), (139.096, 132.063), (146.240, 136.500), (152.022, 157.204)]).T pm.set_background('spline', x=btt, y=bint) mask = numpy.logical_and(tt > 18, tt < 148) ############################## # first fit run to optimize sample displacement and zero offset p = pm.create_fitparameters() for pn, limit in (('primary_beam_intensity', (None, None)), ('displacement_specimen_displacement', (-1e-4, 1e-4)), ('displacement_zero_error_deg', (-0.01, 0.01))): p[pn].set(vary=True, min=limit[0], max=limit[1]) pm.fit(p, tt[mask], det[mask], std=sig[mask], maxfev=50) ############################## # second fit run to optimize absorption p = pm.create_fitparameters() for pn, limit in (('primary_beam_intensity', (None, None)), ('displacement_specimen_displacement', (-1e-4, 1e-4)), ('absorption_absorption_coefficient', (1e4, 10e4)), ('emission_emiss_intensities_item_1', (0.4, 0.52))): p[pn].set(vary=True, min=limit[0], max=limit[1]) # if needed one can also set relations between parameters: # p['axial_angD_deg'].set(expr='axial_angI_deg') fitres2 = pm.fit(p, tt[mask], det[mask], std=sig[mask]) ############################## # final calculation and plotting/printing of the results sim = pm.simulate(tt[mask]) xu.simpack.plot_powder(tt, det, pm, scale='sqrt', mask=mask) xu.simpack.Rietveld_error_metrics(det[mask], sim, std=sig[mask], Nvar=fitres2.nvarys, disp=True) lmfit.report_fit(fitres2) if __name__ == '__main__': multiprocessing.freeze_support() main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_AlGaAs.py0000644000175100002000000000617114742413365021457 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner from numpy import inf, linspace, mean, pi, sqrt from matplotlib.pylab import (clf, figure, legend, mpl, semilogy, show, tight_layout, vlines, xlabel, xlim, ylabel) import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 'CuKa1' resol = 0.0001 # resolution in qz H, K, L = (0, 0, 4) qz = linspace(4.40, 4.50, 2000) sub = xu.simpack.Layer(xu.materials.GaAs, inf) lay = xu.simpack.Layer(xu.materials.AlGaAs(0.75), 995.64, relaxation=0.0) # pseudomorphic stack -> adjusts lattice parameters! pls = xu.simpack.PseudomorphicStack001('AlGaAs on GaAs', sub, lay) # calculate incidence angle for dynamical diffraction models qx = sqrt(sub.material.Q(H, K, L)[0]**2 + sub.material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # comparison of different diffraction models # simplest kinematical diffraction model mk = xu.simpack.KinematicalModel(pls, energy=en, resolution_width=resol) Ikin = mk.simulate(qz, hkl=(H, K, L), refraction=True) # kinematic multibeam diffraction model mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) # simplified dynamical diffraction model mds = xu.simpack.SimpleDynamicalCoplanarModel(pls, energy=en, resolution_width=resolai) Idynsub = mds.simulate(ai, hkl=(H, K, L), idxref=0) Idynlay = mds.simulate(ai, hkl=(H, K, L), idxref=1) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack AlGaAs') clf() semilogy(qz, Ikin, label='kinematical') semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idynsub, label='simpl. dynamical(S)') semilogy(xu.simpack.get_qz(qx, ai, en), Idynlay, label='simpl. dynamical(L)') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') vlines([4*2*pi/l.material.a3[-1] for l in pls], 1e-6, 1, linestyles='dashed') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_Darwin_AlGaAs.py0000644000175100002000000000650314742413365022762 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner from numpy import linspace from matplotlib.pylab import (clf, figure, legend, mpl, plot, plt, semilogy, show, subplot, tight_layout, twinx, xlabel, xlim, ylabel, ylim) from scipy.special import erf import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 'CuKa1' qz = linspace(4.3, 4.6, 4000) GaAs = xu.materials.GaAs exp = xu.HXRD(GaAs.Q(1, 1, 0), GaAs.Q(0, 0, 1), en=en) dm = xu.simpack.DarwinModelAlGaAs001( qz, experiment=exp, resolution_width=0.0005, I0=2e7, background=1e0) def period(xavg, xwell, wellratio, thick, sigmaup, sigmadown): """ chemical composition profile in the superlattice """ twell = wellratio*thick xb = (xavg*thick - twell*xwell)/(thick - twell) tb = (thick-twell)/2 print('using barrier Al-content, well thickness, barrier thickness/2: ' f'{xb:.3f} {twell:.1f} {tb:.1f}') return lambda z: xb + (xwell-xb)*(erf((z-tb)/sigmaup) + erf(-(z-(tb+twell))/sigmadown))/2. sideal = [{'t': 3500000, 'x': 0, 'r': 1}, # 350um substrate {'t': 10000, 'x': 0.5, 'r': 1}, # 1um buffer (relaxed) # 5 period superlattice with interdiffusion (5, [{'t': 75, 'x': 0.9, 'r': 0}, {'t': 150, 'x': 0.0, 'r': 0}, {'t': 75, 'x': 0.9, 'r': 0}]), {'t': 100, 'x': 0, 'r': 0}] # 10nm cap sample = [{'t': 3500000, 'x': 0, 'r': 1}, # 350um substrate {'t': 10000, 'x': 0.5, 'r': 1}, # 1um buffer (relaxed) # 5 period superlattice with interdiffusion (5, [{'t': 300, 'x': period(0.45, 0, 0.5, 300, 20, 20), 'r': 0.0}]), {'t': 100, 'x': 0, 'r': 0}] # 10nm cap # perform Darwin-theory based simulation mlideal = dm.make_monolayers(sideal) Iideal = dm.simulate(mlideal) ml = dm.make_monolayers(sample) Isim = dm.simulate(ml) figure('XU-simpack AlGaAs (Darwin)', figsize=(10, 5)) clf() subplot(121) semilogy(qz, Iideal, '-m', lw=2, label='ideal') semilogy(qz, Isim, '-r', lw=2, label='SL5') ylim(0.5*dm.background, dm.I0) xlim(qz.min(), qz.max()) plt.locator_params(axis='x', nbins=5) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') legend(fontsize='small') subplot(122) z, xAl = dm.prop_profile(mlideal, 'x') plot(z/10, xAl, '-m') z, xAl = dm.prop_profile(ml, 'x') plot(z/10, xAl, '-r') xlabel('depth z (nm)') ylabel('Al-content', color='m') ylim(-0.05, 1.05) twinx() z, ai = dm.prop_profile(ml, 'ai') plot(z/10, ai, '-b') xlim(-1200, 3) ylim(5.64, 5.68) plt.locator_params(axis='x', nbins=5) ylabel(r'a-inplane ($\mathrm{\AA}$)', color='b') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_InAs_fitting.py0000644000175100002000000000530314742413365022741 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2019-2023 Dominik Kriegner from numpy import arcsin, cos, inf from matplotlib.pylab import (figure, legend, plot, semilogy, show, tight_layout, xlabel, xlim, ylabel, ylim) import xrayutilities as xu # global parameters wavelength = xu.wavelength('CuKa1') offset = -0.035 # angular offset of the zero position of the data # set up LayerStack for simulation: InAs(001)/(In,Mn)As(~25 nm) InAs = xu.materials.InAs InAs.lattice.a = 6.057 lInAs = xu.simpack.Layer(InAs, inf) InMnAs = xu.materials.Crystal('InMnAs', xu.materials.SGLattice( 216, 6.050, atoms=('In', 'Mn', 'As'), pos=('4a', '4a', '4c'), occ=(0.88, 0.12, 1)), cij=InAs.cij) lInMnAs = xu.simpack.Layer(InMnAs, 254, relaxation=0) pstack = xu.simpack.PseudomorphicStack001('list', lInAs, lInMnAs) # set up simulation object thetaMono = arcsin(wavelength/(2 * xu.materials.Ge.planeDistance(2, 2, 0))) Cmono = cos(2 * thetaMono) dyn = xu.simpack.DynamicalModel(pstack, I0=1.5e9, background=0, resolution_width=2e-3, polarization='both', Cmono=Cmono) fitmdyn = xu.simpack.FitModel(dyn) fitmdyn.set_param_hint('InMnAs_c', vary=True, min=6.02, max=6.06) fitmdyn.set_param_hint('InAs_a', vary=True) fitmdyn.set_param_hint('InMnAs_a', expr='InAs_a') fitmdyn.set_param_hint('resolution_width', vary=True) params = fitmdyn.make_params() # plot experimental data f = figure(figsize=(7, 5)) d = xu.io.RASFile('inas_layer_radial_002_004.ras.bz2', path='data') scan = d.scans[-1] tt = scan.data[scan.scan_axis] - offset semilogy(tt, scan.data['int'], 'o-', ms=3, label='data') # perform fit and plot the result fitmdyn.lmodel.set_hkl((0, 0, 4)) ai = (d.scans[-1].data[d.scan.scan_axis] - offset)/2 fitr = fitmdyn.fit(d.scans[-1].data['int'], params, ai) print(fitr.fit_report()) simdyn = fitmdyn.eval(fitr.params, x=tt/2) plot(tt, simdyn, label='sim') # label the plot ylabel('Intensity (counts)') xlabel('2Theta (deg)') legend() ylim(2e1, 1e9) xlim(57, 65) tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_SiGe.py0000644000175100002000000000615314742413365021216 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner from numpy import inf, linspace, mean, pi, sqrt from matplotlib.pylab import (clf, figure, legend, mpl, semilogy, show, tight_layout, vlines, xlabel, xlim, ylabel) import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 8500 # eV resol = 0.0004 # resolution in q H, K, L = (0, 0, 4) qz = linspace(4.2, 5.0, 3000) sub = xu.simpack.Layer(xu.materials.Si, inf) lay = xu.simpack.Layer(xu.materials.SiGe(0.6), 145.87, relaxation=0.5) # pseudomorphic stack -> adjusts lattice parameters! pls = xu.simpack.PseudomorphicStack001('pseudo', sub, lay) # calculate incidence angle for dynamical diffraction models qx = sqrt(sub.material.Q(H, K, L)[0]**2 + sub.material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # comparison of different diffraction models # simplest kinematical diffraction model mk = xu.simpack.KinematicalModel(pls, energy=en, resolution_width=resol) Ikin = mk.simulate(qz, hkl=(H, K, L), refraction=True) # kinematic multibeam diffraction model mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) # simplified dynamical diffraction model mds = xu.simpack.SimpleDynamicalCoplanarModel(pls, energy=en, resolution_width=resolai) Idynsub = mds.simulate(ai, hkl=(H, K, L), idxref=0) Idynlay = mds.simulate(ai, hkl=(H, K, L), idxref=1) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack SiGe') clf() semilogy(qz, Ikin, label='kinematical') semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idynsub, label='simpl. dynamical(S)') semilogy(xu.simpack.get_qz(qx, ai, en), Idynlay, label='simpl. dynamical(L)') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') vlines([4*2*pi/l.material.a3[-1] for l in pls], 1e-9, 1, linestyles='dashed') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_SiGe111.py0000644000175100002000000000545614742413365021446 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner from numpy import inf, linspace, mean from matplotlib.pylab import (clf, figure, legend, mpl, semilogy, show, tight_layout, vlines, xlabel, xlim, ylabel) import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 8500 # eV resol = 0.0004 # resolution in q H, K, L = (1, 1, 1) qz = linspace(1.8, 2.2, 5000) Si = xu.materials.Si hxrd = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1), en=en) sub = xu.simpack.Layer(Si, inf) lay = xu.simpack.Layer(xu.materials.SiGe(0.6), 150, relaxation=0.5) pls = xu.simpack.PseudomorphicStack111('pseudo', sub, lay) # calculate incidence angle for dynamical diffraction models qx = hxrd.Transform(Si.Q(H, K, L))[1] ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # comparison of different diffraction models # simplest kinematical diffraction model mk = xu.simpack.KinematicalModel(pls, experiment=hxrd, resolution_width=resol) Ikin = mk.simulate(qz, hkl=(H, K, L), refraction=True) # simplified dynamical diffraction model mds = xu.simpack.SimpleDynamicalCoplanarModel(pls, experiment=hxrd, resolution_width=resolai) Idynsub = mds.simulate(ai, hkl=(H, K, L), idxref=0) Idynlay = mds.simulate(ai, hkl=(H, K, L), idxref=1) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, experiment=hxrd, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack SiGe(111)') clf() semilogy(qz, Ikin, label='kinematical') semilogy(xu.simpack.get_qz(qx, ai, en), Idynsub, label='simpl. dynamical(S)') semilogy(xu.simpack.get_qz(qx, ai, en), Idynlay, label='simpl. dynamical(L)') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') vlines([xu.math.VecNorm(lay.material.Q(H, K, L)) for lay in pls], 1e-9, 1, linestyles='dashed') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_SiGe_asymmmetric.py0000644000175100002000000001111114742413365023616 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2018-2023 Dominik Kriegner from numpy import inf, linspace, mean, sqrt from matplotlib.pylab import (clf, figure, legend, mpl, semilogy, show, tight_layout, xlabel, xlim, ylabel) import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 'CuKa1' # eV resol = 0.0004 # resolution in q sub = xu.simpack.Layer(xu.materials.Si, inf) lay = xu.simpack.Layer(xu.materials.SiGe(0.6), 145.87, relaxation=0.0) # pseudomorphic stack -> adjusts lattice parameters! pls = xu.simpack.PseudomorphicStack001('pseudo', sub, lay) H, K, L = (0, 0, 4) qz = linspace(4.0, 7.0, 3000) # calculate incidence angle for dynamical diffraction models qx = sqrt(pls[0].material.Q(H, K, L)[0]**2 + pls[0].material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # kinematic multibeam diffraction model mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack SiGe 004') clf() semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() H, K, L = (2, 2, 4) qz = linspace(4.0, 7.0, 3000) # calculate incidence angle for dynamical diffraction models qx = sqrt(pls[0].material.Q(H, K, L)[0]**2 + pls[0].material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # kinematic multibeam diffraction model mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack SiGe 224') clf() semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() H, K, L = (1, 1, 5) qz = linspace(4.0, 7.0, 3000) # calculate incidence angle for dynamical diffraction models qx = sqrt(pls[0].material.Q(H, K, L)[0]**2 + pls[0].material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # kinematic multibeam diffraction model mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) # general 2-beam theory based dynamical diffraction model md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai) Idyn = md.simulate(ai, hkl=(H, K, L)) # plot of calculated intensities figure('XU-simpack SiGe 115') clf() semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_SiGe_superlattice.py0000644000175100002000000000735514742413365024007 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner import time from numpy import arcsin, cos, inf, linalg, linspace, mean, pi, sqrt from matplotlib.pylab import (clf, figure, legend, mpl, semilogy, show, tight_layout, vlines, xlabel, xlim, ylabel) import xrayutilities as xu mpl.rcParams['font.size'] = 16.0 en = 'CuKa1' # eV lam = xu.en2lam(en) resol = 2*pi/4998 # resolution in q; to suppress buffer oscillations H, K, L = (0, 0, 4) qz = linspace(4.0, 5.0, 3000) sub = xu.simpack.Layer(xu.materials.Si, inf) # xfrom xto nsteps thickness buf1 = xu.simpack.GradedLayerStack(xu.materials.SiGe, 0.2, 0.8, 100, 10000, relaxation=1.0) buf2 = xu.simpack.Layer(xu.materials.SiGe(0.8), 4997.02, relaxation=1.0) lay1 = xu.simpack.Layer(xu.materials.SiGe(0.6), 49.73, relaxation=0.0) lay2 = xu.simpack.Layer(xu.materials.SiGe(1.0), 45.57, relaxation=0.0) # create superlattice stack # lattice param. are adjusted to the relaxation parameter of the layers # Note that to create a superlattice you can use summation and multiplication pls = xu.simpack.PseudomorphicStack001('SL 5/5', sub+buf1+buf2+5*(lay1+lay2)) # calculate incidence angle for dynamical diffraction models qx = sqrt(sub.material.Q(H, K, L)[0]**2 + sub.material.Q(H, K, L)[1]**2) ai = xu.simpack.coplanar_alphai(qx, qz, en) resolai = abs(xu.simpack.coplanar_alphai(qx, mean(qz) + resol, en) - xu.simpack.coplanar_alphai(qx, mean(qz), en)) # comparison of different diffraction models # simplest kinematical diffraction model t0 = time.time() mk = xu.simpack.KinematicalModel(pls, energy=en, resolution_width=resol) Ikin = mk.simulate(qz, hkl=(0, 0, 4)) t1 = time.time() print("%.3f sec for kinematical calculation" % (t1-t0)) # kinematical multibeam model t0 = time.time() mk = xu.simpack.KinematicalMultiBeamModel(pls, energy=en, surface_hkl=(0, 0, 1), resolution_width=resol) Imult = mk.simulate(qz, hkl=(H, K, L), refraction=True) t1 = time.time() print("%.3f sec for kinematical multibeam calculation" % (t1-t0)) # general 2-beam theory based dynamical diffraction model t0 = time.time() qGe220 = linalg.norm(xu.materials.Ge.Q(2, 2, 0)) thMono = arcsin(qGe220 * lam / (4*pi)) md = xu.simpack.DynamicalModel(pls, energy=en, resolution_width=resolai, Cmono=cos(2 * thMono), polarization='both') Idyn = md.simulate(ai, hkl=(H, K, L)) t1 = time.time() print("%.3f sec for acurate dynamical calculation" % (t1-t0)) # plot of calculated intensities figure('XU-simpack SiGe SL') clf() semilogy(qz, Ikin, label='kinematical') semilogy(qz, Imult, label='multibeam') semilogy(xu.simpack.get_qz(qx, ai, en), Idyn, label='full dynamical') vlines([4*2*pi/l.material.a3[-1] for l in pls[-2:]], 1e-9, 1, linestyles='dashed', label="kin. peak-pos") legend(fontsize='small') xlim(qz.min(), qz.max()) xlabel(r'Qz ($1/\mathrm{\AA}$)') ylabel('Intensity (arb. u.)') tight_layout() show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrd_dyn_AlGaAs.py0000644000175100002000000001356314742413365022334 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2023 C2N - CNRS # Author: Aristide Lemaître # This is an example of the modelling and fitting of the diffraction data # obtained on epitaxial heterostructure # The design is as follow # _________________________ # using the same Ga cell as # GaAs 320 nm GaAs below (same growth rate) # _________________________ # using the same Ga & Al cells as # Al_0.80GaAs 1.8 micron Al_0.80GaAs below (same growth # _________________________ rate and composition) # # # GaAs 200 nm # _________________________ # # # Al_0.80GaAs 2 micron # _________________________ # # # GaAs substrate and buffer (001) # # # Xray set-up: X'PERT Panalytical with # copper anode,focusing mirror, Ge(220)x4 monochromator, # Ge(220)x2 triple axis detection import xrayutilities as xu import numpy as np import matplotlib.pyplot as plt # read experimental file scan = xu.io.panalytical_xml.XRDMLFile('simpack_xrd_AlGaAs.xrdml.gz', path='data') om = scan.scans[0]['Omega'] Int = scan.scans[0].int # Omega offset offset = -0.047636 om_off = om + offset hkl = (0, 0, 4) # definition of materials GaAs_ = xu.materials.GaAs AlAs_ = xu.materials.AlAs AlGaAs80 = xu.materials.AlGaAs(0.20) # definition of heterostructure layers sub = xu.simpack.Layer(GaAs_, float('inf')) AlGaAs80_1 = xu.simpack.Layer(AlGaAs80, 20000, relaxation=0.) GaAs_2 = xu.simpack.Layer(GaAs_, 2000, relaxation=0.) AlGaAs80_3 = xu.simpack.Layer(AlGaAs80, 18000, relaxation=0.) GaAs_4 = xu.simpack.Layer(GaAs_, 3200, relaxation=0.0) # heterostructure content heterostructure = xu.simpack.PseudomorphicStack001('Hetereostructure', sub, AlGaAs80_1 + GaAs_2 + AlGaAs80_3 + GaAs_4) # Monochromator thMono = np.arcsin(xu.wavelength('CuKa1') / (2 * xu.materials.Ge.planeDistance(2, 2, 0))) # Dynamical diffraction model md = xu.simpack.DynamicalModel(heterostructure, I0=4e5, background=1, resolution_width=0.0015, Cmono=np.cos(2 * thMono), polarization='both') fitmdyn = xu.simpack.FitModel(md) fitmdyn.lmodel.set_hkl(hkl) # fitmdyn.verbose = True fitmdyn.plot = True # set fit parameters # AlGaAs80_1 # 'AlAs_0_80_GaAs_0_20__c' parameter name found using # print(params) (see below) fitmdyn.set_param_hint('AlAs_0_80_GaAs_0_20__c', vary=True, min=AlGaAs80.a, max=AlGaAs80.a*1.002) fitmdyn.set_param_hint('AlAs_0_80_GaAs_0_20__thickness', vary=True, min=19800, max=20200) # AlGaAs80_3 # AlGaAs80_3 is grown using the same cells as AlGaAs_1 hence same composition # and growth rate # same composition as AlGaAs80_1 fitmdyn.set_param_hint('AlAs_0_80_GaAs_0_20__1_c', vary=True, expr='AlAs_0_80_GaAs_0_20__c') # 18000/20000 : thickness ratio between layer 1 and 3 fitmdyn.set_param_hint('AlAs_0_80_GaAs_0_20__1_thickness', vary=True, expr='AlAs_0_80_GaAs_0_20__thickness * 18000 / 20000') # GaAs_2 fitmdyn.set_param_hint('GaAs_1_thickness', vary=True, min=1990, max=2010) # GaAs_4 # 3200/2000 : thickness ratio between GaAs_4 and GaAs_2 fitmdyn.set_param_hint('GaAs_2_thickness', vary=True, expr='GaAs_1_thickness*3200/2000') fitmdyn.set_param_hint('background', vary=True, min=0, max=10) fitmdyn.set_param_hint('I0', vary=True, min=3e5, max=5e5) fitmdyn.set_param_hint('resolution_width', vary=True, min=0.0012, max=0.0015) params = fitmdyn.make_params() lmfit_kws = {} # choose your fitting method, default 'leastsq' # 'differential_evolution' can help to overcome local minima but is slower # lmfit_kws['method'] = 'differential_evolution' # option to avoid error during fit lmfit_kws['nan_policy'] = 'omit' # launch fitting procedure fitr = fitmdyn.fit(Int, params, om_off, lmfit_kws=lmfit_kws) # get Al composition for perpendicular lattice parameter qz = 2 * np.pi * hkl[2] / fitr.params['AlAs_0_80_GaAs_0_20__c'] x_Al = AlGaAs80.ContentBsym(qz, hkl, np.array([0, 0, 1]), GaAs_.a, 0) # print fit results print(fitr.fit_report()) print('x_Al = ', x_Al) # Plot results plt.clf() plt.semilogy(om_off, Int, 'r', label='Exp data') simdyn = fitmdyn.eval(fitr.params, x=om) plt.semilogy(om, simdyn, 'b', label='Simulation') plt.xlabel('\u03C9(°)') plt.ylabel('Intensity (cps)') plt.legend() plt.text(33.15, 1000, 'GaAs: {:.1f} nm \nGaAl$_{{{:.2f}}}$As: {:.0f} nm \nGaAs: {:.1f} nm \ \nGaAl$_{{{:.2f}}}$As: {:.0f} nm \nSubstrate'. format(fitr.params['GaAs_2_thickness'] / 10, x_Al, fitr.params['AlAs_0_80_GaAs_0_20__1_thickness'] / 10, fitr.params['GaAs_1_thickness'] / 10, x_Al, fitr.params['AlAs_0_80_GaAs_0_20__thickness']/10)) plt.title('HRXRD') plt.show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrr_SiO2_Ru_CoFe_IrMn_Al2O3.py0000644000175100002000000000475314742413365024354 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2022 Dominik Kriegner import os import lmfit import matplotlib.pylab as pylab import numpy import xrayutilities as xu # load experimental data ai, edata, eps = numpy.loadtxt(os.path.join('data', 'xrr_data.txt'), unpack=True) ai /= 2.0 # define layers # SiO2 / Ru(5) / CoFe(3) / IrMn(3) / AlOx(10) lSiO2 = xu.simpack.Layer(xu.materials.SiO2, numpy.inf, roughness=2.5) lRu = xu.simpack.Layer(xu.materials.Ru, 47, roughness=2.8) rho_cf = 0.5*8900 + 0.5*7874 mat_cf = xu.materials.Amorphous('CoFe', rho_cf) lCoFe = xu.simpack.Layer(mat_cf, 27, roughness=4.6) lIrMn = xu.simpack.Layer(xu.materials.Ir20Mn80, 21, roughness=3.0) lAl2O3 = xu.simpack.Layer(xu.materials.Al2O3, 100, roughness=5.5) # create model m = xu.simpack.SpecularReflectivityModel(lSiO2, lRu, lCoFe, lIrMn, lAl2O3, energy='CuKa1', resolution_width=0.02, sample_width=6, beam_width=0.25, background=81, I0=6.35e9) # embed model in fit code fitm = xu.simpack.FitModel(m, plot=True, verbose=True) # set some parameter limitations fitm.set_param_hint('SiO2_density', vary=False) fitm.set_param_hint('Al2O3_density', min=0.8*xu.materials.Al2O3.density, max=1.2*xu.materials.Al2O3.density) p = fitm.make_params() fitm.set_fit_limits(xmin=0.05, xmax=8.0) # perform the fit res = fitm.fit(edata, p, ai, weights=1/eps) lmfit.report_fit(res, min_correl=0.5) m.densityprofile(500, plot=True) pylab.show() # export the fit result for the full data range (Note that only data between # xmin and xmax were actually optimized) numpy.savetxt( "xrrfit.dat", numpy.vstack((ai, res.eval(res.params, x=ai))).T, header="incidence angle (deg), fitted intensity (arb. u.)", ) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrr_diffuse.py0000644000175100002000000000414714742413365022033 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2018-2023 Dominik Kriegner import time from numpy import arange, inf from matplotlib.pylab import (figure, legend, semilogy, tight_layout, xlabel, ylabel) import xrayutilities as xu sub = xu.simpack.Layer(xu.materials.Si, inf, roughness=1, lat_correl=100) lay1 = xu.simpack.Layer(xu.materials.Si, 200, roughness=1, lat_correl=200) lay2 = xu.simpack.Layer(xu.materials.Ge, 70, roughness=3, lat_correl=50) ls = xu.simpack.LayerStack('SL 5', sub+5*(lay2+lay1)) alphai = arange(0.17, 2, 0.001) print("calculate method=1, H=1, vert=0") start = time.time() m = xu.simpack.DiffuseReflectivityModel(ls, sample_width=10, beam_width=1, energy='CuKa1', vert_correl=1000, vert_nu=0, H=1, method=1, vert_int=0) d1 = m.simulate(alphai) print(f"elapsed time: {time.time() - start:.4f}") print("calculate method=2, H=1, vert=0") start = time.time() m = xu.simpack.DiffuseReflectivityModel(ls, sample_width=10, beam_width=1, energy='CuKa1', vert_correl=1000, vert_nu=0, H=1, method=2, vert_int=0) d2 = m.simulate(alphai) print("elapsed time: %.4f" % (time.time() - start)) figure() semilogy(alphai, d1, label='method=1') semilogy(alphai, d2, label='method=2') legend() xlabel('incidence angle (deg)') ylabel('intensity (arb. u.)') tight_layout() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrr_effectivedensityslicing.py0000644000175100002000000000474514742413365025323 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2020-2021 Dominik Kriegner # Copyright (C) 2020 Mike Moron import matplotlib.pyplot as plt import numpy as np import xrayutilities as xu # the script below currently only works for Amorphous materials. # file an issue on github if you need/want this for Crystal objects # create a fictitious LayerStack with thin, rough Layers to illustrate the # difference between the slicing approach and the usual layered approach Si = xu.materials.Amorphous('Si', 2285) SiO2 = xu.materials.Amorphous('SiO2', 1000) C = xu.materials.Amorphous('C', 800) s = xu.simpack.Layer(Si, np.inf, roughness=20) l1 = xu.simpack.Layer(SiO2, 35, roughness=15) l2 = xu.simpack.Layer(C, 15, roughness=8) ls = s + l1 + l2 # conventional X-ray reflectivity modelling m = xu.simpack.SpecularReflectivityModel(ls) pos, eldens, layer_eldens = m.densityprofile(500, individual_layers=True) # slice the layerstack into an Amorphous sublayer at every 0.1 angstrom. # at the top a vacuum layer is added sls = xu.simpack.effectiveDensitySlicing(ls, 0.1) ms = xu.simpack.SpecularReflectivityModel(sls) spos, seldens = ms.densityprofile(500) # perform simulation and plot simulation and density profile alpha = np.linspace(0., 5., num=500) fig = plt.figure() ax = fig.add_subplot(111) ax.semilogy(alpha, m.simulate(alpha), label='conventional XRR') ax.semilogy(alpha, ms.simulate(alpha), label='sliced XRR') ax.set_xlabel(r'incidence angle') ax.set_ylabel(r'reflectivity') ax.legend() fig = plt.figure() ax = fig.add_subplot(111) ax.plot(pos, eldens, '.-', label='conventional') for i in range(len(layer_eldens)): ax.plot(pos, layer_eldens[i], ':') ax.plot(spos, seldens, '.-', label='sliced') # arbitrary shift for vis. ax.legend() ax.set_xlabel(r'z-position') ax.set_ylabel(r'electron density') plt.show() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/simpack_xrr_matrixmethod.py0000644000175100002000000000652314742413365023113 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2018 Numan Laanait # Copyright (c) 2018-2023 Dominik Kriegner # Notes: # 1. Code needs to be tested for multiple layers. # 2. Code needs to be tested for roughness. import numpy from matplotlib.pylab import plt, suptitle, tight_layout import xrayutilities as xu # Thin-film of (20 nm) CaTiO$_3$/SrTiO$_3$ CTO = xu.materials.CaTiO3 STO = xu.materials.SrTiO3 # Make CTO/STO thin-film. STO_sub = xu.simpack.Layer(STO, numpy.inf) CTO_layer = xu.simpack.Layer(CTO, 200, roughness=1e-5) thin_film = xu.simpack.LayerStack('CTO/STO', STO_sub+CTO_layer) # Initiate dynamical reflectivity model # Simulating Reflectivity with S,P polarizations @ 1 keV energy = 1000 model_S = xu.simpack.DynamicalReflectivityModel(thin_film, energy=energy, polarization='S') model_P = xu.simpack.DynamicalReflectivityModel(thin_film, energy=energy, polarization='P') alpha = numpy.linspace(0., 90., num=1000) Reflec_S, Trans_S = model_S.simulate(alpha) Reflec_P, Trans_P = model_P.simulate(alpha) # Plots fig, (ax_P, ax_S) = plt.subplots(1, 2, figsize=(12, 6)) # Reflectance ax_P.plot(alpha, Reflec_P, label='P-polarization') ax_P.plot(alpha, Reflec_S, label='S-polarization') ax_P.legend(loc='upper right') ax_P.set_xlabel(r'$\alpha$ (deg)') ax_P.set_ylabel('Reflectivity') ax_P.set_yscale('log') # Transmittance ax_S.plot(alpha, Trans_P, label='P-polarization') ax_S.plot(alpha, Trans_S, label='S-polarization') ax_S.legend(loc='upper right') ax_S.set_xlabel(r'$\alpha$ (deg)') ax_S.set_ylabel('Transmittance') # ax_S.set_yscale('log') suptitle(r'20 nm CaTiO$_3$/SrTiO$_3$, E=%d eV, $\theta_c$=%.2f$^\circ$' % (energy, CTO.critical_angle(en=energy))) tight_layout(rect=(0, 0, 1, 0.94)) # Comparison between Dynamical and Kinematic # For our simple thin-film, dynamical and kinematic must agree everywhere, # except for $\alpha \ll \alpha_c$ (strong scattering near angle of total # external reflection). There are other conditions where dynamical is more # accurate (multi-layers, near soft x-ray resonances, etc ...). xrr_model = xu.simpack.SpecularReflectivityModel(thin_film, energy=energy) R_kin = xrr_model.simulate(alpha) # Reflectance fig, ax = plt.subplots(1, 1, figsize=(12, 6)) ax.plot(alpha, Reflec_S, label='TransferMatrix') ax.plot(alpha, R_kin, label='SpecularReflectivityModel', linestyle='dashed') ax.legend(loc='upper right') ax.set_xlabel(r'$\alpha$ (deg)') ax.set_ylabel('Reflectance') ax.set_yscale('log') ax.set_title(r'20 nm CaTiO$_3$/SrTiO$_3$, E=%d eV, $\theta_c$=%.2f$^\circ$' % (energy, STO.critical_angle(en=energy))) tight_layout() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_angular2hkl_conversion.py0000644000175100002000000000473714742413365025467 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013,2014 Dominik Kriegner """ This example shows the use of the Ang2HKL function used to convert angles to HKL coordinates of a certain material The orientation of the crystal is specified by the two directions given to the HXRD class. The same example is shown twice using different goniometer definitions with different incidence beam directions. The different definition changes the momentum transfer Q (only its orientation), however both yields the same HKL upon back and force conversion to angular and HKL-space. """ import xrayutilities as xu # material used in this example mat = xu.materials.Si H = 3 K = 3 L = 1 # define experiment geometry hxrd = xu.HXRD(mat.Q(1, 1, -2), mat.Q(1, 1, 1)) # calculate angles [om, chi, phi, tt] = hxrd.Q2Ang(mat.Q(H, K, L)) # perform conversion to reciprocal space print(hxrd.Transform(mat.Q(H, K, L))) print(hxrd.Ang2Q(om, tt)) # perform conversion to HKL coordinates if chi != 0 or phi != 0: print("Geometry not enough for full description -> HKL will be wrong") print(hxrd.Ang2HKL(om, tt, mat=mat)) print("--------------") # example with custom qconv qconv = xu.experiment.QConversion(['z+', 'x+', 'y-'], 'z+', [1, 0, 0]) # material used in this example mat = xu.materials.Si # define experiment geometry hxrd = xu.HXRD(mat.Q(1, 1, -2), mat.Q(1, 1, 1), qconv=qconv) # calculate angles # IMPORTANT: the Q2Ang function is not influenced by the qconv argument. A # proper calculation of the angles needs the Q2AngFit function described in # the example file 'xrayutilities_q2ang_general.py' [om, chi, phi, tt] = hxrd.Q2Ang(mat.Q(H, K, L)) # perform conversion to reciprocal space print(hxrd.Transform(mat.Q(H, K, L))) print(hxrd.Ang2Q(om, chi, phi, tt)) # perform conversion ro HKL coordinates print(hxrd.Ang2HKL(om, chi, phi, tt, mat=mat)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_ccd_parameter.py0000644000175100002000000000341614742413365023572 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2018-2023 Dominik Kriegner # ALSO LOOK AT THE FILE xrayutilities_id01_functions.py """ example script for determining ESRF/ID01 detector parameters using a specfile from the second half of 2017 """ import xrayutilities_id01_functions as id01 import xrayutilities as xu s = xu.io.SPECFile("") # insert specfile name here specscan = s.scan3 en = id01.getmono_energy(specscan) # template for the CCD file names filetmp = id01.getmpx4_filetmp(specscan) images = [] ang1 = specscan.data['nu'] ang2 = specscan.data['del'] # read images and angular positions from the data file for imgnr in [100, 101, 102]: # put your imagenrs here filename = filetmp % imgnr edf = xu.io.EDFFile(filename) images.append(edf.data) # call the fit for the detector parameters # detector arm rotations and primary beam direction need to be given param, eps = xu.analysis.sample_align.area_detector_calib( ang1, ang2, images, ['z-', 'y-'], 'x+', start=(55e-6, 55e-6, 0.5, 45, 0, -0.7, 0), fix=(True, True, False, False, False, False, True), wl=xu.en2lam(en)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_components_of_the_structure_factor.py0000644000175100002000000000210214742413365030157 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012 Dominik Kriegner import numpy # f = f0(|Q|) + f1(en) + j * f2(en) import xrayutilities as xu Fe = xu.materials.elements.Fe # iron atom Q = numpy.array([0, 0, 1.9], dtype=numpy.double) en = 10000 # energy in eV print("Iron (Fe): E: %9.1f eV" % en) print("f0: %8.4g" % Fe.f0(numpy.linalg.norm(Q))) print("f1: %8.4g" % Fe.f1(en)) print("f2: %8.4g" % Fe.f2(en)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_define_material.py0000644000175100002000000000356214742413365024113 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2023 Dominik Kriegner import xrayutilities as xu # definition of materials is done from its space group and its free parameters. # Atoms in the base are specified by their Wyckoff positions and potential free # parameters of these positions # As example we will refine zinc-blende InP which is already predefined as # xu.materials.InP. Zincblende consists of atoms # elements (which contain their x-ray optical properties) are loaded from # xrayutilities.materials.elements In = xu.materials.elements.In P = xu.materials.elements.P # definition of zincblende InP: InP = xu.materials.Crystal( "InP", xu.materials.SGLattice(216, 5.8687, atoms=[In, P], pos=['4a', '4c']),) # printing of information about the defined material: print(InP) # A very primitive visualization of the unit cell can be performed using InP.show_unitcell() # for more sophisticated plotting I suggest you export a CIF file and use the # software of your choice: # InP.toCIF('filename.cif') # for some purposes it might be necessary to convert the SGLattice to space # group P1 InP_p1 = xu.materials.Crystal("InP (P1)", InP.lattice.convert_to_P1()) print(InP_p1) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_energy_dependent_structure_factor.py0000644000175100002000000000224014742413365027770 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner import matplotlib.pyplot as plt import numpy import xrayutilities as xu # defining material and experimental setup InAs = xu.materials.InAs energy = numpy.linspace(500, 20000, 5000) # 500 - 20000 eV F = InAs.StructureFactorForEnergy(InAs.Q(1, 1, 1), energy) plt.figure() plt.clf() plt.plot(energy, F.real, '-k', label='Re(F)') plt.plot(energy, F.imag, '-r', label='Imag(F)') plt.xlabel("Energy (eV)") plt.ylabel("F") plt.legend() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_example_plot_3D_ESRF_ID01.py0000644000175100002000000001010414742413365025344 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2018, 2023 Dominik Kriegner # ALSO LOOK AT THE FILE xrayutilities_id01_functions.py import matplotlib.pyplot as plt import xrayutilities_id01_functions as id01 import xrayutilities as xu sample = 'SAMPLENAME' # here used for the specfilename SCANNR = 200 # put your scan number here try: s except NameError: s = xu.io.SPECFile(sample + ".spec", path=id01.datadir) else: # in ipython run with: "run -i script" to just update the spec file and # parse for new scans only s.Update() # number of points to be used during the gridding nx, ny, nz = 200, 201, 202 # 3S+2D goniometer (ID01 goniometer, sample mu, eta, phi detector # nu, del, mpxy, mpxz # convention for coordinate system: x downstream; z upwards; y to the # "outside" (righthanded) # QConversion will set up the goniometer geometry. So the first argument # describes the sample rotations, the second the detector rotations and the # third the primary beam direction. # For this consider the following right handed coordinate system (feel free to # use your conventions): # x: downstream (direction of primary beam) # y: out of the ring # z: upwards # The outer most sample rotation (so the one mounted on the floor) is one # which turns left-handed (-) around the z-direction -> z- (mu) # The second sample rotation ('eta') is lefthanded (-) around y -> y- qconv = xu.experiment.QConversion(['z-', 'y-', 'z-'], ['z-', 'y-', 'ty', 'tz'], [1, 0, 0]) hxrd = xu.HXRD([1, 1, 0], [0, 0, 1], qconv=qconv, sampleor='z+') hxrd._A2QConversion.init_area('z-', 'y+', cch1=333.94, cch2=235.62, Nch1=516, Nch2=516, pwidth1=5.5000e-02, pwidth2=5.5000e-02, distance=0.53588*1000, detrot=-1.495, tiltazimuth=155.0, tilt=0.745, Nav=(2, 2)) # all in mm since mm are used for mpxy,z in the spec-file qx, qy, qz, gint, gridder = id01.gridmap(s, SCANNR, hxrd, nx, ny, nz) # ################################################ # for a 3D plot using python function I sugggest # to use mayavi's mlab package. the basic usage # is shown below. otherwise have a look at the # file xrayutilities_export_data2vtk.py in order learn # how you can get your data to a vtk file for further # processing. # ##### # one of the following import statements is needed # depending on the system/distribution you use # from mayavi import mlab # # from enthough.mayavi import mlab # # plot 3D map using mayavi mlab # QX,QY,QZ = numpy.mgrid[qx.min():qx.max():1j * nx, # qy.min():qy.max():1j * ny, # qz.min():qz.max():1j * nz] # INT = xu.maplog(gint,4.5,0) # mlab.figure() # mlab.contour3d(QX, QY, QZ, INT, contours=15, opacity=0.5) # mlab.colorbar(title="log(int)", orientation="vertical") # mlab.axes(nb_labels=5, xlabel='Qx', ylabel='Qy', zlabel='Qz') # # mlab.close(all=True) ############################################ # plot 2D sums using matplotlib plt.figure() plt.contourf(qx, qy, xu.maplog(gint.sum(axis=2), 2.8, 1.5).T, 50) plt.xlabel(r"QX ($1/\mathrm{\AA}$)") plt.ylabel(r"QY ($1/\mathrm{\AA}$)") plt.colorbar() # plt.savefig(os.path.join("pics","filename.png")) # plot 2D slice using matplotlib plt.figure() plt.contourf(qx, qy, xu.maplog(gint[:, :, 81:89].sum(axis=2), 3.75, 0).T, 50) plt.xlabel(r"QX ($1/\mathrm{\AA}$)") plt.ylabel(r"QY ($1/\mathrm{\AA}$)") plt.colorbar() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_experiment_Powder_example_Iron.py0000644000175100002000000000371014742413365027200 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner from multiprocessing import freeze_support import numpy import xrayutilities as xu def main(): """dummy main function to enable multiprocessing on windows""" cryst_size = 40e-9 # meter # create Fe BCC (space group nr. 229 Im3m) with a = 2.87 angstrom although # this is already predefined as xu.materials.Fe we will repeat here for # educational purposes FeBCC = xu.materials.Crystal( "Fe", xu.materials.SGLattice(229, 2.87, atoms=[xu.materials.elements.Fe, ], pos=['2a', ])) print("Creating Fe powder ...") Fe_powder = xu.simpack.Powder(FeBCC, 1, crystallite_size_gauss=cryst_size) pm = xu.simpack.PowderModel(Fe_powder) tt = numpy.arange(5, 120, 0.01) inte = pm.simulate(tt) print(pm) # # to create a mixed powder sample one would use # Co_powder = xu.simpack.Powder(xu.materials.Co, 5) # 5 times more Co # pmix = xu.simpack.PowderModel(Fe_powder + Co_powder, I0=100) # inte = pmix.simulate(tt) # pmix.close() # after end-of-use for cleanup ax = pm.plot(tt) ax.set_xlim(5, 120) pm.close() return inte if __name__ == '__main__': freeze_support() main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_experiment_angle_calculation.py0000644000175100002000000000335714742413365026711 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012 Dominik Kriegner import numpy import xrayutilities as xu Si = xu.materials.Si # load material from materials submodule # initialize experimental class with directions from experiment exp = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1)) # calculate angles and print them to the screen angs = exp.Q2Ang(Si.Q(1, 1, 1)) print("|F000|: %8.3f" % (numpy.abs(Si.StructureFactor(Si.Q(0, 0, 0), exp.energy)))) print("Si (111)") print("phi:%8.4f" % angs[2]) print("om: %8.4f" % angs[0]) print("tt: %8.4f" % angs[3]) print("|F|: %8.3f" % (numpy.abs(Si.StructureFactor(Si.Q(1, 1, 1), exp.energy)))) angs = exp.Q2Ang(Si.Q(2, 2, 4)) print("Si (224)") print("phi:%8.4f" % angs[2]) print("om: %8.4f" % angs[0]) print("tt: %8.4f" % angs[3]) print("|F|: %8.3f" % (numpy.abs(Si.StructureFactor(Si.Q(2, 2, 4), exp.energy)))) angs = exp.Q2Ang(Si.Q(3, 3, 1)) print("Si (331)") print("phi:%8.4f" % angs[2]) print("om: %8.4f" % angs[0]) print("tt: %8.4f" % angs[3]) print("|F|: %8.3f" % (numpy.abs(Si.StructureFactor(Si.Q(3, 3, 1), exp.energy)))) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_experiment_kappa.py0000644000175100002000000000311714742413365024333 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012 Dominik Kriegner import numpy import xrayutilities as xu # config for kappa geometry # set it either in the script or include it in on of the config files xu.config.KAPPA_PLANE = 'zy' xu.config.KAPPA_ANGLE = -60 # kappa goniometer as shown in # http://en.wikipedia.org/wiki/File:Kappa_goniometer_animation.ogg qconv = xu.experiment.QConversion(['z+', 'k+', 'z+'], ['z+'], (1, 0, 0)) print(qconv) print("angles: 0, 0, 0, 90") (qx, qy, qz) = qconv(0, 0, 0, 90) print("Q= %6.3f %6.3f %6.3f (Abs: %6.3f)" % (qx, qy, qz, numpy.linalg.norm((qx, qy, qz)))) print("angles: 90, 0, 0, 90") (qx, qy, qz) = qconv(90, 0, 0, 90) print("Q= %6.3f %6.3f %6.3f (Abs: %6.3f)" % (qx, qy, qz, numpy.linalg.norm((qx, qy, qz)))) print("angles: 0, 90, 0, 90") (qx, qy, qz) = qconv(0, 90, 0, 90) print("Q= %6.3f %6.3f %6.3f (Abs: %6.3f)" % (qx, qy, qz, numpy.linalg.norm((qx, qy, qz)))) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_export_data2vtk.py0000644000175100002000000000560014742413365024117 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013 Eugen Wintersberger # Copyright (c) 2013-2023 Dominik Kriegner import os import numpy import vtk import xrayutilities_id01_functions as id01 from vtk.util import numpy_support import xrayutilities as xu home = "DATADIR" # data path (root) datadir = os.path.join(home, "FOLDERNAME") # data path for CCD/Maxipix files specdir = home # location of spec file sample = "SAMPLENAME" # sample name -> used as spec file name SCANNR = 95 # put your scan number here # template for the CCD file names ccdfiletmp = os.path.join(datadir, "CCDFILENAME_%04d.edf.gz") h5file = os.path.join(specdir, sample + ".h5") # read spec file and save to HDF5 (needs to be done only once) # try: s # except NameError: s = xu.io.SPECFile(sample+".spec",path=specdir) # else: # s.Update() # s.Save2HDF5(h5file) # in ipython run with: "run -i script" to just update the spec file and parse # for new scans only # number of points to be used during the gridding nx, ny, nz = 100, 101, 102 # read and grid data with helper function qx, qy, qz, gint, gridder = id01.gridmap(h5file, SCANNR, ccdfiletmp, nx, ny, nz) # prepare data for export to VTK image file INT = xu.maplog(gint, 3.0, 0) # export variables qx, qy, qz, INT qx0 = qx.min() dqx = (qx.max() - qx.min()) / nx qy0 = qy.min() dqy = (qy.max() - qy.min()) / ny qz0 = qz.min() dqz = (qz.max() - qz.min()) / nz INT = numpy.transpose(INT).reshape((INT.size)) data_array = numpy_support.numpy_to_vtk(INT) image_data = vtk.vtkImageData() if vtk.vtkVersion.GetVTKMajorVersion() < 6: image_data.SetNumberOfScalarComponents(1) image_data.SetScalarTypeToDouble() else: vtkinfo = image_data.GetInformation() image_data.SetPointDataActiveScalarInfo(vtkinfo, vtk.VTK_DOUBLE, 1) image_data.SetOrigin(qx0, qy0, qz0) image_data.SetSpacing(dqx, dqy, dqz) image_data.SetExtent(0, nx - 1, 0, ny - 1, 0, nz - 1) pd = image_data.GetPointData() pd.SetScalars(data_array) # export data to file writer = vtk.vtkXMLImageDataWriter() writer.SetFileName("output.vti") if vtk.vtkVersion.GetVTKMajorVersion() < 6: writer.SetInput(image_data) else: writer.SetInputData(image_data) writer.Write() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_fuzzygridding.py0000644000175100002000000000562714742413365023706 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2015-2023 Dominik Kriegner import matplotlib.pyplot as plt from matplotlib.colors import LogNorm import xrayutilities as xu # mpl >= 3.3.0 # mpl.rcParams["pcolor.shading"] = 'auto' # global setting for the experiment sample = "rsm" # sample name used also as file name for the data file # substrate material used for Bragg peak calculation to correct for # experimental offsets Si = xu.materials.Si hxrd = xu.HXRD(Si.Q(1, 1, 0), Si.Q(0, 0, 1)) ################################# # Si/SiGe (004) reciprocal space map omalign = 34.3051 # experimental aligned values ttalign = 69.1446 # nominal values of the substrate peak [omnominal, _, _, ttnominal] = hxrd.Q2Ang(Si.Q(0, 0, 4)) # read the data from the xrdml files om, tt, psd = xu.io.getxrdml_map(sample + '_%d.xrdml.bz2', 1, path='data') # convert angular coordinates to reciprocal space + correct for offsets [qx, qy, qz] = hxrd.Ang2Q(om, tt, delta=[omalign - omnominal, ttalign - ttnominal]) ############################################# # three different visualization possibilities # plot the intensity as contour plot plt.figure(figsize=(12, 6)) ax = [] for i in range(1, 4): ax.append(plt.subplot(1, 3, i)) MIN = 1 MAX = 3e5 plt.sca(ax[0]) plt.title('Gridder2D') # data on a regular grid of 200x800 points gridder = xu.Gridder2D(200, 300) gridder(qy, qz, psd) cf = plt.pcolormesh(gridder.xaxis, gridder.yaxis, gridder.data.T, norm=LogNorm(MIN, MAX)) plt.sca(ax[1]) plt.title('FuzzyGridder2D') # data on a regular grid with FuzzyGridding gridder = xu.FuzzyGridder2D(200, 300) gridder(qy, qz, psd, width=(0.0008, 0.0003)) cf = plt.pcolormesh(gridder.xaxis, gridder.yaxis, gridder.data.T, norm=LogNorm(MIN, MAX)) plt.sca(ax[2]) plt.title('pcolormesh') # using pcolor-variants npixel = 255 qy.shape = (qy.size//npixel, npixel) qz.shape = qy.shape psd.shape = qy.shape plt.pcolormesh(qy, qz, psd, norm=LogNorm(MIN, MAX)) for a in ax: plt.sca(a) plt.xlabel(r'$Q_{[110]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[001]}$ ($\mathrm{\AA}^{-1}$)') plt.xlim(-0.13, 0.13) plt.ylim(4.538, 4.654) plt.xticks((-0.1, 0.0, 0.1)) plt.tight_layout() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_hotpixelkill_variant.py0000644000175100002000000000427214742413365025236 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013 Raphael Grifone # Copyright (C) 2013-2021 Dominik Kriegner """ The function below is a modification of the hotpixelkill function included in the xrayutilities_id01_functions.py file. Instead of manually specifying the list of hot pixel they are automatically determined from a series of dark images. The idea is as follows: If in the average data of several dark images (no intentional x-ray radiations during acquisition) a signal above a certain threshold remains it is expected to arise from a hot pixel and such pixels should be removed to avoid spikes in the data. """ import glob import numpy import xrayutilities as xu def hotpixelkill(ccd): """ function to remove hot pixels from CCD frames """ ccd[hotpixelnumbers] = 0 # one could also use NaN here, since NaN values are # ignored by the gridder return ccd # identify hot pixels numbers from a series of dark images # open a series of 2D detector frames ccdavg = numpy.empty(0) n = 0 for f in glob.glob(r"G:\data\dark*.edf"): e = xu.io.EDFFile(f) ccdraw = e.data if len(ccdavg) == 0: ccdavg = ccdraw.astype(float) else: ccdavg += ccdraw n += 1 ccdavg /= float(n) # adjust treshold value: either as absolute value or in relation to the maximum threshold = 10 # counts # or # threshold = ccdraw.max()*0.1 #take 10% of maximum intensity # determine hot pixels by comparison with the threshold value hotpixelnumbers = numpy.where(ccdavg > threshold) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_id01_functions.py0000644000175100002000000001333714742413365023631 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012,2018, 2023 Dominik Kriegner # ALSO LOOK AT THE FILE xrayutilities_example_plot_3D_ESRF_ID01.py import collections.abc import re from numpy import float32, identity, newaxis, ones, zeros import xrayutilities as xu # define root of the local data directory (needed because we assume the data # path of detector frames from the specfile are not correct anymore) datadir = '/local/data/path' repl_n = len(datadir.split('/')) # define intensity normalizer class to normalize for count time and # monitor changes: to have comparable absolute intensities set the keyword # argument av_mon to a fixed value, otherwise different scans can not be # compared! xid01_normalizer = xu.IntensityNormalizer( 'CCD', time='Seconds', mon='exp1', av_mon=10000.0) def deadpixelkill(ccdraw, f=1.0): """ fill empty "spacer" pixels of the maxipix 2x2 detector """ ccd = ccdraw.astype(float32) ccd[255:258, :] = ccd[255, :]/3*f ccd[258:261, :] = ccd[260, :]/3*f ccd[:, 255:258] = ones((ccd.shape[0], 3)) * (ccd[:, 255])[:, newaxis]/3*f ccd[:, 258:261] = ones((ccd.shape[0], 3)) * (ccd[:, 260])[:, newaxis]/3*f return ccd def getmpx4_filetmp(specscan, replace=repl_n, key='ULIMA_mpx4', ext='.edf.gz', path=datadir): """ read MaxiPix file template from the scan header. Parameters ---------- specscan: SPECScan object from which the header should be read replace: number of folders which should be replaced by the new data directory key: spec-header key name for the file template ext: file extension of the EDF files datadir: new root of the data directory Returns ------- file template for the maxipix pictures """ ret = specscan.getheader_element(key) ret = xu.utilities.exchange_path(ret, path, replace=replace) fn = ret[:-len(ext)] sfn = fn.split('_') return '_'.join(sfn[:-1]) + '_%05d' + ext def getmono_energy(specscan, key='UMONO', motor='mononrj'): """ read the monochromator energy from the spec-scan header Parameters ---------- specscan: SPECScan object from which the header should be read key: spec-header key name for the monochromator parameters motor: name of the energy motor Returns ------- energy, float in eV """ ret = specscan.getheader_element(key) motors = ret.split(',') re_val_unit = re.compile(r'([0-9.]*)([a-zA-Z]*)') for m in motors: mn, mv = m.split('=') if mn == motor: match = re_val_unit.match(mv) en = float(match.groups()[0])*1e3 return en def rawmap(specfile, scannr, experiment, angdelta=None, U=identity(3), norm=True): """ read ccd frames and and convert them in reciprocal space angular coordinates are taken from the spec file. A single or multiple scan-numbers can be given. """ [mu, eta, phi, nu, delta, ty, tz, ccdn] = xu.io.getspec_scan( specfile, scannr, 'mu', 'eta', 'phi', 'nu', 'del', 'mpxy', 'mpxz', 'mpx4inr') idx = 0 nav = experiment._A2QConversion._area_nav roi = experiment._A2QConversion._area_roi if not isinstance(scannr, collections.abc.Iterable): scannr = [scannr, ] for snr in scannr: specscan = getattr(specfile, 'scan%d' % snr) ccdfiletmp = getmpx4_filetmp(specscan) en = getmono_energy(specscan) experiment.energy = en for j in range(len(specscan.data)): i = ccdn[idx] # read ccd image from EDF file e = xu.io.EDFFile(ccdfiletmp % i) ccd = deadpixelkill(e.data) # normalize ccd-data (optional) # create data for normalization if norm: d = {'CCD': ccd, 'exp1': specscan.data['exp1'][idx], 'Seconds': specscan.data['Seconds'][idx]} ccd = xid01_normalizer(d) CCD = xu.blockAverage2D(ccd, nav[0], nav[1], roi=roi) if idx == 0: intensity = zeros((len(ccdn), ) + CCD.shape) intensity[idx, :, :] = CCD idx += 1 # transform scan angles to reciprocal space coordinates for all detector # pixels if angdelta is None: qx, qy, qz = experiment.Ang2Q.area(mu, eta, phi, nu, delta, ty, tz, UB=U) else: qx, qy, qz = experiment.Ang2Q.area(mu, eta, phi, nu, delta, ty, tz, delta=angdelta, UB=U) return qx, qy, qz, intensity def gridmap(specfile, scannr, experiment, nx, ny, nz, **kwargs): """ read ccd frames and grid them in reciprocal space angular coordinates are taken from the spec file **kwargs are passed to the rawmap function """ qx, qy, qz, intensity = rawmap(specfile, scannr, experiment, **kwargs) # convert data to rectangular grid in reciprocal space gridder = xu.Gridder3D(nx, ny, nz) gridder(qx, qy, qz, intensity) return gridder.xaxis, gridder.yaxis, gridder.zaxis, gridder.data, gridder ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_io_cif_parser.py0000644000175100002000000000210514742413365023577 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012,2023 Dominik Kriegner import os import xrayutilities as xu # import matplotlib.pyplot as plt # create material Calcite = xu.materials.Crystal.fromCIF(os.path.join("data", "Calcite.cif")) # experiment class with some weird directions expcal = xu.HXRD(Calcite.Q(-2, 1, 9), Calcite.Q(1, -1, 4)) powder_cal = xu.simpack.PowderDiffraction(Calcite) print(powder_cal) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_io_cif_parser_bi2te3.py0000644000175100002000000000166014742413365024754 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016, 2023 Dominik Kriegner import os import xrayutilities as xu bite = xu.materials.Crystal.fromCIF(os.path.join("data", "bi2te3.cif")) # structure factor calculation # bite= bite.StructureFactor(bite.Q(h,k,l),energy) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_io_pdcif_plot.py0000644000175100002000000000315214742413365023610 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014 Dominik Kriegner import os import matplotlib.pyplot as plt import numpy import xrayutilities as xu # load powder diffraction cif data file # here use e.g. cif-file from ICDD pd = xu.io.pdCIF(os.path.join('data', '04-003-0996.cif')) # plot data plt.figure() plt.semilogy( pd.data['_pd_meas_2theta_scan'], pd.data['_pd_meas_intensity_total']) plt.xlim(0, 90) plt.ylim(1e-1, 1.5e3) plt.ylabel('Intensity Sb$_2$Te$_3$ (arb.u.)') plt.xlabel('scattering angle (deg)') # load materials # structure cif from Pearson's crystal data database st = xu.materials.Crystal.fromCIF(os.path.join('data', '1216385.cif')) pst = xu.simpack.PowderDiffraction(st, tt_cutoff=90) height = 0.05 # peak positions of Sb2Te3 mask = pst.data / pst.data.max() > 0.001 plt.bar(pst.ang[mask] * 2, numpy.ones(mask.sum()) * height, width=0.4, bottom=0.13, linewidth=0, color='r', align='center', orientation='vertical') ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_kmap_example_ESRF.py0000644000175100002000000001116114742413365024257 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014 Raphael Grifone # Copyright (c) 2014-2023 Dominik Kriegner import numpy import xrayutilities_id01_functions as id01 from matplotlib.pylab import (axis, figure, mpl, pcolormesh, subplot, tight_layout, tricontourf, xlabel, ylabel) import xrayutilities as xu from xrayutilities_id01_functions import datadir, deadpixelkill # 3S+2D goniometer (ID01 goniometer, sample mu, eta, phi detector # nu, del, mpxy, mpxz # convention for coordinate system: x downstream; z upwards; y to the # "outside" (righthanded) # QConversion will set up the goniometer geometry. So the first argument # describes the sample rotations, the second the detector rotations and the # third the primary beam direction. # For this consider the following right handed coordinate system (feel free to # use your conventions): # x: downstream (direction of primary beam) # y: out of the ring # z: upwards # The outer most sample rotation (so the one mounted on the floor) is one # which turns left-handed (-) around the z-direction -> z- (mu) # The second sample rotation ('eta') is lefthanded (-) around y -> y- qconv = xu.experiment.QConversion(['z-', 'y-', 'z-'], ['z-', 'y-', 'ty', 'tz'], [1, 0, 0]) hxrd = xu.HXRD([1, 1, 0], [0, 0, 1], qconv=qconv, sampleor='z+') hxrd._A2QConversion.init_area('z-', 'y+', cch1=333.94, cch2=235.62, Nch1=516, Nch2=516, pwidth1=5.5000e-02, pwidth2=5.5000e-02, distance=0.53588*1000, detrot=-1.495, tiltazimuth=155.0, tilt=0.745, Nav=(2, 2)) ############################################################# # load spec-file data fnames = ('KMAP_2017_fast_00001.spec',) scannrs = [] for fn in fnames: sf = xu.io.SPECFile(fn, path=datadir) scannrs.append(list(range(len(sf)))) nx, ny = 150, 150 # specfile, scannumbers, nx,ny, motornames, optional column names (ID01 # values are default) fss = xu.io.FastScanSeries(fnames, scannrs, nx, ny, 'mu', 'eta', 'phi', 'nu', 'del', 'mpxy', 'mpxz', xmotor='adcY', ymotor='adcX', ccdnr='imgnr', path=datadir) ############################################################# # 3D RSM from summing over X,Y # now all EDF files are parsed, this will take a while and some memory qconv.energy = id01.getmono_energy(sf[0]) xu.config.VERBOSITY = 2 g3d = fss.get_average_RSM(81, 82, 83, qconv, datadir=id01.datadir, replacedir=id01.repl_n, roi=None, nav=(4, 4), filterfunc=deadpixelkill) xu.config.VERBOSITY = 1 numpy.savez_compressed('RSM3D.npz', qx=g3d.xaxis, qy=g3d.yaxis, qz=g3d.zaxis, data=g3d.data) qx = g3d.xaxis qy = g3d.yaxis qz = g3d.zaxis data = g3d.data figure() subplot(221) pcolormesh(qx, qy, data.sum(axis=2).T, norm=mpl.colors.LogNorm()) xlabel(r'Qx ($\mathrm{\AA}^{-1}$)') ylabel(r'Qy ($\mathrm{\AA}^{-1}$)') subplot(222) pcolormesh(qx, qz, data.sum(axis=1).T, norm=mpl.colors.LogNorm()) xlabel(r'Qx ($\mathrm{\AA}^{-1}$)') ylabel(r'Qz ($\mathrm{\AA}^{-1}$)') subplot(223) pcolormesh(qy, qz, data.sum(axis=0).T, norm=mpl.colors.LogNorm()) xlabel(r'Qy ($\mathrm{\AA}^{-1}$)') ylabel(r'Qz ($\mathrm{\AA}^{-1}$)') tight_layout() ############################################################# # 2D real space maps for selected region in Q-space qr = [0.57, 0.62, -0.20, -0.16, 3.47, 3.50] # [xmin, xmax, ymin, ..., zmax] x, y, data = fss.get_sxrd_for_qrange(qr, qconv, datadir=id01.datadir, replacedir=id01.repl_n) numpy.savez_compressed('output_sxrd_map.npz', x=x, y=y, data=data) figure() lev_exp = numpy.linspace(numpy.log10(data.min()), numpy.log10(data.max()), 100) levs = numpy.power(10, lev_exp) tricontourf(y, x, data, levs, norm=mpl.colors.LogNorm()) axis('scaled') ylabel('piy (um)') xlabel('pix (um)') tight_layout() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_linear_detector_parameters.py0000644000175100002000000000230114742413365026357 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2013, 2023 Dominik Kriegner """ script to show how the detector parameters (like pixel width, center channel and detector tilt can be determined for a linear detector. """ import os import xrayutilities as xu en = xu.utilities.energies["CuKa1"] # eV dfile = os.path.join("data", "primarybeam_alignment20130403_2_dis350.nja") # read seifert file s = xu.io.SeifertScan(dfile) ang = s.axispos["T"] spectra = s.data[:, :, 1] pwidth, cch, tilt = xu.analysis.linear_detector_calib(ang, spectra) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_materials_Alloy_contentcalc.py0000644000175100002000000000267514742413365026505 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2023 Dominik Kriegner import matplotlib.pyplot as plt import xrayutilities as xu matA = xu.materials.InAs matB = xu.materials.InP substrate = xu.materials.Si alloy = xu.materials.CubicAlloy(matA, matB, 0) hxrd001 = xu.HXRD([1, 1, 0], [0, 0, 1]) qinp, qout = (3.02829203, 4.28265165) # draw two relaxation triangles for the given Alloy in the substrate [qxt0, qzt0] = alloy.RelaxationTriangle([2, 2, 4], substrate, hxrd001) alloy.x = 1. [qxt1, qzt1] = alloy.RelaxationTriangle([2, 2, 4], substrate, hxrd001) plt.figure() plt.plot(qxt0, qzt0, '-r') plt.plot(qxt1, qzt1, '-b') plt.plot(qinp, qout, 'ok') # print concentration of alloy B calculated from a reciprocal space point print(alloy.ContentBasym(qinp, qout, [2, 2, 4], [0, 0, 1])) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_math_fitting.py0000644000175100002000000000223614742413365023455 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014 Dominik Kriegner import numpy import xrayutilities as xu xu.config.VERBOSITY = 3 x = numpy.linspace(10, 20, 250) y = (xu.math.PseudoVoigt1d(x, 12, 0.2, 0.1, 10, numpy.random.rand()) + 0.01 * (numpy.random.rand(len(x))-0.5)) # peaktype can be 'PseudoVoigt', 'Lorentz' or 'Gauss' # furthermore a constant background (optional also linear with the option # background='linear') can be added xu.math.peak_fit(x, y, peaktype='PseudoVoigt', plot=True) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_orientation_matrix.py0000644000175100002000000000640114742413365024715 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013 Dominik Kriegner # Copyright (C) 2013 Raphael Grifone """ example to show how to calculate the orientation matrix U from one symmetric and one asymmetric diffraction peak. The orientation matrix can be used in the reciprocal space conversion to correct the experimental alignment of the crystal. The procedure is as follows: 1) determine the reciprocal space position without setting a custom U matrix 2) calculate the orientation matrix 3) recalculate the reciprocal space positions corrected for a misalignment of the lattice from the ideal diffraction condition In this example only step number 2 is shown. look into other examples to see how steps 1 and 3 are performed (this depends on the source of data you have) """ import numpy import xrayutilities as xu # lets assume in step 1) we found the reciprocal space positions of a GaAs # crystal as qsym = (0.01822137, -0.013112, 4.45427) # (004) peak qasym = (0.0173859, 1.56126512, 3.3450612) # (113) peak # the goal is to correct to the diffraction positions in a way that the # symmetric peak is located on the z-axis and the asymmetric peak is located in # either the x/z or y/z plane # we do this by using the coordinate transformations included in xrayutilities tz = xu.math.AxisToZ(qsym) # correction of qsym to z-axis # tz is a coordinate transformation objetct # calling tz(qsym) # should return (~0, ~0, qz) # now lets correct the sample azimuth in order to have the asymmetric peak in # the x/z plane, again we make use of coordinate transformations in # xrayutilities qasym_tiltcorr = tz(qasym) phicorr = numpy.arctan2(qasym_tiltcorr[1], qasym_tiltcorr[0]) # in radians ta = xu.math.ZRotation(-phicorr, deg=False) # to correctly transform the asymmetric peak to the to x/z plane use ta(tz(qasym)) # should return (qx, ~0, qz) # the orientation matrix is then given by U = numpy.linalg.inv(numpy.dot(ta.matrix, tz.matrix)) # orientation matrix # the matrix inversion is needed here because of the definition of U, # which is usually used to calculate the misaligned q from the ideal one # in case you just want the corrected peak positions you can use again a # coordinate transformation t = xu.math.Transform(numpy.linalg.inv(U)) t(qasym) # will transform qasym to the x/z plane # for correctly transforming a set of data us U in the call to the # transformation function for point, linear or area detector hxrd = xu.HXRD([1, 0, 0], [0, 0, 1]) # qx,qy,qz = hxrd.Ang2Q(om, tt, UB=U) # or # qx,qy,qz = hxrd.Ang2Q.linear(om, tt, UB=U) # or # qx,qy,qz = hxrd.Ang2Q.area(om, tt, UB=U) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_peak_angles_beamtime.py0000644000175100002000000000733414742413365025120 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012 Dominik Kriegner from math import sqrt import numpy import xrayutilities as xu # define elements In = xu.materials.elements.In P = xu.materials.elements.P # define materials InP = xu.materials.InP InPWZ = xu.materials.InPWZ # approximate version of other hexagonal polytypes ainp = InP.a InP4H = xu.materials.Crystal( "InP(4H)", xu.materials.SGLattice(186, ainp / sqrt(2), 2 * sqrt(4/3.) * ainp, atoms=[In, In, P, P], pos=[('2a', 0), ('2b', 1/4.), ('2a', 3/16.), ('2b', 7/16.)])) for energy in [8041]: # eV lam = xu.en2lam(energy) # e in eV -> lam in angstrom print(' %d eV = %8.4f A' % (energy, lam)) print('------------------------------------------------------------------' '-----------------') print('material | peak | omega | 2theta | phi | ' 'tt-om | |F| ') print('------------------------------------------------------------------' '-----------------') exp111 = xu.HXRD(InP.Q(1, 1, -2), InP.Q(1, 1, 1), en=energy) exphex = xu.HXRD(InPWZ.Q(1, -1, 0), InPWZ.Q(0, 0, 1), en=energy) # InP ZB reflections reflections = [[1, 1, 1], [2, 2, 2], [3, 3, 3], [3, 3, 1], [2, 2, 4], [1, 1, 5]] mat = InP for hkl in reflections: qvec = mat.Q(hkl) [om, chi, phi, tt] = exp111.Q2Ang(qvec, trans=True) F = mat.StructureFactor(qvec, exp111._en) F /= mat.lattice.UnitCellVolume() print('%8s | %15s | %8.4f | %8.4f | %8.4f | %8.4f | %8.2f ' % (mat.name, ' '.join(map(str, numpy.round(hkl, 2))), om, tt, phi, tt - om, numpy.abs(F))) print('------------------------------------------------------------------' '-----------------') # InP WZ reflections reflections = [[0, 0, 2], [0, 0, 4], [1, -1, 4], [1, -1, 5], [1, -1, 6]] mat = InPWZ for hkl in reflections: qvec = mat.Q(hkl) [om, chi, phi, tt] = exphex.Q2Ang(qvec, trans=True) F = mat.StructureFactor(qvec, exphex._en) F /= mat.lattice.UnitCellVolume() print('%8s | %15s | %8.4f | %8.4f | %8.4f | %8.4f | %8.2f ' % (mat.name, ' '.join(map(str, numpy.round(hkl, 2))), om, tt, phi, tt - om, numpy.abs(F))) print('------------------------------------------------------------------' '-----------------') # InP 4H reflections = [[0, 0, 4], [0, 0, 8], [1, -1, 9], [1, -1, 10], [1, -1, 11]] mat = InP4H for hkl in reflections: qvec = mat.Q(hkl) [om, chi, phi, tt] = exphex.Q2Ang(qvec, trans=True) F = mat.StructureFactor(qvec, exphex._en) F /= mat.lattice.UnitCellVolume() print('%8s | %15s | %8.4f | %8.4f | %8.4f | %8.4f | %8.2f ' % (mat.name, ' '.join(map(str, numpy.round(hkl, 2))), om, tt, phi, tt - om, numpy.abs(F))) print('------------------------------------------------------------------' '-----------------') ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_polefigure.py0000644000175100002000000000712414742413365023142 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012, 2023 Dominik Kriegner import os.path from itertools import permutations import matplotlib as mpl import matplotlib.pyplot as plt import numpy from mpl_toolkits.basemap import Basemap import xrayutilities as xu datadir = "data" eps = 0.01 # plot settings mpl.rcParams['font.size'] = 18.0 mpl.rcParams['axes.labelsize'] = 'large' mpl.rcParams['legend.fancybox'] = True mpl.rcParams['legend.handletextpad'] = 0.5 mpl.rcParams['legend.fontsize'] = 'medium' mpl.rcParams['figure.subplot.bottom'] = 0.13 mpl.rcParams['figure.subplot.top'] = 0.93 mpl.rcParams['figure.subplot.left'] = 0.14 mpl.rcParams['figure.subplot.right'] = 0.915 mpl.rcParams['savefig.dpi'] = 300 mpl.rcParams['axes.grid'] = False # substrate Ge = xu.materials.Ge hkls = list(permutations([1, 1, 3])) + list(permutations([-1, 1, 3])) +\ list(permutations([-1, -1, 3])) + list(permutations([1, 1, -3])) +\ list(permutations([-1, 1, -3])) + list(permutations([-1, -1, -3])) tup = [] label = [] for ind in hkls: tup.append(Ge.Q(*ind)) lab = r'$(' for index in ind: lab += '%s' % (r'\bar' if index < 0 else '') + str(abs(index)) lab += ')$' label.append(lab) df = xu.io.XRDMLFile(os.path.join(datadir, "polefig_Ge113.xrdml.bz2")) s = df.scan chi = 90 - s['Psi'] phi = s['Phi'] INT = s['detector'] # create 2D arrays for the angles CHI = chi[:, numpy.newaxis] * numpy.ones(INT.shape) PHI = phi INT = xu.maplog(INT, 6, 0) fig = plt.figure() plt.clf() # plt.title("(113) pole figure") m = Basemap(boundinglat=-1., lon_0=180.0, resolution=None, projection='npstere') X, Y = m(PHI, CHI) ax = plt.subplot(111) ax.set_frame_on(False) CS = m.contourf(X, Y, INT, 50) m.drawparallels(numpy.arange(0, 91, 10), labels=[1, 1, 1, 1], color='gray', dashes=[2, 2]) m.drawmeridians(numpy.arange(0, 360, 60), labels=[1, 1, 1, 1], color='gray', labelstyle='+/-', dashes=[2, 2]) dphi = 62 dchi = -32 inpdir = xu.math.rotarb(Ge.Q(1, -1, 0), Ge.Q(0, 0, 1), dphi) ndir = xu.math.rotarb(Ge.Q(0, 0, 1), inpdir, dchi) # plot normaldir # calculate spherical coordinate angles [chi, phi] = xu.analysis.getangles(Ge.Q(0, 0, 1), ndir, inpdir) chi = 90 - chi phi = phi - dphi # if direction is visible plot in polefig if (chi >= -eps): x, y = m(phi, chi) m.plot(numpy.array([x]), numpy.array([y]), ls='None', marker='s', color='k', ms=12.) # plot Ge {113} Bragg peaks for i in range(len(tup)): dir = tup[i] # calculate spherical coordinate angles dir = xu.math.rotarb(dir, Ge.Q(0, 0, 1), 27) [chi, phi] = xu.analysis.getangles(dir, ndir, inpdir) chi = 90 - chi phi = phi - dphi # if direction is visible plot in polefig if (chi >= -eps): x, y = m(phi, chi) m.plot(numpy.array([x]), numpy.array([y]), ls='None', marker='o', color='k', ms=8., mfc='None', mew=2.) plt.text(x + 400000, y, label[i], ha='left', va='bottom') ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_q2ang_general.py0000644000175100002000000000612114742413365023502 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014 Dominik Kriegner """ This example shows the use of the Q2AngFit function to calculate experimental angles which can not be calculated by the analytic functions coded in the HXRD, NonCOP and GID experimental classes, which use a fixed geometry. Here an arbitrary goniometer together with some restrictions can be defined and experimental angles can be calculated for this geometry """ import time import numpy import xrayutilities as xu numpy.set_printoptions(precision=4, threshold=100, suppress=True) energy = 15000 ########################### # definition of goniometer ########################### # 3S+2D goniometer (simplified ID01 goniometer, sample mu,eta,phi detector # nu,del qconv = xu.experiment.QConversion(['z+', 'y-', 'z-'], ['z+', 'y-'], [1, 0, 0]) # convention for coordinate system: x downstream; z upwards; y to the "outside" # (righthanded) # QConversion will set up the goniometer geometry. So the first argument # describes the sample rotations, the second the detector rotations and the # third the primary beam direction. # For this consider the following coordinate system (at least this is what i # use at ID01, feel free to use your conventions): # x: downstream (direction of primary beam) # y: out of the ring # z: upwards # these three axis form a right handed coordinate system. # The outer most sample rotation (so the one mounted on the floor) is one which # turns righthanded (+) around the z-direction -> z+ (at the moment this # rotation is called 'mu' in the spec-session) # The second sample rotation ('eta') is lefthanded (-) around y -> y- # define experimental geometry with respect to the crystalline directions # of the substrate hxrd = xu.HXRD((1, 0, 0), (0, 0, 1), en=energy, qconv=qconv) # tell bounds of angles / (min,max) pair for all motors # mu,eta,phi detector nu,del bounds = (0, (0, 90), 0, (-1, 90), (0, 90)) ############################# # call angle fit function ############################# ang = None tbegin = time.time() print("time error (code) qvec angles") for i in range(100): qvec = numpy.array((0, 0, i * 0.01)) t0 = time.time() ang, qerror, errcode = xu.Q2AngFit(qvec, hxrd, bounds, startvalues=ang) t1 = time.time() print("%.4f: %.3g (%d) %s %s" % (t1 - t0, qerror, errcode, str(qvec), str(ang))) tend = time.time() print("Total time needed: %.2fsec" % (tend - tbegin)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_read_panalytical.py0000644000175100002000000000704214742413365024274 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner # Copyright (C) 2012 Tanja Etzelstorfer import matplotlib as mpl import matplotlib.pyplot as plt import numpy import xrayutilities as xu # plot settings for matplotlib mpl.rcParams['font.family'] = 'serif' mpl.rcParams['font.size'] = 20.0 mpl.rcParams['axes.labelsize'] = 'large' # global setting for the experiment sample = "rsm" # sample name used also as file name for the data file # substrate material used for Bragg peak calculation to correct for # experimental offsets Si = xu.materials.Si Ge = xu.materials.Ge SiGe = xu.materials.SiGe(1) # parameter x_Ge = 1 hxrd = xu.HXRD(Si.Q(1, 1, 0), Si.Q(0, 0, 1)) ################################# # Si/SiGe (004) reciprocal space map omalign = 34.3046 # experimental aligned values ttalign = 69.1283 # nominal values of the substrate peak [omnominal, _, _, ttnominal] = hxrd.Q2Ang(Si.Q(0, 0, 4)) # read the data from the xrdml files om, tt, psd = xu.io.getxrdml_map(sample + '_%d.xrdml.bz2', [1, 2, 3, 4, 5], path='data') # determine offset of substrate peak from experimental values (optional) omalign, ttalign, p, cov = xu.analysis.fit_bragg_peak( om, tt, psd, omalign, ttalign, hxrd, plot=False) # convert angular coordinates to reciprocal space + correct for offsets qx, qy, qz = hxrd.Ang2Q(om, tt, delta=[omalign - omnominal, ttalign - ttnominal]) # calculate data on a regular grid of 200x201 points gridder = xu.Gridder2D(200, 600) gridder(qy, qz, psd) INT = xu.maplog(gridder.data.transpose(), 6, 0) # plot the intensity as contour plot plt.figure() cf = plt.contourf(gridder.xaxis, gridder.yaxis, INT, 100, extend='min') plt.xlabel(r'$Q_{[110]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[001]}$ ($\mathrm{\AA}^{-1}$)') cb = plt.colorbar(cf) cb.set_label(r"$\log($Int$)$ (cps)") tr = SiGe.RelaxationTriangle([0, 0, 4], Si, hxrd) # plt.plot(tr[0], tr[1], 'ok') plt.tight_layout() # line cut with integration along 2theta to remove beam footprint broadening qycpos, qzcpos = [0, 4.5] omp, _, _, ttp = hxrd.Q2Ang(0, qycpos, qzcpos, trans=False) qzc, qzint, cmask = xu.analysis.get_radial_scan( [qy, qz], psd, (qycpos, qzcpos), 1001, 0.155, intdir='2theta') # show used data on the reciprocal space map plt.tricontour(qy, qz, cmask, (0.999,), colors='r') # show possible integration directions f = 1.02 plt.plot([qycpos/f, qycpos*f], [qzcpos/f, qzcpos*f], label='radial') a = numpy.radians(numpy.linspace(- 2, 2, 100)) plt.plot(qycpos*numpy.cos(a)+qzcpos*numpy.sin(a), -qycpos*numpy.sin(a)+qzcpos*numpy.cos(a), label='Omega') qx, qy, qz = hxrd.Ang2Q(omp, ttp+numpy.linspace(-2, 2, 100)) plt.plot(qy, qz, label='2Theta') plt.legend() # plot line cut plt.figure() plt.semilogy(qzc, qzint) plt.xlabel(r'scattering angle (deg)') plt.ylabel(r'intensity (arb. u.)') plt.tight_layout() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_read_seifert.py0000644000175100002000000000320514742413365023431 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013, 2021 Dominik Kriegner import matplotlib.pyplot as plt import xrayutilities as xu # global setting for the experiment sample = "testnja" # sample name used also as file name for the data file hxrd = xu.HXRD((1, 1, 0), (0, 0, 1)) ################################# # read the data from the Seifert NJA files om, tt, psd = xu.io.getSeifert_map(sample + '_%02d.nja', [3, 4], path="data") # convert angular coordinates to reciprocal space + correct for offsets [qx, qy, qz] = hxrd.Ang2Q(om, tt) # calculate data on a regular grid of 200x201 points gridder = xu.Gridder2D(200, 600) gridder(qy, qz, psd) INT = xu.maplog(gridder.data.transpose(), 6, 0) # plot the intensity as contour plot plt.figure() plt.clf() cf = plt.contourf(gridder.xaxis, gridder.yaxis, INT, 100, extend='min') plt.xlabel(r'$Q_{[110]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[001]}$ ($\mathrm{\AA}^{-1}$)') cb = plt.colorbar(cf) cb.set_label(r"$\log($Int$)$ (cps)") ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_read_spec.py0000644000175100002000000001355614742413365022734 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2023 Dominik Kriegner """ Example script to show how to use xrayutilities to read and plot reciprocal space map scans from a spec file created at the ESRF/ID10B for details about the measurement see: D Kriegner et al. Nanotechnology 22 425704 (2011) http://dx.doi.org/10.1088/0957-4484/22/42/425704 """ import os import matplotlib as mpl import matplotlib.pyplot as plt import xrayutilities as xu # plot settings for matplotlib mpl.rcParams['font.family'] = 'serif' mpl.rcParams['font.size'] = 20.0 mpl.rcParams['axes.labelsize'] = 'large' mpl.rcParams['figure.subplot.bottom'] = 0.16 mpl.rcParams['figure.subplot.left'] = 0.17 mpl.rcParams['savefig.dpi'] = 200 mpl.rcParams['axes.grid'] = False # global setting for the experiment sample = "test" # sample name used also as file name for the data file en = 8042.5 # x-ray energy in eV # center channel of the linear detector used in the experiment center_ch = 715.9 # channels per degree of the linear detector (mounted along z direction, # which corresponds to twotheta) chpdeg = 345.28 roi = [100, 1340] # region of interest of the detector # intensity normalizer function responsible for count time and absorber # correction normalizer_detcorr = xu.IntensityNormalizer( "MCA", mon="Monitor", time="Seconds", absfun=lambda d: d["detcorr"] / d["psd2"].astype(float)) # substrate material used for Bragg peak calculation to correct for # experimental offsets InP = xu.materials.InP hxrd = xu.HXRD(InP.Q(1, 1, -2), InP.Q(1, 1, 1), en=en) # configure linear detector hxrd.Ang2Q.init_linear('z-', center_ch, 1500., chpdeg=chpdeg, roi=roi) # read spec file and save to HDF5-file # since reading is much faster from HDF5 once the data are transformed h5file = os.path.join("data", sample + ".h5") try: # try if spec file object already exist from a previous run of the script # ("run -i" in ipython) s except NameError: s = xu.io.SPECFile(sample + ".spec.bz2", path="data") else: s.Update() s.Save2HDF5(h5file) ################################# # InP (333) reciprocal space map omalign = 43.0529 # experimental aligned values ttalign = 86.0733 # nominal values of the substrate peak [omnominal, _, _, ttnominal] = hxrd.Q2Ang(InP.Q(3, 3, 3)) # read the data from the HDF5 file (scan number:36, names of motors in # spec file: omega= sample rocking, gamma = twotheta) [om, tt], MAP = xu.io.geth5_scan(h5file, 36, 'omega', 'gamma') # normalize the intensity values (absorber and count time corrections) psdraw = normalizer_detcorr(MAP) # remove unusable detector channels/regions (no averaging of detector channels) psd = xu.blockAveragePSD(psdraw, 1, roi=roi) # determine offset of substrate peak from experimental values (optional) omalign, ttalign, p, cov = xu.analysis.fit_bragg_peak( om, tt, psd, omalign, ttalign, hxrd, plot=False) # convert angular coordinates to reciprocal space + correct for offsets [qx, qy, qz] = hxrd.Ang2Q.linear(om, tt, delta=[omalign - omnominal, ttalign - ttnominal]) # calculate data on a regular grid of 200x201 points gridder = xu.Gridder2D(200, 201) gridder(qy, qz, psd) # plot the intensity as contour plot plt.figure() plt.clf() cf = plt.pcolormesh( gridder.xaxis, gridder.yaxis, gridder.data.T, norm=mpl.colors.LogNorm()) plt.xlabel(r'$Q_{[11\bar2]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[\bar1\bar1\bar1]}$ ($\mathrm{\AA}^{-1}$)') cb = plt.colorbar(cf, extend='min') cb.set_label(r"$\log($Int$)$ (cps)") plt.tight_layout() # The same again for a second (asymmetric peak) # reciprocal space map around the InP (224) omalign = 59.550 # experimental aligned values ttalign = 80.099 # nominal values of the substrate peak [omnominal, _, _, ttnominal] = hxrd.Q2Ang(InP.Q(2, 2, 4)) # read the data from the HDF5 file (scan number:36, names of motors in # spec file: omega= sample rocking, gamma = twotheta) [om, tt], MAP = xu.io.geth5_scan(h5file, (33, 34, 35), 'omega', 'gamma') # normalize the intensity values (absorber and count time corrections) psdraw = normalizer_detcorr(MAP) # remove unusable detector channels/regions (no averaging of detector channels) psd = xu.blockAveragePSD(psdraw, 1, roi=roi) # determine offset of substrate peak from experimental values (optional) omalign, ttalign, p, cov = xu.analysis.fit_bragg_peak( om, tt, psd, omalign, ttalign, hxrd, plot=False) # convert angular coordinates to reciprocal space + correct for offsets [qx, qy, qz] = hxrd.Ang2Q.linear(om, tt, delta=[omalign - omnominal, ttalign - ttnominal]) # calculate data on a regular grid of 400x600 points gridder = xu.Gridder2D(400, 600) gridder(qy, qz, psd) # calculate intensity which should be plotted INT = xu.maplog(gridder.data.transpose(), 8.5, 0) INT = gridder.data.transpose() # plot the intensity as contour plot plt.figure() plt.clf() cf = plt.pcolormesh( gridder.xaxis, gridder.yaxis, gridder.data.T, norm=mpl.colors.LogNorm()) plt.xlabel(r'$Q_{[11\bar2]}$ ($\mathrm{\AA}^{-1}$)') plt.ylabel(r'$Q_{[\bar1\bar1\bar1]}$ ($\mathrm{\AA}^{-1}$)') cb = plt.colorbar(cf, extend='min') cb.set_label(r"$\log($Int$)$ (cps)") plt.tight_layout() # clean up HDF5 file (not needed in real life!) os.remove(h5file) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_reflection_strength.py0000644000175100002000000000212214742413365025042 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012 Dominik Kriegner import numpy import xrayutilities as xu # defining material and experimental setup InAs = xu.materials.InAs energy = 8048 # eV # calculate the structure factor for InAs (111) (222) (333) hkllist = [[1, 1, 1], [2, 2, 2], [3, 3, 3]] for hkl in hkllist: qvec = InAs.Q(hkl) F = InAs.StructureFactor(qvec, energy) print(" |F| = %8.3f" % numpy.abs(F)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/examples/xrayutilities_show_reciprocal_space_plane.py0000644000175100002000000000330014742413365026506 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019 Dominik Kriegner import xrayutilities as xu # very often its useful/needed to get oriented in reciprocal space. The # following convenience function can visualize the reciprocal space position of # Bragg peaks and limitations of coplanar diffraction geometry (Laue zoens). If # you use an interactive matplotlib backend you get the Miller indices of the # Bragg peak upon mouse movement over the peak and its Bragg angles are printed # to the console upon clicking. The printed angles correspond to the output of # Q2Ang of the experimental class. All this is shown below for a substrate/film # system. Si = xu.materials.Si Ge = xu.materials.Ge geom = xu.HXRD(Si.Q(1, 1, -2), Si.Q(1, 1, 1)) ax, h = xu.materials.show_reciprocal_space_plane(Si, geom, ttmax=160) ax, h2 = xu.materials.show_reciprocal_space_plane(Ge, geom, ax=ax) ax.figure.show() # with default settings only Bragg peaks close to the coplanar plane are shown. # This can be changed by optional settings 'projection' and 'maxqout' ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6055005 xrayutilities-1.7.10/lib/0000755000175100002000000000000014742413420014344 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6335003 xrayutilities-1.7.10/lib/xrayutilities/0000755000175100002000000000000014742413420017263 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/VERSION0000644000175100002000000000000714742413365020340 0ustar00vstsdocker1.7.10 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/__init__.py0000644000175100002000000000370314742413365021407 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (C) 2009-2022 Dominik Kriegner """ xrayutilities is a Python package for assisting with x-ray diffraction experiments. Its the Python package included in *xrayutilities*. It helps with planning experiments as well as analyzing the data. Authors: Dominik Kriegner and Eugen Wintersberger """ import os # load configuration from . import __path__, analysis, config, io, materials, math, simpack from .experiment import (GID, GISAXS, HXRD, Experiment, FourC, NonCOP, PowderExperiment, QConversion) from .gridder import FuzzyGridder1D, Gridder1D, npyGridder1D from .gridder2d import FuzzyGridder2D, Gridder2D, Gridder2DList from .gridder3d import FuzzyGridder3D, Gridder3D from .normalize import (IntensityNormalizer, blockAverage1D, blockAverage2D, blockAverageCCD, blockAveragePSD) from .q2ang_fit import Q2AngFit from .utilities import (en2lam, energy, frac2str, lam2en, makeNaturalName, maplog, wavelength) # load package version with open(os.path.join(__path__[0], 'VERSION')) as version_file: __version__ = version_file.read().strip().replace('\n', '.') ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6335003 xrayutilities-1.7.10/lib/xrayutilities/analysis/0000755000175100002000000000000014742413420021106 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/analysis/__init__.py0000644000175100002000000000273314742413365023234 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2011-2019 Dominik Kriegner """ xrayutilities.analysis is a package for assisting with the analysis of x-ray diffraction data, mainly reciprocal space maps Routines for obtaining line cuts from gridded reciprocal space maps are offered, with the ability to integrate the intensity perpendicular to the line cut direction. """ from .line_cuts import (get_arbitrary_line, get_omega_scan, get_qx_scan, get_qy_scan, get_qz_scan, get_radial_scan, get_ttheta_scan) from .misc import coplanar_intensity, getangles, getunitvector from .sample_align import (area_detector_calib, area_detector_calib_hkl, fit_bragg_peak, linear_detector_calib, miscut_calc, psd_chdeg, psd_refl_align) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/analysis/line_cuts.py0000644000175100002000000005673514742413365023475 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2011-2023 Dominik Kriegner import numpy from .. import config, math from ..experiment import HXRD from ..gridder import FuzzyGridder1D def _get_cut(pos_along, pos_perp, intensity, dis, npoints): """ obtain a line cut from 2D data using a FuzzyGridder1D to do the hard work. Data points with value of pos_perp smaller than `dis` will be considered in the line cut Parameters ---------- pos_along : array-like position along the cut which should be taken pos_perp : array-like distance from the line cut axis. only data points with distance < `dis` will be considered intensity : array-like data points, `pos_along`, `pos_perp`, and `intensity` must have the same shape dis : float maximum distance to be allowed for contributing data points npoints : int number of points in the output data Returns ------- x : ndarray gridded position along the cut axis d : ndarray gridded data values for every position `x` along the cut line mask: ndarray mask which is 1 for every used data point and 0 for the rest """ pos_a = pos_along.ravel() pos_p = pos_perp.ravel() ma = numpy.abs(pos_p) < dis g1d = FuzzyGridder1D(npoints) width = (numpy.max(pos_a[ma]) - numpy.min(pos_a[ma])) / float(npoints) g1d(pos_a[ma], intensity.ravel()[ma], width=width) return g1d.xaxis, g1d.data, ma.astype(numpy.int8).reshape(intensity.shape) def get_qz_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): r""" extracts a qz scan from reciprocal space map data with integration along either, the perpendicular plane in q-space, omega (sample rocking angle) or 2theta direction. For the integration in angular space (omega, or 2theta) the coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. This function works for 2D and 3D input data in the same way! Parameters ---------- qpos : list of array-like objects arrays of y, z (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : float or tuple/list x/y-position at which the line scan should be extracted. this must be a float for 2D data and a tuple with two values for 3D data npoints : int number of points in the output data intrange : float integration range in along `intdir`, either in 1/\AA (`q`) or degree ('omega', or '2theta'). data will be integrated from `-intrange/2 .. +intrange/2` intdir : {'q', 'omega', '2theta'}, optional integration direction: 'q': perpendicular Q-plane (default), 'omega': sample rocking angle, or '2theta': scattering angle. wl : float or str, optional wavelength used to determine angular integration positions Note: For 3D data the angular integration directions although applicable for any set of data only makes sense when the data are aligned into the y/z-plane. Returns ------- qz, qzint : ndarray qz scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> qzcut, qzcut_int, mask = get_qz_scan([qy, qz], inten, 3.0, 200,\ ... intrange=0.3) # doctest: +SKIP """ intdir = kwargs.get('intdir', 'q') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lcut = [0, cutpos] else: lqpos = qpos lcut = cutpos # make line cuts with selected integration direction if intdir == 'q': qperp = numpy.sqrt((lqpos[0]-lcut[0])**2 + (lqpos[1]-lcut[1])**2) ret = _get_cut(lqpos[2], qperp, intensity, intrange/2., npoints) elif intdir == 'omega': om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='realTilt') q = 4 * numpy.pi / lam * numpy.sin(numpy.radians(tt/2)) ocut = numpy.degrees(numpy.arcsin(lcut[1]/q)) + tt / 2 qzpos = q * numpy.cos(numpy.radians(ocut - tt/2)) ret = _get_cut(qzpos, om-ocut, intensity, intrange/2., npoints) elif intdir == '2theta': om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='realTilt') q = 4 * numpy.pi / lam * numpy.sin(numpy.radians(tt/2)) ttcut = 2 * (om - numpy.degrees(numpy.arcsin(lcut[1]/q))) qzpos = 4 * numpy.pi / lam * numpy.sin(numpy.radians(ttcut/2)) *\ numpy.cos(numpy.radians(om - ttcut/2)) ret = _get_cut(qzpos, tt-ttcut, intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_qy_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): r""" extracts a qy scan from reciprocal space map data with integration along either, the perpendicular plane in q-space, omega (sample rocking angle) or 2theta direction. For the integration in angular space (omega, or 2theta) the coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. This function works for 2D and 3D input data in the same way! Parameters ---------- qpos : list of array-like objects arrays of y, z (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : float or tuple/list x/z-position at which the line scan should be extracted. this must be a float for 2D data (z-position) and a tuple with two values for 3D data npoints : int number of points in the output data intrange : float integration range in along `intdir`, either in 1/\AA (`q`) or degree ('omega', or '2theta'). data will be integrated from `-intrange .. +intrange` intdir : {'q', 'omega', '2theta'}, optional integration direction: 'q': perpendicular Q-plane (default), 'omega': sample rocking angle, or '2theta': scattering angle. wl : float or str, optional wavelength used to determine angular integration positions Note: For 3D data the angular integration directions although applicable for any set of data only makes sense when the data are aligned into the y/z-plane. Returns ------- qy, qyint : ndarray qy scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> qycut, qycut_int, mask = get_qy_scan([qy, qz], inten, 5.0, 250, \ ... intrange=0.02, intdir='2theta') # doctest: +SKIP """ intdir = kwargs.get('intdir', 'q') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lcut = [0, cutpos] else: lqpos = qpos lcut = cutpos # make line cuts with selected integration direction if intdir == 'q': qperp = numpy.sqrt((lqpos[0]-lcut[0])**2 + (lqpos[2]-lcut[1])**2) ret = _get_cut(lqpos[1], qperp, intensity, intrange/2., npoints) elif intdir == 'omega': om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='real') q = 4 * numpy.pi / lam * numpy.sin(numpy.radians(tt/2)) ocut = tt / 2 + (numpy.sign(lqpos[1].ravel()) * numpy.degrees(numpy.arccos(lcut[1]/q))) qypos = q * numpy.sin(numpy.radians(ocut - tt/2)) ret = _get_cut(qypos, om-ocut, intensity, intrange/2., npoints) elif intdir == '2theta': om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='real') ttcut = (om - numpy.degrees(numpy.arcsin(numpy.sin(numpy.radians(om)) - lcut[1]*lam/(2*numpy.pi)))) % 360 ttcut2 = (om + numpy.degrees(numpy.arcsin(numpy.sin(numpy.radians(om)) - lcut[1]*lam/(2*numpy.pi))) + 180) % 360 mask = numpy.abs(tt - om) > 90 ttcut[mask] = ttcut2[mask] q = 4 * numpy.pi / lam * numpy.sin(numpy.radians(ttcut/2)) qypos = q * numpy.sin(numpy.radians(om - ttcut/2)) ret = _get_cut(qypos, tt-ttcut, intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_qx_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): r""" extracts a qx scan from 3D reciprocal space map data with integration along either, the perpendicular plane in q-space, omega (sample rocking angle) or 2theta direction. For the integration in angular space (omega, or 2theta) the coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. Parameters ---------- qpos : list of array-like objects arrays of x, y, z (list with three components) momentum transfers intensity : array-like 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : tuple/list y/z-position at which the line scan should be extracted. this must be and a tuple/list with the qy, qz cut position npoints : int number of points in the output data intrange : float integration range in along `intdir`, either in 1/\AA (`q`) or degree ('omega', or '2theta'). data will be integrated from `-intrange .. +intrange` intdir : {'q', 'omega', '2theta'}, optional integration direction: 'q': perpendicular Q-plane (default), 'omega': sample rocking angle, or '2theta': scattering angle. wl : float or str, optional wavelength used to determine angular integration positions Note: The angular integration directions although applicable for any set of data only makes sense when the data are aligned into the y/z-plane. Returns ------- qx, qxint : ndarray qx scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> qxcut, qxcut_int, mask = get_qx_scan([qx, qy, qz], inten, [0, 2.0], \ ... 250, intrange=0.01) # doctest: +SKIP """ intdir = kwargs.get('intdir', 'q') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make line cuts with selected integration direction if intdir == 'q': qperp = numpy.sqrt((qpos[1]-cutpos[0])**2 + (qpos[2]-cutpos[1])**2) ret = _get_cut(qpos[0], qperp, intensity, intrange/2., npoints) elif intdir == 'omega': # needs testing om, _, _, tt = hxrd.Q2Ang(*qpos, trans=False, geometry='realTilt') ocut, _, _, ttcut = hxrd.Q2Ang(qpos[0], cutpos[0], cutpos[1], trans=False, geometry='realTilt') ret = _get_cut(qpos[0], om-ocut, intensity, intrange/2., npoints) elif intdir == '2theta': # needs testing om, _, _, tt = hxrd.Q2Ang(*qpos, trans=False, geometry='realTilt') ocut, _, _, ttcut = hxrd.Q2Ang(qpos[0], cutpos[0], cutpos[1], trans=False, geometry='realTilt') ret = _get_cut(qpos[0], tt-ttcut, intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_omega_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): """ extracts an omega scan from reciprocal space map data with integration along either the 2theta, or radial (omega-2theta) direction. The coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. This function works for 2D and 3D input data in the same way! Parameters ---------- qpos : list of array-like objects arrays of y, z (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : tuple or list y/z-position or x/y/z-position at which the line scan should be extracted. this must be have two entries for 2D data (z-position) and a three for 3D data npoints : int number of points in the output data intrange : float integration range in along `intdir` in degree. data will be integrated from `-intrange .. +intrange` intdir : {'2theta', 'radial'}, optional integration direction: '2theta': scattering angle (default), or 'radial': omega-2theta direction. wl : float or str, optional wavelength used to determine angular integration positions Note: Although applicable for any set of data, the extraction only makes sense when the data are aligned into the y/z-plane. Returns ------- om, omint : ndarray omega scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> omcut, omcut_int, mask = get_omega_scan([qy, qz], inten, [2.0, 5.0], \ ... 250, intrange=0.1) # doctest: +SKIP """ intdir = kwargs.get('intdir', '2theta') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lcut = [0, cutpos[0], cutpos[1]] else: lqpos = qpos lcut = cutpos # make line cuts with selected integration direction om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='realTilt') _, _, _, ttcut = hxrd.Q2Ang(*lcut, trans=False, geometry='realTilt') if intdir == '2theta': ret = _get_cut(om, tt-ttcut, intensity, intrange/2., npoints) elif intdir == 'radial': ret = _get_cut(om-(tt-ttcut)/2, tt-ttcut, intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_radial_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): """ extracts a radial scan from reciprocal space map data with integration along either the omega or 2theta direction. The coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. This function works for 2D and 3D input data in the same way! Parameters ---------- qpos : list of array-like objects arrays of y, z (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : tuple or list y/z-position or x/y/z-position at which the line scan should be extracted. this must be have two entries for 2D data (z-position) and a three for 3D data npoints : int number of points in the output data intrange : float integration range in along `intdir` in degree. data will be integrated from `-intrange .. +intrange` intdir : {'omega', '2theta'}, optional integration direction: 'omega': sample rocking angle (default), '2theta': scattering angle wl : float or str, optional wavelength used to determine angular integration positions Note: Although applicable for any set of data, the extraction only makes sense when the data are aligned into the y/z-plane. Returns ------- tt, omttint : ndarray omega-2theta scan coordinates (2theta values) and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> ttcut, omtt_int, mask = get_radial_scan([qy, qz], inten, [2.0, 5.0], \ ... 250, intrange=0.1) # doctest: +SKIP """ intdir = kwargs.get('intdir', 'omega') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lcut = [0, cutpos[0], cutpos[1]] else: lqpos = qpos lcut = cutpos # make line cuts with selected integration direction om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='realTilt') ocut, _, _, ttcut = hxrd.Q2Ang(*lcut, trans=False, geometry='realTilt') if intdir == 'omega': ret = _get_cut(tt, om-((tt-ttcut)/2+ocut), intensity, intrange/2., npoints) elif intdir == '2theta': offcut = ttcut/2 - ocut ret = _get_cut(tt-2*(tt/2-om-offcut), 2*(tt/2-om-offcut), intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_ttheta_scan(qpos, intensity, cutpos, npoints, intrange, **kwargs): """ extracts a 2theta scan from reciprocal space map data with integration along either the omega or radial direction. The coplanar diffraction geometry with qy and qz as diffraction plane is assumed. This is consistent with the coplanar geometry implemented in the HXRD-experiment class. This function works for 2D and 3D input data in the same way! Parameters ---------- qpos : list of array-like objects arrays of y, z (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries cutpos : tuple or list y/z-position or x/y/z-position at which the line scan should be extracted. this must be have two entries for 2D data (z-position) and a three for 3D data npoints : int number of points in the output data intrange : float integration range in along `intdir` in degree. data will be integrated from `-intrange .. +intrange` intdir : {'omega', 'radial'}, optional integration direction: 'omega': sample rocking angle (default), 'radial': omega-2theta direction wl : float or str, optional wavelength used to determine angular integration positions Note: Although applicable for any set of data, the extraction only makes sense when the data are aligned into the y/z-plane. Returns ------- tt, ttint : ndarray 2theta scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> ttcut, tt_int, mask = get_ttheta_scan([qy, qz], inten, [2.0, 5.0], \ ... 250, intrange=0.1) # doctest: +SKIP """ intdir = kwargs.get('intdir', 'omega') lam = kwargs.get('wl', config.WAVELENGTH) hxrd = HXRD([1, 0, 0], [0, 0, 1], wl=lam) # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lcut = [0, cutpos[0], cutpos[1]] else: lqpos = qpos lcut = cutpos # make line cuts with selected integration direction om, _, _, tt = hxrd.Q2Ang(*lqpos, trans=False, geometry='realTilt') ocut, _, _, _ = hxrd.Q2Ang(*lcut, trans=False, geometry='realTilt') if intdir == 'omega': ret = _get_cut(tt, om-ocut, intensity, intrange/2., npoints) elif intdir == 'radial': ret = _get_cut(tt-2*(om-ocut), 2*(om-ocut), intensity, intrange/2., npoints) else: raise ValueError("invalid option for argument 'intdir'") return ret def get_arbitrary_line(qpos, intensity, point, vec, npoints, intrange): """ extracts a line scan from reciprocal space map data along an arbitrary line defined by the point 'point' and propergation vector 'vec'. Integration of the data is performed in a cylindrical volume along the line. This function works for 2D and 3D input data! Parameters ---------- qpos : list of array-like objects arrays of x, y (list with two components) or x, y, z (list with three components) momentum transfers intensity : array-like 2D or 3D array of reciprocal space intensity with shape equal to the qpos entries point : tuple, list or array-like point on the extraction line (2 or 3 coordinates) vec : tuple, list or array-like propergation vector of the extraction line (2 or 3 coordinates) npoints : int number of points in the output data intrange : float radius of the cylindrical integration volume around the extraction line Returns ------- qpos, qint : ndarray line scan coordinates and intensities used_mask : ndarray mask of used data, shape is the same as the input intensity: True for points which contributed, False for all others Examples -------- >>> qcut, qint, mask = get_arbitrary_line([qx, qy, qz], inten, \ ... (1.1, 2.2, 0.0), \ ... (1, 1, 1), 200, 0.1) # doctest: +SKIP """ # make all data 3D if len(qpos) == 2: lqpos = [numpy.zeros_like(qpos[0]), qpos[0], qpos[1]] lpoint = [0, point[0], point[1]] lvec = [0, vec[0], vec[1]] else: lqpos = qpos lpoint = point lvec = vec # make line cut lqpos = numpy.reshape(numpy.asarray([lqpos[0].ravel(), lqpos[1].ravel(), lqpos[2].ravel()]).T, (-1, 3)) qalong = math.VecDot(lqpos, math.VecUnit(lvec)) qdistance = math.distance(lqpos[:, 0], lqpos[:, 1], lqpos[:, 2], lpoint, lvec) return _get_cut(qalong, qdistance, intensity, intrange, npoints) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/analysis/misc.py0000644000175100002000000001307014742413365022424 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner """ miscellaneous functions helpful in the analysis and experiment """ import numpy from .. import config, math def getangles(peak, sur, inp): """ calculates the chi and phi angles for a given peak Parameters ---------- peak : list or array-like hkl for the peak of interest sur : list or array-like hkl of the surface inp : list or array-like inplane reference peak or direction Returns ------- list [chi, phi] for the given peak on surface sur with inplane direction inp as reference Examples -------- To get the angles for the -224 peak on a 111 surface type >>> [chi, phi] = getangles([-2, 2, 4], [1, 1, 1], [2, 2, 4]) """ # transform input to numpy.arrays peak = numpy.array(peak) sur = numpy.array(sur) inp = numpy.array(inp) peak = peak / numpy.linalg.norm(peak) sur = sur / numpy.linalg.norm(sur) inp = inp / numpy.linalg.norm(inp) # calculate reference inplane direction inplane = numpy.cross(numpy.cross(sur, inp), sur) inplane = inplane / numpy.linalg.norm(inplane) if config.VERBOSITY >= config.INFO_ALL: print("XU.analyis.getangles: reference inplane direction: ", inplane) # calculate inplane direction of peak pinp = numpy.cross(numpy.cross(sur, peak), sur) pinp = pinp / numpy.linalg.norm(pinp) if numpy.isclose(numpy.linalg.norm(numpy.cross(sur, peak)), 0): pinp = inplane if config.VERBOSITY >= config.INFO_ALL: print("XU.analyis.getangles: peaks inplane direction: ", pinp) # calculate angles r2d = 180. / numpy.pi chi = numpy.arccos(numpy.dot(sur, peak)) * r2d if numpy.isclose(numpy.dot(sur, peak), 1): chi = 0. phi = 0. elif numpy.isclose(numpy.dot(sur, peak), -1.): chi = 180. phi = 0. elif numpy.isclose(numpy.dot(sur, numpy.cross(inplane, pinp)), 0): if numpy.dot(pinp, inplane) >= 1.0: phi = 0. elif numpy.dot(pinp, inplane) <= -1.0: phi = 180. else: phi = numpy.sign(numpy.dot(sur, numpy.cross(inplane, pinp))) *\ numpy.arccos(numpy.dot(pinp, inplane)) * r2d else: phi = numpy.sign(numpy.dot(sur, numpy.cross(inplane, pinp))) * \ numpy.arccos(numpy.dot(pinp, inplane)) * r2d phi = phi - round(phi / 360.) * 360 return (chi, phi) def getunitvector(chi, phi, ndir=(0, 0, 1), idir=(1, 0, 0)): """ return unit vector determined by spherical angles and definition of the polar axis and inplane reference direction (phi=0) Parameters ---------- chi, phi : float spherical angles (polar and azimuthal) in degree ndir : tuple, list or array-like polar/z-axis (determines chi=0) idir : tuple, list or array-like azimuthal axis (determines phi=0) """ chi_axis = numpy.cross(ndir, idir) v = math.rotarb(ndir, chi_axis, chi) v = math.rotarb(v, ndir, phi) return v / numpy.linalg.norm(v) def coplanar_intensity(mat, exp, hkl, thickness, thMono, sample_width=10, beam_width=1): """ Calculates the expected intensity of a Bragg peak from an epitaxial thin film measured in coplanar geometry (integration over omega and 2theta in angular space!) Parameters ---------- mat : Crystal Crystal instance for structure factor calculation exp : Experiment Experimental(HXRD) class for the angle calculation hkl : list, tuple or array-like Miller indices of the peak to calculate thickness : float film thickness in nm thMono : float Bragg angle of the monochromator (deg) sample_width : float, optional width of the sample along the beam beam_width : float, optional width of the beam in the same units as the sample size Returns ------- float intensity of the peak """ # angle calculation for geometrical factors om, _, _, tt = exp.Q2Ang(mat.Q(hkl)) # structure factor calculation r = abs(mat.StructureFactor(mat.Q(hkl)))**2 # polarization factor Cmono = numpy.cos(2 * numpy.radians(thMono)) P = (1 + Cmono * numpy.cos(numpy.radians(tt))**2) / ((1 + Cmono)) # Lorentz factor to be used when integrating in angular space L = 1 / numpy.sin(numpy.radians(tt)) # shape factor: changing illumination with the incidence angle shapef = beam_width / (numpy.sin(numpy.radians(om)) * sample_width) if shapef > 1: shapef = 1 # absorption correction mu = 1 / (mat.absorption_length() * 1e3) mu_eff = mu * (abs(1 / numpy.sin(numpy.radians(om))) + abs(1 / numpy.sin(numpy.radians(tt - om)))) Nblocks = (1 - numpy.exp(-mu_eff * thickness)) / mu_eff return r * P * L * shapef * Nblocks ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/analysis/sample_align.py0000644000175100002000000025741114742413365024135 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2011-2023 Dominik Kriegner """ functions to help with experimental alignment during experiments, especially for experiments with linear and area detectors """ import glob import math import numbers import re import time import numpy from numpy import cos, degrees, radians, sin, tan from scipy import odr, optimize from scipy.ndimage import center_of_mass from .. import config, cxrayutilities from .. import math as xumath from .. import utilities from ..exception import InputError from ..math import fwhm_exp # regular expression to check goniometer circle syntax circleSyntax = re.compile("[xyz][+-]") ################################################# # channel per degree calculation ################################################# def psd_chdeg(angles, channels, stdev=None, usetilt=True, plot=True, datap="xk", modelline="--r", modeltilt="-b", fignum=None, mlabel="fit", mtiltlabel="fit w/tilt", dlabel="data", figtitle=True): """ function to determine the channels per degree using a linear fit of the function nchannel = center_ch+chdeg*tan(angles) or the equivalent including a detector tilt Parameters ---------- angles : array-like detector angles for which the position of the beam was measured channels : array-like detector channels where the beam was found stdev : array-like, optional standard deviation of the beam position plot : bool, optional flag to specify if a visualization of the fit should be done usetilt : bool, optional whether to use model considering a detector tilt, i.e. deviation angle of the pixel direction from orthogonal to the primary beam (default: True) Other Parameters ---------------- datap : str, optional plot format of data points modelline : str, optional plot format of modelline modeltilt : str, optional plot format of modeltilt fignum : int or str, optional figure number to use for the plot mlabel : str label of the model w/o tilt to be used in the plot mtiltlabel : str label of the model with tilt to be used in the plot dlabel : str label of the data line to be used in the plot figtitle : bool flag to tell if the figure title should show the fit parameters Returns ------- pixelwidth : float the width of one detector channel @ 1m distance, which is negative in case the hit channel number decreases upon an increase of the detector angle. centerch : float center channel of the detector tilt : float tilt of the detector from perpendicular to the beam (will be zero in case of usetilt=False) Note: L/pixelwidth*pi/180 = channel/degree for large detector distance with the sample detector disctance L """ if stdev is None: stdevu = numpy.ones(len(channels)) else: stdevu = stdev # define detector model and other functions needed for the tilt def straight_tilt(p, x): """ model for straight-linear detectors including tilt Parameters ---------- p : list [L/w_pix*pi/180 ~= channel/degree, center_channel, detector_tilt] with L sample detector disctance, and w_pix the width of one detector channel x : array-like independent variable of the model: detector angle (degree) """ rad = radians(x) r = math.degrees(p[0]) * sin(rad) / \ cos(rad - math.radians(p[2])) + p[1] return r def straight_tilt_der_x(p, x): """ derivative of straight-linear detector model with respect to the angle for parameter description see straigt_tilt """ rad = radians(x) p2 = math.radians(p[2]) r = math.degrees(p[0]) * \ (cos(rad) / cos(rad - p2) + sin(rad) / cos(rad - p2) ** 2 * sin(rad - p2)) return r def straight_tilt_der_p(p, x): """ derivative of straight-linear detector model with respect to the paramters for parameter description see straigt_tilt """ rad = radians(x) p2 = math.radians(p[2]) r = numpy.concatenate([degrees(sin(rad)) / cos(rad - p2), numpy.ones(x.shape, dtype=float), - math.degrees(p[0]) * sin(rad) / cos(rad - p2) ** 2 * sin(rad - p2)]) r.shape = (3,) + x.shape return r # fit linear model = odr.unilinear data = odr.RealData(angles, channels, sy=stdevu) my_odr = odr.ODR(data, model) # fit type 2 for least squares my_odr.set_job(fit_type=2) fitlin = my_odr.run() # fit linear with tangens angle model = odr.unilinear data = odr.RealData(degrees(tan(radians(angles))), channels, sy=stdevu) my_odr = odr.ODR(data, model) # fit type 2 for least squares my_odr.set_job(fit_type=2) fittan = my_odr.run() if usetilt: # fit tilted straight detector model model = odr.Model(straight_tilt, fjacd=straight_tilt_der_x, fjacb=straight_tilt_der_p) data = odr.RealData(angles, channels, sy=stdevu) my_odr = odr.ODR(data, model, beta0=[fittan.beta[0], fittan.beta[1], 0]) # fit type 2 for least squares my_odr.set_job(fit_type=2) fittilt = my_odr.run() if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.psd_chdeg') if plot: markersize = 6.0 markeredgewidth = 1.5 linewidth = 2.0 if fignum is None: plt.figure() else: plt.figure(fignum) # first plot to show linear model ax1 = plt.subplot(211) angr = angles.max() - angles.min() angp = numpy.linspace(angles.min() - angr * 0.1, angles.max() + angr * .1, 1000) if modelline: plt.plot(angp, odr.unilinear.fcn(fittan.beta, degrees(tan(radians(angp)))), modelline, label=mlabel, lw=linewidth) plt.plot(angp, odr.unilinear.fcn(fitlin.beta, angp), '-k', label='') if usetilt: plt.plot(angp, straight_tilt(fittilt.beta, angp), modeltilt, label=mtiltlabel, lw=linewidth) if stdev is None: plt.plot(angles, channels, datap, ms=markersize, mew=markeredgewidth, mec=datap[-1], mfc='none', label=dlabel) else: plt.errorbar(angles, channels, fmt=datap, yerr=stdevu, ms=markersize, mew=markeredgewidth, mec=datap[-1], mfc='none', label=dlabel, ecolor='0.5') plt.grid(True) leg = plt.legend(numpoints=1) leg.get_frame().set_alpha(0.8) plt.ylabel("channel number") # lower plot to show deviations from linear model plt.subplot(212, sharex=ax1) if modelline: plt.plot(angp, odr.unilinear.fcn(fittan.beta, degrees(tan(radians(angp)))) - odr.unilinear.fcn(fitlin.beta, angp), modelline, label=mlabel, lw=linewidth) if usetilt: plt.plot(angp, straight_tilt(fittilt.beta, angp) - odr.unilinear.fcn(fitlin.beta, angp), modeltilt, label=mtiltlabel, lw=linewidth) if stdev is None: plt.plot(angles, channels - odr.unilinear.fcn(fitlin.beta, angles), datap, ms=markersize, mew=markeredgewidth, mec=datap[-1], mfc='none', label=dlabel) else: plt.errorbar(angles, channels - odr.unilinear.fcn(fitlin.beta, angles), fmt=datap, yerr=stdevu, ms=markersize, mew=markeredgewidth, mec=datap[-1], mfc='none', label=dlabel, ecolor='0.5') plt.xlabel("detector angle (deg)") plt.ylabel("ch. num. - linear trend") plt.grid(True) plt.hlines(0, angp.min(), angp.max()) plt.tight_layout() if figtitle: if usetilt: plt.suptitle( "L/w*pi/180: %8.2f; center channel: %8.2f; tilt: %5.2fdeg" % (fittilt.beta[0], fittilt.beta[1], fittilt.beta[2])) else: plt.suptitle("L/w*pi/180: %8.2f; center channel: %8.2f" % (fittan.beta[0], fittan.beta[1])) if usetilt: fit = fittilt else: fit = fittan if config.VERBOSITY >= config.INFO_LOW: if usetilt: print("XU.analysis.psd_chdeg: channelwidth@1m / center channel /" " tilt: %8.4e / %8.2f / %6.3fdeg" % (abs(1 / math.degrees(fit.beta[0])), fit.beta[1], fit.beta[2])) print("XU.analysis.psd_chdeg: error of channelwidth / " "center channel / tilt: %8.4e / %8.3f / %6.3fdeg" % (math.radians(fit.sd_beta[0] / fit.beta[0] ** 2), fit.sd_beta[1], fit.sd_beta[2])) else: print("XU.analysis.psd_chdeg: channelwidth@1m / center channel: " "%8.4e / %8.2f" % (1 / math.degrees(fit.beta[0]), fit.beta[1])) print("XU.analysis.psd_chdeg: error of channelwidth / " "center channel: %8.4e / %8.3f" % (math.radians(fit.sd_beta[0] / fit.beta[0] ** 2), fit.sd_beta[1])) if usetilt: return (1. / math.degrees(fit.beta[0]), fit.beta[1], fit.beta[2]) return (1. / math.degrees(fit.beta[0]), fit.beta[1], 0.) ################################################# # channel per degree calculation from scan with # linear detector (determined maximum by peak_fit) ################################################# def linear_detector_calib(angle, mca_spectra, **keyargs): """ function to calibrate the detector distance/channel per degrees for a straight linear detector mounted on a detector arm Parameters ---------- angle : array-like array of angles in degree of measured detector spectra mca_spectra : array-like corresponding detector spectra (shape: (len(angle), Nchannels) r_i : str, optional primary beam direction as vector [xyz][+-]; default: 'y+' detaxis : str, optional detector arm rotation axis [xyz][+-]; default: 'x+' Other parameters ---------------- plot : bool flag to specify if a visualization of the fit should be done usetilt : bool whether to use model considering a detector tilt, i.e. deviation angle of the pixel direction from orthogonal to the primary beam (default: True) Returns ------- pixelwidth : float width of the pixel at one meter distance, pixelwidth is negative in case the hit channel number decreases upon an increase of the detector angle center_channel : float central channel of the detector detector_tilt : float, optional if usetilt=True the fitted tilt of the detector is also returned Note: L/pixelwidth*pi/180 ~= channel/degree, with the sample detector distance L The function also prints out how a linear detector can be initialized using the results obtained from this calibration. Carefully check the results See Also -------- psd_chdeg : low level function with more configurable options """ if "detaxis" in keyargs: detrotaxis = keyargs["detaxis"] keyargs.pop("detaxis") else: # use default detrotaxis = 'x+' if "r_i" in keyargs: r_i = keyargs["r_i"] keyargs.pop("r_i") else: # use default r_i = 'y+' # max intensity per spectrum mca_int = mca_spectra.sum(axis=1) mca_avg = numpy.average(mca_int) mca_rowmax = numpy.max(mca_int) mca_std = numpy.std(mca_int) # determine positions pos = [] posstd = [] ang = [] nignored = 0 for i in range(len(mca_spectra)): row = mca_spectra[i, :] row_int = row.sum() if ((abs(row_int - mca_avg) > 3 * mca_std) or (row_int - mca_rowmax * 0.7 < 0)): if config.VERBOSITY >= config.DEBUG: print("XU.analysis.linear_detector_calib: spectrum #%d " "out of intensity range -> ignored" % i) nignored += 1 continue maxp = numpy.argmax(row) fwhm = fwhm_exp(numpy.arange(row.size), row) N = int(7 * numpy.ceil(fwhm)) // 2 * 2 # fit beam position # determine maximal usable length of array around peak position Nuse = min(maxp + N // 2, len(row) - 1) - max(maxp - N // 2, 0) param, perr, _ = xumath.peak_fit( numpy.arange(Nuse), row[max(maxp - N // 2, 0):min(maxp + N // 2, len(row) - 1)], peaktype='PseudoVoigt') if param[0] > 0 and param[0] < Nuse and perr[0] < Nuse/2.: param[0] += max(maxp - N // 2, 0) pos.append(param[0]) posstd.append(perr[0]) ang.append(angle[i]) ang = numpy.array(ang) pos = numpy.array(pos) posstd = numpy.array(posstd) if config.VERBOSITY >= config.INFO_ALL: print("XU.analysis.linear_detector_calib: using %d out of %d given " "spectra." % (len(ang), len(angle))) if config.VERBOSITY >= config.DEBUG: print("XU.analysis.linear_detector_calib: determined peak positions:") print(zip(pos, posstd)) detparam = psd_chdeg(ang, pos, stdev=posstd, **keyargs) if numpy.sign(detparam[0]) > 0: sign = '-' else: sign = '+' detaxis = ' ' detd = numpy.cross(xumath.getVector(detrotaxis), xumath.getVector(r_i)) argm = numpy.abs(detd).argmax() def flipsign(char, val): if numpy.sign(val) < 0: if char == '+': return '-' return '+' return char if argm == 0: detaxis = 'x' + flipsign(sign, detd[argm]) elif argm == 1: detaxis = 'y' + flipsign(sign, detd[argm]) elif argm == 2: detaxis = 'z' + flipsign(sign, detd[argm]) if config.VERBOSITY >= config.INFO_LOW: print("XU.analysis.linear_detector_calib:\n\tused/total spectra: " f"{mca_spectra.shape[0] - nignored:d}/{mca_spectra.shape[0]:d}") print("\tdetector rotation axis (given by user/default input): " f"{detrotaxis}") if len(detparam) == 3: tilt = detparam[2] else: tilt = 0 print(f"\tdetector initialization with: init_linear('{detaxis}', " f"{abs(detparam[1]):.2f}, {mca_spectra.shape[1]:d}, " f"pixelwidth={abs(detparam[0]):.4e}, distance=1., " f"tilt={tilt:.2f})") return detparam ###################################################### # detector parameter calculation from scan with # area detector (determine maximum by center of mass) ###################################################### def area_detector_calib(angle1, angle2, ccdimages, detaxis, r_i, plot=True, cut_off=0.7, start=(None, None, 1, 0, 0, 0, 0), fix=(False, False, True, False, False, False, False), fig=None, wl=None, plotlog=False, nwindow=50, debug=False): """ function to calibrate the detector parameters of an area detector it determines the detector tilt possible rotations and offsets in the detector arm angles Parameters ---------- angle1 : array-like outer detector arm angle angle2 : array-like inner detector arm angle ccdimages : array-like images of the ccd taken at the angles given above detaxis : list of str detector arm rotation axis; default: ['z+', 'y-'] r_i : str primary beam direction [xyz][+-]; default 'x+' plot : bool, optional flag to determine if results and intermediate results should be plotted; default: True cut_off : float, optional cut off intensity to decide if image is used for the determination or not; default: 0.7 = 70% start : tuple, optional sequence of start values of the fit for parameters, which can not be estimated automatically or might want to be fixed. These are: pwidth1, pwidth2, distance, tiltazimuth, tilt, detector_rotation, outerangle_offset. By default (None, None, 1, 0, 0, 0, 0) is used. fix : tuple of bool fix parameters of start (default: (False, False, True, False, False, False, False)) It is strongly recommended to either fix the distance or the pwidth1, 2 values. fig : Figure, optional matplotlib figure used for plotting the error default: None (creates own figure) wl : float or str wavelength of the experiment in angstrom (default: config.WAVELENGTH) value does not really matter here but does affect the scaling of the error plotlog : bool flag to specify if the created error plot should be on log-scale nwindow : int window size for determination of the center of mass position after the center of mass of every full image is determined, the center of mass is determined again using a window of size nwindow in order to reduce the effect of hot pixels. debug : bool flag to specify that you want to see verbose output and saving of images to show if the CEN determination works """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.area_' 'detector_calib') if wl is None: wl = config.WAVELENGTH else: wl = utilities.wavelength(wl) for i in [0, 1]: if fix[i] and not numpy.isscalar(start[i]): raise ValueError("XU.analysis.area_detector_calib: start value for" " pwidth%d must be given if it should be fixed " "during the fit" % (i+1)) t0 = time.time() Npoints = len(angle1) if debug: print("number of given images: %d" % Npoints) # determine center of mass position from detector images # also use only images with an intensity larger than 70% of the average # intensity n1 = numpy.zeros(0, dtype=numpy.double) n2 = n1 ang1 = n1 ang2 = n1 avg = 0 for i in range(Npoints): avg += numpy.sum(ccdimages[i]) avg /= float(Npoints) (N1, N2) = ccdimages[0].shape if debug: print(f"average intensity per image: {avg:.1f}") for i in range(Npoints): if debug and i == 0: print("angle1, angle2, cen1, cen2") img = ccdimages[i] if numpy.sum(img) > cut_off * avg: cen1, cen2 = _peak_position(img, nwindow, plot=debug and plot) n1 = numpy.append(n1, cen1) n2 = numpy.append(n2, cen2) ang1 = numpy.append(ang1, angle1[i]) ang2 = numpy.append(ang2, angle2[i]) if debug: print(f"{angle1[i]:8.3f} {angle2[i]:8.3f} \t" f"{cen1:.2f} {cen2:.2f}") Nused = len(ang1) if debug: print("Nused / Npoints: %d / %d" % (Nused, Npoints)) # determine detector directions detdir1, detdir2 = _determine_detdir( ang1 - start[6], ang2, n1, n2, detaxis, r_i) if debug: print(f"determined detector directions:[{detdir1}, {detdir2}]") epslist = [] paramlist = [] epsmin = numpy.inf fitmin = None print("tiltaz tilt detrot offset: error (relative) (fittime)") print("------------------------------------------------------------") # find optimal detector rotation (however keep other parameters free) detrot = start[5] if not fix[5]: for detrotstart in numpy.linspace(start[5] - 1, start[5] + 1, 40): start = start[:5] + (detrotstart,) + (start[6],) eps, param, fit = _area_detector_calib_fit( ang1, ang2, n1, n2, detaxis, r_i, detdir1, detdir2, start=start, fix=fix, full_output=True, wl=wl, debug=debug) epslist.append(eps) paramlist.append(param) if epslist[-1] < epsmin: epsmin = epslist[-1] parammin = param fitmin = fit detrot = param[7] if debug: print(eps, param) Ntiltaz = 1 if fix[3] else 5 Ntilt = 1 if fix[4] else 6 Noffset = 1 if fix[6] else 100 if fix[6]: Ntilt = Ntilt * 8 if not fix[4] else Ntilt Ntiltaz = Ntiltaz * 7 if not fix[3] else Ntiltaz startparam = start[:5] + (detrot,) + (start[6],) if debug: print(f"start params: {str(startparam)}") Ntot = Ntiltaz * Ntilt * Noffset ict = 0 for tiltazimuth in numpy.linspace(startparam[3] if fix[3] else 0, 360, Ntiltaz, endpoint=False): for tilt in numpy.linspace( startparam[4] if fix[4] else max(0, startparam[4]-2), max(0, startparam[4]-2)+4, Ntilt): for offset in numpy.linspace( startparam[6] if fix[6] else - 3 + startparam[6], 3 + startparam[6], Noffset): t1 = time.time() start = (startparam[0], startparam[1], startparam[2], tiltazimuth, tilt, startparam[5], offset) eps, param, fit = _area_detector_calib_fit( ang1, ang2, n1, n2, detaxis, r_i, detdir1, detdir2, start=start, fix=fix, full_output=True, wl=wl) epslist.append(eps) paramlist.append(param) t2 = time.time() print("%d/%d\t%6.1f %6.2f %8.3f %8.3f: %10.4e (%4.2f) " "(%5.2fsec)" % ((ict, Ntot) + start[3:] + (epslist[-1], epslist[-1] / epsmin, t2 - t1))) ict += 1 if epslist[-1] < epsmin: print("************************") print("new global minimum found") epsmin = epslist[-1] parammin = param fitmin = fit print("new best parameters: %.2f %.2f %10.4e %10.4e %8.4f " "%.1f %.2f %.3f %.3f" % parammin) print("************************\n") (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset) = parammin if plot: if fig: plt.figure(fig.number) else: plt.figure("CCD Calib fit") plt.clf() nparams = numpy.array(paramlist) neps = numpy.array(epslist) labels = ( 'cch1 (1)', 'cch2 (1)', r'pwidth1 ($\mu$m)', r'pwidth2 ($\mu$m)', 'distance (m)', 'tiltazimuth (deg)', 'tilt (deg)', 'detrot (deg)', 'outerangle offset (deg)') xscale = (1., 1., 1.e6, 1.e6, 1., 1., 1., 1., 1.) for p in range(9): ax = plt.subplot(3, 3, p + 1) if plotlog: plt.semilogy(nparams[:, p] * xscale[p], neps, '.k') else: plt.scatter(nparams[:, p] * xscale[p], neps, c=nparams[:, -1], s=10, marker='o', cmap="gnuplot", edgecolor='none') plt.xlabel(labels[p]) if plotlog: plt.semilogy(parammin[p] * xscale[p], epsmin, 'ok', ms=8, mew=2.5, mec='k', mfc='w') else: plt.plot(parammin[p] * xscale[p], epsmin, 'ok', ms=8, mew=2.5, mec='k', mfc='w') plt.ylim(epsmin * 0.7, epsmin * 2.) plt.locator_params(nbins=4, axis='x') if p > 1: if fix[p-2]: ax.set_facecolor('0.85') plt.tight_layout() if config.VERBOSITY >= config.INFO_LOW: print(f"total time needed for fit: {time.time() - t0:.2f}sec") print("fitted parameters: epsilon: %10.4e (%d,%s) " # pylint: disable-next=no-member % (epsmin, fitmin.info, repr(fitmin.stopreason))) print("param: (cch1, cch2, pwidth1, pwidth2, tiltazimuth, tilt, " "detrot, outerangle_offset)") print("param: %.2f %.2f %10.4e %10.4e %.4f %.1f %.2f %.3f %.3f" % (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset)) if config.VERBOSITY > 0: print("please check the resulting data (consider setting plot=True)") print("detector rotation axis / primary beam direction " "(given by user): %s / %s" % (repr(detaxis), r_i)) print(f"detector pixel directions / distance: {detdir1} {detdir2} / " f"{1.0:g}") print("\tdetector initialization with: init_area('%s', '%s', " "cch1=%.2f, cch2=%.2f, Nch1=%d, Nch2=%d, pwidth1=%.4e, " "pwidth2=%.4e, distance=%.5f, detrot=%.3f, tiltazimuth=%.1f, " "tilt=%.3f)" % (detdir1, detdir2, cch1, cch2, N1, N2, pwidth1, pwidth2, distance, detrot, tiltazimuth, tilt)) print("AND ALWAYS USE an (additional) OFFSET of " f"{outerangle_offset:.4f}deg in the OUTER DETECTOR ANGLE!") return (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset), epsmin def _peak_position(img, nwindow, plot=False): """ function to determine the peak position on the detector using the center of mass (COM) Parameters ---------- img : array-like detector image data as 2D array nwindow : int to avoid influence of hot pixels far away from the peak position the center of mass approach is repeated with a window around the COM of the full image. COM of the size (nwindow, nwindow) is returned plot : bool, optional the result of the of the determination can be saved as a plot """ nw = nwindow // 2 [cen1r, cen2r] = center_of_mass(img) for i in range(11): # refine center of mass multiple times [cen1, cen2] = center_of_mass( img[max(int(cen1r) - nw, 0): min(int(cen1r) + nw, img.shape[0]), max(int(cen2r) - nw, 0): min(int(cen2r) + nw, img.shape[1])]) cen1 += max(int(cen1r) - nw, 0) cen2 += max(int(cen2r) - nw, 0) if numpy.linalg.norm((cen1 - cen1r, cen2 - cen2r)) > 3: cen1r, cen2r = (cen1, cen2) else: break if i == 10 and config.VERBOSITY >= config.INFO_LOW: print("XU.analysis._peak_position: Warning: peak position " "determination not converged, consider debug mode!") if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis._peak_' 'position') if plot: plt.figure("_ccd") plt.imshow(utilities.maplog(img), origin='lower') plt.plot(cen2, cen1, 'ow', mfc='none') plt.axis([cen2 - nw, cen2 + nw, cen1 - nw, cen1 + nw]) plt.colorbar() fnr = len(glob.glob('xu_calib_ccd_img*.png')) plt.savefig("xu_calib_ccd_img%d.png" % (fnr + 1)) plt.close("_ccd") return cen1, cen2 def _determine_detdir(ang1, ang2, n1, n2, detaxis, r_i): """ determines detector pixel direction from correlation analysis of linear fits to the observed pixel numbers of the primary beam. """ # center channel and detector pixel direction and pixel size (s1, _), r1 = xumath.linregress(ang1, n1) (s2, _), r2 = xumath.linregress(ang1, n2) (s3, _), r3 = xumath.linregress(ang2, n1) (s4, _), r4 = xumath.linregress(ang2, n2) # determine detector directions s = ord('x') + ord('y') + ord('z') c1 = ord(detaxis[0][0]) + ord(r_i[0]) c2 = ord(detaxis[1][0]) + ord(r_i[0]) sign1 = numpy.sign(numpy.sum(numpy.cross(xumath.getVector(detaxis[0]), xumath.getVector(r_i)))) sign2 = numpy.sign(numpy.sum(numpy.cross(xumath.getVector(detaxis[1]), xumath.getVector(r_i)))) if ((r1 + r2 > r3 + r4) and r1 > r2) or ((r1 + r2 < r3 + r4) and r3 < r4): detdir1 = chr(s - c1) detdir2 = chr(s - c2) if numpy.sign(s1) > 0: if sign1 > 0: detdir1 += '-' else: detdir1 += '+' else: if sign1 > 0: detdir1 += '+' else: detdir1 += '-' if numpy.sign(s4) > 0: if sign2 > 0: detdir2 += '-' else: detdir2 += '+' else: if sign2 > 0: detdir2 += '+' else: detdir2 += '-' else: detdir1 = chr(s - c2) detdir2 = chr(s - c1) if numpy.sign(s3) > 0: if sign2 > 0: detdir1 += '-' else: detdir1 += '+' else: if sign2 > 0: detdir1 += '+' else: detdir1 += '-' if numpy.sign(s2) > 0: if sign1 > 0: detdir2 += '-' else: detdir2 += '+' else: if sign1 > 0: detdir2 += '+' else: detdir2 += '-' return detdir1, detdir2 def _area_detector_calib_fit(ang1, ang2, n1, n2, detaxis, r_i, detdir1, detdir2, start=(None, None, 1, 0, 0, 0, 0), fix=(False, False, True, False, False, False, False), full_output=False, wl=1., debug=False): """ INTERNAL FUNCTION function to calibrate the detector parameters of an area detector it determines the detector tilt possible rotations and offsets in the detector arm angles parameters ---------- angle1 : array-like outer detector arm angle angle2 : array-like inner detector arm angle n1, n2 : int pixel number at which the primary beam was observed detaxis : list of str detector arm rotation axis; default: ['z+', 'y-'] r_i : str primary beam direction [xyz][+-]; default 'x+' detdir1, detdir2 : str detector pixel directions of first and second pixel coordinates; e.g. 'y+' start : tuple, optional sequence of start values of the fit for parameters, which can not be estimated automatically or might want to be fixed. These are: pwidth1, pwidth2, distance, tiltazimuth, tilt, detector_rotation, outerangle_offset. By default (None, None, 1, 0, 0, 0, 0) is used. fix : tuple of bool fix parameters of start (default: (False, False, True, False, False, False, False)) It is strongly recommended to either fix the distance or the pwidth1, 2 values. fig : Figure, optional matplotlib figure used for plotting the error default: None (creates own figure) full_output : bool flag to tell if to return fit object with final parameters and detector directions wl : float or str wavelength of the experiment in angstrom (default: 1) value does not really matter here but does affect the scaling of the error debug : bool flag to tell if you want to see debug output of the script (switch this to true only if you can handle it :)) Returns ------- float final epsilon of the fit param : list, optional if full_output: fit parameters fit : object, optional if full_output: fit object """ def areapixel(params, detectorDir1, detectorDir2, r_i, detectorAxis, *args, **kwargs): """ angular to momentum space conversion for pixels of an area detector the center pixel is in direction of self.r_i when detector angles are zero the detector geometry must be given to the routine Parameters ---------- params : list parameters of the detector calibration model (cch1, cch2, pwidth1, pwidth2, tiltazimuth, tilt, detrot) - cch1, cch2: center pixel, in direction of self.r_i at zero detectorAngles; - pwidth1, pwidth2: width of one pixel (same unit as distance); - distance: distance of center pixel from center of rotation; - tiltazimuth: direction of the tilt vector in the detector plane (in degree); - tilt: tilt of the detector plane around an axis normal to the direction given by the tiltazimuth; - detrot: detector rotation around the primary beam direction as given by r_i; detectorDir1 : str direction of the detector (along the pixel direction 1); e.g. 'z+' means higher pixel numbers at larger z positions detectorDir2 : str direction of the detector (along the pixel direction 2); e.g. 'x+' r_i : str primary beam direction e.g. 'x+' detectorAxis : list or tuple detector circles e.g. ['z+', 'y-'] would mean a detector arm with a two rotations *args : array-like detector angles and channel numbers; *dAngles* as numpy array, lists or Scalars in total len(detectorAxis) must be given starting with the outer most circle. All arguments must have the same shape or length. *channel numbers* n1 and n2 where the primary beam hits the detector with same length as the detector values delta : list, optional giving delta angles to correct the given ones for misalignment delta must be an numpy array or list of len(*dAngles) used angles are than *args - delta wl : float or str, optional x-ray wavelength in angstrom (default: 1 (since it does not matter here)) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space position of detector pixels n1, n2 in a numpy.ndarray of shape ( len(args) , 3 ) """ # check detector circle argument if isinstance(detectorAxis, (str, list, tuple)): if isinstance(detectorAxis, str): dAxis = list([detectorAxis]) else: dAxis = list(detectorAxis) for circ in dAxis: if not isinstance(circ, str) or len(circ) != 2: raise InputError("QConversionPixel: incorrect detector " "circle type or syntax (%s)" % repr(circ)) if not circleSyntax.search(circ): raise InputError("QConversionPixel: incorrect detector " "circle syntax (%s)" % circ) else: raise TypeError("Qconversion error: invalid type for detectorAxis," " must be str, list or tuple") # add detector rotation around primary beam dAxis += [r_i] _detectorAxis_str = '' for circ in dAxis: _detectorAxis_str += circ Nd = len(dAxis) Nargs = Nd + 2 - 1 # check detectorDir if not isinstance(detectorDir1, str) or len(detectorDir1) != 2: raise InputError("QConversionPixel: incorrect detector direction1 " "type or syntax (%s)" % repr(detectorDir1)) if not circleSyntax.search(detectorDir1): raise InputError("QConversionPixel: incorrect detector direction1 " "syntax (%s)" % detectorDir1) _area_detdir1 = detectorDir1 if not isinstance(detectorDir2, str) or len(detectorDir2) != 2: raise InputError("QConversionPixel: incorrect detector direction2 " "type or syntax (%s)" % repr(detectorDir2)) if not circleSyntax.search(detectorDir2): raise InputError("QConversionPixel: incorrect detector direction2 " "syntax (%s)" % detectorDir2) _area_detdir2 = detectorDir2 # parse parameter arguments _area_cch1 = float(params[0]) _area_cch2 = float(params[1]) _area_pwidth1 = float(params[2]) _area_pwidth2 = float(params[3]) _area_distance = float(params[4]) _area_tiltazimuth = math.radians(params[5]) _area_tilt = math.radians(params[6]) _area_rot = float(params[7]) _area_ri = xumath.getVector(r_i) * _area_distance # kwargs wl = utilities.wavelength(kwargs.get('wl', 1.)) deg = kwargs.get('deg', True) delta = numpy.asarray(kwargs.get('delta', numpy.zeros(Nd)), dtype=numpy.double) if delta.size != Nd - 1: raise InputError("QConversionPixel: keyword argument delta " "does not have an appropriate shape") # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Nargs: raise InputError("QConversionPixel: wrong amount (%d) of arguments" " given, number of arguments should be %d" % (len(args), Nargs)) try: Npoints = len(args[0]) except (TypeError, IndexError): Npoints = 1 dAngles = numpy.array((), dtype=numpy.double) for i in range(Nd - 1): arg = args[i] if not isinstance(arg, (numbers.Number, tuple, list, numpy.ndarray)): raise TypeError("QConversionPixel: invalid type for one of " "the detector coordinates, must be scalar, " "list or array") if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) arg = arg - delta[i] dAngles = numpy.concatenate((dAngles, arg)) # add detector rotation around primary beam dAngles = numpy.concatenate((dAngles, numpy.ones(arg.shape, dtype=numpy.double) * _area_rot)) # read channel numbers n1 = numpy.array((), dtype=numpy.double) n2 = numpy.array((), dtype=numpy.double) arg = args[Nd - 1] if not isinstance(arg, (numbers.Number, tuple, list, numpy.ndarray)): raise TypeError("QConversionPixel: invalid type for one of the " "detector coordinates, must be scalar, list or " "array") if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) n1 = arg arg = args[Nd] if not isinstance(arg, (numbers.Number, tuple, list, numpy.ndarray)): raise TypeError("QConversionPixel: invalid type for one of the " "detector coordinates, must be scalar, list or " "array") if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) n2 = arg dAngles.shape = (Nd, Npoints) dAngles = dAngles.transpose() if deg: dAngles = radians(dAngles) qpos = cxrayutilities.ang2q_conversion_area_pixel( dAngles, n1, n2, _area_ri, _detectorAxis_str, _area_cch1, _area_cch2, _area_pwidth1, _area_pwidth2, _area_detdir1, _area_detdir2, _area_tiltazimuth, _area_tilt, wl, config.NTHREADS) return qpos[:, 0], qpos[:, 1], qpos[:, 2] def afunc(param, x, detectorDir1, detectorDir2, r_i, detectorAxis, wl): """ function for fitting the detector parameters basically this is a wrapper for the areapixel function parameters ---------- param : list fit parameters (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset) x : array-like independent variables (angle1, angle2, n1, n2) with shape (4, Npoints) detectorDir1 : str direction of the detector (along the pixel direction 1); e.g. 'z+' means higher pixel numbers at larger z positions detectorDir2 : str direction of the detector (along the pixel direction 2); e.g. 'x+' r_i : str primary beam direction e.g. 'x+' detectorAxis : list or tuple detector circles e.g. ['z+', 'y-'] would mean a detector arm with a two rotations wl : float or str wavelength of the experiment in angstrom Returns ------- ndarray reciprocal space position of detector pixels n1, n2 in a numpy.ndarray of shape (3, x.shape[1]) """ angle1 = x[0, :] angle2 = x[1, :] n1 = x[2, :] n2 = x[3, :] # use only positive tilt param[6] = abs(param[6]) (qx, qy, qz) = areapixel( param[:-1], detectorDir1, detectorDir2, r_i, detectorAxis, angle1, angle2, n1, n2, delta=[param[-1], 0.], wl=wl) return qx ** 2 + qy ** 2 + qz ** 2 Npoints = len(ang1) # guess initial parameters # center channel and detector pixel direction and pixel size (s1, i1), r1 = xumath.linregress(ang1 - start[6], n1) (s2, i2), r2 = xumath.linregress(ang1 - start[6], n2) (s3, i3), r3 = xumath.linregress(ang2, n1) (s4, i4), r4 = xumath.linregress(ang2, n2) distance = start[2] if ((r1 + r2 > r3 + r4) and r1 > r2) or ((r1 + r2 < r3 + r4) and r3 < r4): cch1 = i1 cch2 = i4 pwidth1 = 2 * distance / numpy.abs(s1) * math.tan(math.radians(0.5)) pwidth2 = 2 * distance / numpy.abs(s4) * math.tan(math.radians(0.5)) else: cch1 = i3 cch2 = i2 pwidth1 = 2 * distance / numpy.abs(s3) * math.tan(math.radians(0.5)) pwidth2 = 2 * distance / numpy.abs(s2) * math.tan(math.radians(0.5)) if numpy.isscalar(start[0]): pwidth1 = start[0] if numpy.isscalar(start[1]): pwidth2 = start[1] if numpy.isscalar(start[0]) or numpy.isscalar(start[1]): # find biggest correlation and recalculate distance idxmax = numpy.argmax((r1, r2, r3, r4)) s = (s1, s2, s3, s4)[idxmax] distance = abs(s) / math.tan(math.radians(0.5)) / 2 distance *= pwidth1 if idxmax < 2 else pwidth2 tilt = abs(start[4]) tiltazimuth = start[3] detrot = start[5] outerangle_offset = start[6] # parameters for the fitting param = (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset) if debug: print("initial parameters: ") print("primary beam / detector pixel directions / distance: " "%s / %s %s / %e" % (r_i, detdir1, detdir2, distance)) print("param: (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, " "tilt, detrot, outerangle_offset)") print("param: %.2f %.2f %10.4e %10.4e %.3f %.1f %.2f %.3f %.3f" % param) # set data x = numpy.empty((4, Npoints), dtype=numpy.double) x[0, :] = ang1 x[1, :] = ang2 x[2, :] = n1 x[3, :] = n2 data = odr.Data(x, y=1) # define model for fitting model = odr.Model(afunc, extra_args=(detdir1, detdir2, r_i, detaxis, wl), implicit=True) # check if parameters need to be fixed ifixb = () for i in range(len(fix)): ifixb += (int(not fix[i]),) my_odr = odr.ODR(data, model, beta0=param, ifixb=(1, 1) + ifixb, ifixx=(0, 0, 0, 0), stpb=(0.4, 0.4, pwidth1/50., pwidth2/50., distance/1000, 2, 0.125, 0.01, 0.01), sclb=(1/abs(cch1), 1/abs(cch2), 1/pwidth1, 1/pwidth2, 1/distance, 1/90., 1/0.2, 1/0.2, 1/0.2), maxit=200, ndigit=12, sstol=1e-11, partol=1e-11) if debug: my_odr.set_iprint(final=1) my_odr.set_iprint(iter=2) fit = my_odr.run() (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset) = fit.beta # fix things in parameters tiltazimuth = tiltazimuth % 360. tilt = abs(tilt) final_q = afunc([cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset], x, detdir1, detdir2, r_i, detaxis, wl) final_error = numpy.mean(final_q) if debug: # pylint: disable-next=no-member print("fitted parameters: (%e, %d, %s) " % (final_error, fit.info, repr(fit.stopreason))) print("primary beam / detector pixel directions / distance: " "%s / %s %s / %e" % (r_i, detdir1, detdir2, distance)) print("param: (cch1, cch2, pwidth1, pwidth2, disance, tiltazimuth, " "tilt, detrot, outerangle_offset)") print("param: %.2f %.2f %10.4e %10.4e %.3f %.1f %.2f %.3f %.3f" % (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset)) if full_output: return final_error, (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset), fit return final_error # ##################################################### # detector parameter calculation from scan with # area detector (determine maximum by center of mass) # ##################################################### def area_detector_calib_hkl(sampleang, angle1, angle2, ccdimages, hkls, experiment, material, detaxis, r_i, plot=True, cut_off=0.7, start=(None, None, 1, 0, 0, 0, 0, 0, 0, 'config'), fix=(False, False, True, False, False, False, False, False, False, False), fig=None, plotlog=False, nwindow=50, debug=False): """ function to calibrate the detector parameters of an area detector it determines the detector tilt possible rotations and offsets in the detector arm angles in this variant not only scans through the primary beam but also scans at a set of symmetric reflections can be used for the detector parameter determination. for this not only the detector parameters but in addition the sample orientation and wavelength need to be fit. Both images from the primary beam hkl = (0, 0, 0) and from a symmetric reflection hkl = (h, k, l) need to be given for a successful run. Parameters ---------- sampleang : array-like sample rocking angle (needed to align the reflections (same rotation direction as inner detector rotation)) other sample angle are not allowed to be changed during the scans angle1 : array-like outer detector arm angle angle2 : array-like inner detector arm angle ccdimages : array-like images of the ccd taken at the angles given above hkls : list or array-like hkl values for every image experiment : Experiment Experiment class object needed to get the UB matrix for the hkl peak treatment material : Crystal material used as reference crystal detaxis : list of str detector arm rotation axis; default: ['z+', 'y-'] r_i : str primary beam direction [xyz][+-]; default 'x+' plot : bool, optional flag to determine if results and intermediate results should be plotted; default: True cut_off : float, optional cut off intensity to decide if image is used for the determination or not; default: 0.7 = 70% start : tuple, optional sequence of start values of the fit for parameters, which can not be estimated automatically or might want to be fixed. These are: pwidth1, pwidth2, distance, tiltazimuth, tilt, detector_rotation, outerangle_offset, sampletilt, sampletiltazimuth, wavelength. By default (None, None, 1, 0, 0, 0, 0, 0, 0, 'config'). fix : tuple of bool fix parameters of start (default: (False, False, True, False, False, False, False, False, False, False)) It is strongly recommended to either fix the distance or the pwidth1, 2 values. fig : Figure, optional matplotlib figure used for plotting the error default: None (creates own figure) plotlog : bool flag to specify if the created error plot should be on log-scale nwindow : int window size for determination of the center of mass position after the center of mass of every full image is determined, the center of mass is determined again using a window of size nwindow in order to reduce the effect of hot pixels. debug : bool flag to specify that you want to see verbose output and saving of images to show if the CEN determination works """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.area_' 'detector_calib_hkl') if start[-1] == 'config': start[-1] = config.WAVELENGTH elif isinstance(start[-1], str): start[-1] = utilities.wavelength(start[-1]) t0 = time.time() Npoints = len(angle1) if debug: print("number of given images: %d" % Npoints) # determine center of mass position from detector images also use only # images with an intensity larger than cut_off of the average intensity. # the image selection is only performed for images in the primary beam n1 = numpy.zeros(0, dtype=numpy.double) n2 = n1 ang1 = n1 ang2 = n1 sang = n1 usedhkls = [] avg = 0 imgpbcnt = 0 for i in range(Npoints): if numpy.all(hkls[i] == (0, 0, 0)): avg += numpy.sum(ccdimages[i]) imgpbcnt += 1 if imgpbcnt > 0: avg /= float(imgpbcnt) else: raise ValueError("XU.analyis.area_detector_calib_hkl: no required " "images in the primary beam given!") (N1, N2) = ccdimages[0].shape if debug: print(f"average intensity per image in the primary beam: {avg:.1f}") for i in range(Npoints): if debug and i == 0: print("angle1, angle2, cen1, cen2") img = ccdimages[i] if ((numpy.sum(img) > cut_off * avg) or (numpy.all(hkls[i] != (0, 0, 0)))): cen1, cen2 = _peak_position(img, nwindow, plot=debug and plot) n1 = numpy.append(n1, cen1) n2 = numpy.append(n2, cen2) ang1 = numpy.append(ang1, angle1[i]) ang2 = numpy.append(ang2, angle2[i]) sang = numpy.append(sang, sampleang[i]) usedhkls.append(hkls[i]) if debug: print(f"{angle1[i]:8.3f} {angle2[i]:8.3f} \t" f"{cen1:.2f} {cen2:.2f}") Nused = len(ang1) usedhkls = numpy.array(usedhkls) if debug: print("Nused / Npoints: %d / %d" % (Nused, Npoints)) # guess initial parameters n10 = numpy.zeros(0, dtype=numpy.double) n20 = n10 ang10 = n10 ang20 = n10 for i in range(Nused): if numpy.all(usedhkls[i] == (0, 0, 0)): n10 = numpy.append(n10, n1[i]) n20 = numpy.append(n20, n2[i]) ang10 = numpy.append(ang10, ang1[i]) ang20 = numpy.append(ang20, ang2[i]) detdir1, detdir2 = _determine_detdir(ang10 - start[3], ang20, n10, n20, detaxis, r_i) epslist = [] paramlist = [] epsmin = numpy.inf fitmin = None print("tiltaz tilt detrot offset sampletilt+azimuth wavelength: " "error (relative) (fittime)") print("------------------------------------------------------------") # find optimal detector rotation (however keep other parameters free) detrot = start[5] if not fix[5]: for detrotstart in numpy.linspace(start[5] - 1, start[5] + 1, 20): start = start[:5] + (detrotstart,) + start[6:] eps, param, fit = _area_detector_calib_fit2( sang, ang1, ang2, n1, n2, usedhkls, experiment, material, detaxis, r_i, detdir1, detdir2, start=start, fix=fix, full_output=True) epslist.append(eps) paramlist.append(param) if epslist[-1] < epsmin: epsmin = epslist[-1] parammin = param fitmin = fit detrot = param[7] if debug: print("single fit") print(param) Ntiltaz = 1 if fix[3] else 5 Ntilt = 1 if fix[4] else 6 Noffset = 1 if fix[6] else 100 if fix[6]: Ntilt = Ntilt * 8 if not fix[4] else Ntilt Ntiltaz = Ntiltaz * 7 if not fix[3] else Ntiltaz startparam = start[:5] + (detrot,) + start[6:] Ntot = Ntiltaz * Ntilt * Noffset ict = 0 for tiltazimuth in numpy.linspace(startparam[3] if fix[3] else 0, 360, Ntiltaz, endpoint=False): for tilt in numpy.linspace(startparam[4] if fix[4] else 0, 4, Ntilt): for offset in numpy.linspace( startparam[6] if fix[6] else - 3 + startparam[6], 3 + startparam[6], Noffset): t1 = time.time() start = (start[:3] + (tiltazimuth, tilt, detrot, offset) + start[7:]) eps, param, fit = _area_detector_calib_fit2( sang, ang1, ang2, n1, n2, usedhkls, experiment, material, detaxis, r_i, detdir1, detdir2, start=start, fix=fix, full_output=True) epslist.append(eps) paramlist.append(param) t2 = time.time() print("%d/%d\t%6.1f %6.2f %8.3f %8.3f %8.3f %7.2f %8.4f: " "%10.4e (%4.2f) (%5.2fsec)" % ((ict, Ntot) + start[3:] + (epslist[-1], epslist[-1] / epsmin, t2 - t1))) ict += 1 if epslist[-1] < epsmin: print("************************") print("new global minimum found") epsmin = epslist[-1] parammin = param fitmin = fit print("new best parameters: %.2f %.2f %10.4e %10.4e %8.4f " "%.1f %.2f %.3f %.3f %.3f %.2f %.4f" % parammin) print("************************\n") (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, stilt, stazimuth, wavelength) = parammin if plot: if fig: plt.figure(fig.number) else: figlabel = "CCD Calib fit %d" i = 1 while figlabel % i in plt.get_figlabels(): i += 1 plt.figure(figlabel % i) nparams = numpy.array(paramlist) neps = numpy.array(epslist) labels = ( 'cch1 (1)', 'cch2 (1)', r'pwidth1 ($\mu$m@1m)', r'pwidth2 ($\mu$m@1m)', 'distance (m)', 'tiltazimuth (deg)', 'tilt (deg)', 'detrot (deg)', 'outerangle offset (deg)', 'sample tilt (deg)', 'st azimuth (deg)', 'wavelength (AA)') xscale = (1., 1., 1.e6, 1.e6, 1., 1., 1., 1., 1., 1., 1., 1.) for p in range(12): ax = plt.subplot(3, 4, p + 1) if plotlog: plt.semilogy(nparams[:, p] * xscale[p], neps, '.k') else: plt.scatter(nparams[:, p] * xscale[p], neps, c=nparams[:, -1], s=10, marker='o', cmap="gnuplot", edgecolor='none') plt.xlabel(labels[p]) if plotlog: plt.semilogy(parammin[p] * xscale[p], epsmin, 'ok', ms=8, mew=2.5, mec='k', mfc='w') else: plt.plot(parammin[p] * xscale[p], epsmin, 'ok', ms=8, mew=2.5, mec='k', mfc='w') plt.ylim(epsmin * 0.7, epsmin * 2.) plt.locator_params(nbins=4, axis='x') if p > 1: if fix[p-2]: ax.set_facecolor('0.85') plt.tight_layout() if config.VERBOSITY >= config.INFO_LOW: print(f"total time needed for fit: {time.time() - t0:.2f}sec") print("fitted parameters: epsilon: %10.4e (%d,%s) " # pylint: disable-next=no-member % (epsmin, fitmin.info, repr(fitmin.stopreason))) print("param: (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, " "tilt, detrot, outerangle_offset, sampletilt, stazimuth, " "wavelength)") print("param: %.2f %.2f %10.4e %10.4e %.4f %.1f %.2f %.3f %.3f %.3f " "%.2f %.4f" % (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, stilt, stazimuth, wavelength)) if config.VERBOSITY > 0: print("please check the resulting data (consider setting plot=True)") print("detector rotation axis / primary beam direction (given by user)" ": %s / %s" % (repr(detaxis), r_i)) print("detector pixel directions / distance: %s %s / %e" % (detdir1, detdir2, distance)) print("\tdetector initialization with: init_area('%s', '%s', " "cch1=%.2f, cch2=%.2f, Nch1=%d, Nch2=%d, pwidth1=%.4e, " "pwidth2=%.4e, distance=%.5f, detrot=%.3f, tiltazimuth=%.1f, " "tilt=%.3f)" % (detdir1, detdir2, cch1, cch2, N1, N2, pwidth1, pwidth2, distance, detrot, tiltazimuth, tilt)) print("AND ALWAYS USE an (additional) OFFSET of %.4fdeg in the " "OUTER DETECTOR ANGLE!" % (outerangle_offset)) return (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, stilt, stazimuth, wavelength), epsmin def _area_detector_calib_fit2(sang, ang1, ang2, n1, n2, hkls, experiment, material, detaxis, r_i, detdir1, detdir2, start=(None, None, 1, 0, 0, 0, 0, 0, 0, 1.0), fix=(False, False, True, False, False, False, False, False, False, False), full_output=False, debug=False): """ INTERNAL FUNCTION function to calibrate the detector parameters of an area detector it determines the detector tilt possible rotations and offsets in the detector arm angles Parameters ---------- sang : array-like sample rocking angle (rotation direction of inner detector rotation) angle1 : array-like outer detector arm angle angle2 : array-like inner detector arm angle n1, n2 : array-like pixel number at which the beam was observed hkls : tuple or list Miller indices of the reflection were the images were taken (use (0, 0, 0)) for primary beam experiment : Experiment Experiment class object needed to get the UB matrix needed for the hkl peak treatment material : Crystal material used as reference crystal detaxis : str detector arm rotation axis default: ['z+', 'y-'] detdir1, detdir2 : str detector pixel directions of first and second pixel coordinates; e.g. 'y+' r_i : str primary beam direction [xyz][+-] default 'x+' start : tuple or list, optional sequence of start values of the fit for parameters, which can not be estimated automatically. these are: pwidth1, pwidth2, distance, tiltazimuth, tilt, detector_rotation, outerangle_offset, sampletilt, sampletiltazimuth, wavelength. By default: (None, None, 1, 0, 0, 0, 0, 0, 0, 1.0) fix : tuple or list, optional fix parameters of start full_output : bool, optional flag to tell if to return fit object with final parameters and detector directions debug : bool, optional flag to tell if you want to see debug output of the script (switch this to true only if you can handle it :)) Returns ------- float final epsilon of the fit param : list, optional if full_output: fit parameters fit : object, optional if full_output: fit object """ def areapixel2(params, detectorDir1, detectorDir2, r_i, detectorAxis, *args, **kwargs): """ angular to momentum space conversion for pixels of an area detector the center pixel is in direction of self.r_i when detector angles are zero the detector geometry must be given to the routine Parameters ---------- params : list or tuple parameters of the detector calibration model (cch1, cch2, pwidth1, pwidth2, tiltazimuth, tilt, detrot): cch1, 2: center pixel, in direction of r_i at zero detectorAngles; pwidth1, 2: width of one pixel (same unit as distance); distance: distance of center pixel from center of rotation; tiltazimuth: direction of the tilt vector in the detector plane (in degree); tilt: tilt of the detector plane around an axis normal to the direction given by the tiltazimuth; detrot: detector rotation around the primary beam direction as given by r_i detectorDir1 : str direction of the detector (along the pixel direction 1); e.g. 'z+' means higher pixel numbers at larger z positions detectorDir2 : str direction of the detector (along the pixel direction 2); e.g. 'x+' r_i : str primary beam direction e.g. 'x+' detectorAxis : list or tuple detector circles; e.g. ['z+', 'y-'] would mean a detector arm with a two rotations *args : array-like sample, detector angles and channel numbers; *sAngle* sample rocking angle as numpy array, lists or Scalars. *dAngles* as numpy array, lists or Scalars. In total len(detectorAxis) values must be given starting with the outer most circle. All arguments must have the same shape or length. *channel numbers* `n1` and `n2` where the primary beam hits the detector with the same length as the detector values delta : list of array-like, optional giving delta angles to correct the given ones for misalignment. delta must be an numpy array or list of len(*dAngles). used angles are than *args - delta UB : array-like, optional orientation matrix of the sample wl : float or str, optional x-ray wavelength in angstrom deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space position of detector pixels n1, n2 in a numpy.ndarray of shape (len(args) , 3) """ # check detector circle argument if isinstance(detectorAxis, str): dAxis = list([detectorAxis]) else: dAxis = list(detectorAxis) _sampleAxis_str = dAxis[-1] # add detector rotation around primary beam dAxis += [r_i] _detectorAxis_str = '' for circ in dAxis: _detectorAxis_str += circ Nd = len(dAxis) Nargs = Nd + 2 - 1 + 1 # check detectorDir _area_detdir1 = detectorDir1 _area_detdir2 = detectorDir2 # parse parameter arguments _area_cch1 = float(params[0]) _area_cch2 = float(params[1]) _area_pwidth1 = float(params[2]) _area_pwidth2 = float(params[3]) _area_distance = float(params[4]) _area_tiltazimuth = math.radians(params[5]) _area_tilt = math.radians(params[6]) _area_rot = float(params[7]) _area_ri = xumath.getVector(r_i) * _area_distance # kwargs wl = utilities.wavelength(kwargs.get('wl', 1.)) deg = kwargs.get('deg', True) UB = kwargs.get('UB', numpy.identity(3)) delta = numpy.asarray(kwargs.get('delta', numpy.zeros(Nd)), dtype=numpy.double) if delta.size != Nd - 1 + 1: raise InputError("QConversionPixel: keyword argument delta " "does not have an appropriate shape") # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Nargs: raise InputError("QConversionPixel: wrong amount (%d) of " "arguments given, number of arguments should be " "%d" % (len(args), Nargs)) try: Npoints = len(args[0]) except (TypeError, IndexError): Npoints = 1 sAngles = numpy.array((), dtype=numpy.double) for i in range(1): arg = args[i] if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) arg = arg - delta[i] sAngles = numpy.concatenate((sAngles, arg)) dAngles = numpy.array((), dtype=numpy.double) for i in range(1, Nd): arg = args[i] if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) arg = arg - delta[i] dAngles = numpy.concatenate((dAngles, arg)) # add detector rotation around primary beam dAngles = numpy.concatenate(( dAngles, numpy.ones(arg.shape, dtype=numpy.double) * _area_rot)) # read channel numbers n1 = numpy.array((), dtype=numpy.double) n2 = numpy.array((), dtype=numpy.double) arg = args[Nd] if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) n1 = arg arg = args[Nd + 1] if isinstance(arg, numbers.Number): arg = numpy.array([arg], dtype=numpy.double) elif isinstance(arg, list): arg = numpy.array(arg, dtype=numpy.double) n2 = arg sAngles.shape = (1, Npoints) sAngles = sAngles.transpose() dAngles.shape = (Nd, Npoints) dAngles = dAngles.transpose() if deg: sAngles = radians(sAngles) dAngles = radians(dAngles) qpos = cxrayutilities.ang2q_conversion_area_pixel2( sAngles, dAngles, n1, n2, _area_ri, _sampleAxis_str, _detectorAxis_str, _area_cch1, _area_cch2, _area_pwidth1, _area_pwidth2, _area_detdir1, _area_detdir2, _area_tiltazimuth, _area_tilt, UB, wl, config.NTHREADS) return qpos[:, 0], qpos[:, 1], qpos[:, 2] def afunc(param, x, detectorDir1, detectorDir2, r_i, detectorAxis): """ function for fitting the detector parameters basically this is a wrapper for the areapixel function parameters ---------- param : list or tuple fit parameters (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, sampletiltazimuth, wavelength) x : array-like independent variables; contains (sang, angle1, angle2, n1, n2, hkls) with shape (8, Npoints) detectorDir1 : str direction of the detector (along the pixel direction 1); e.g. 'z+' means higher pixel numbers at larger z positions detectorDir2 : str direction of the detector (along the pixel direction 2); e.g. 'x+' r_i : str primary beam direction e.g. 'x+' detectorAxis : list or tuple detector circles; e.g. ['z+', 'y-'] would mean a detector arm with a two rotations Returns ------- ndarray reciprocal space position of detector pixels n1, n2 in a numpy.ndarray of shape (3, x.shape[1]) """ sang = x[0, :] angle1 = x[1, :] angle2 = x[2, :] n1 = x[3, :] n2 = x[4, :] H = x[5, :] K = x[6, :] L = x[7, :] # use only positive tilt and sample tilt param[6] = abs(param[6]) param[9] = abs(param[9]) wl = param[11] cp = math.cos(math.radians(param[10])) sp = math.sin(math.radians(param[10])) cc = math.cos(math.radians(param[9])) sc = math.sin(math.radians(param[9])) # UB matrix due to tilt at symmetric peak U1 = numpy.array(((cp * cc, -sp, cp * sc), (sp * cc, cp, sp * sc), (-sc, 0, cc)), dtype=numpy.double) U2 = experiment._transform.matrix U = numpy.dot(U1, U2) B = material.B ubmat = numpy.dot(U, B) (qx, qy, qz) = areapixel2( param[:-4], detectorDir1, detectorDir2, r_i, detectorAxis, sang, angle1, angle2, n1, n2, delta=[0, param[8], 0.], distance=1., UB=ubmat, wl=wl) return (qx - H) ** 2 + (qy - K) ** 2 + (qz - L) ** 2 Npoints = len(ang1) # guess initial parameters n10 = numpy.zeros(0, dtype=numpy.double) n20 = n10 ang10 = n10 ang20 = n10 n1s = numpy.zeros(0, dtype=numpy.double) n2s = n1s ang1s = n1s ang2s = n1s sangs = n1s for i in range(Npoints): if numpy.all(hkls[i] == (0, 0, 0)): n10 = numpy.append(n10, n1[i]) n20 = numpy.append(n20, n2[i]) ang10 = numpy.append(ang10, ang1[i]) ang20 = numpy.append(ang20, ang2[i]) else: n1s = numpy.append(n1s, n1[i]) n2s = numpy.append(n2s, n2[i]) ang1s = numpy.append(ang1s, ang1[i]) ang2s = numpy.append(ang2s, ang2[i]) sangs = numpy.append(sangs, sang[i]) # center channel and detector pixel direction and pixel size (s1, i1), r1 = xumath.linregress(ang10 - start[3], n10) (s2, i2), r2 = xumath.linregress(ang10 - start[3], n20) (s3, i3), r3 = xumath.linregress(ang20, n10) (s4, i4), r4 = xumath.linregress(ang20, n20) distance = start[2] if ((r1 + r2 > r3 + r4) and r1 > r2) or ((r1 + r2 < r3 + r4) and r3 < r4): cch1 = i1 cch2 = i4 pwidth1 = 2 * distance / numpy.abs(s1) * math.tan(math.radians(0.5)) pwidth2 = 2 * distance / numpy.abs(s4) * math.tan(math.radians(0.5)) else: cch1 = i3 cch2 = i2 pwidth1 = 2 * distance / numpy.abs(s3) * math.tan(math.radians(0.5)) pwidth2 = 2 * distance / numpy.abs(s2) * math.tan(math.radians(0.5)) if numpy.isscalar(start[0]): pwidth1 = start[0] if numpy.isscalar(start[1]): pwidth2 = start[1] if numpy.isscalar(start[0]) or numpy.isscalar(start[1]): # find biggest correlation and recalculate distance idxmax = numpy.argmax((r1, r2, r3, r4)) s = (s1, s2, s3, s4)[idxmax] distance = abs(s) / math.tan(math.radians(0.5)) / 2 distance *= pwidth1 if idxmax < 2 else pwidth2 tilt = abs(start[4]) tiltazimuth = start[3] detrot = start[5] outerangle_offset = start[6] sampletilt = start[7] stazimuth = start[8] wavelength = start[9] # parameters for the fitting param = (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength) # determine better start values for sample tilt and azimuth (qx, qy, qz) = areapixel2( param[:-4], detdir1, detdir2, r_i, detaxis, sangs, ang1s, ang2s, n1s, n2s, delta=[0, param[8], 0.], wl=wavelength) if debug: print(f"average qx: {numpy.average(qx):.3f}({numpy.std(qx):.3f})") print(f"average qy: {numpy.average(qy):.3f}({numpy.std(qy):.3f})") print(f"average qz: {numpy.average(qz):.3f}({numpy.std(qz):.3f})") qvecav = (numpy.average(qx), numpy.average(qy), numpy.average(qz)) sampletilt = xumath.VecAngle(experiment.Transform(experiment.ndir), qvecav, deg=True) stazimuth = -xumath.VecAngle( experiment.Transform(experiment.idir), qvecav - xumath.VecDot(experiment.Transform(experiment.ndir), qvecav) * experiment.Transform(experiment.ndir), deg=True) param = (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength) if debug: print("initial parameters: ") print("primary beam / detector pixel directions / distance: %s / " "%s %s / %e" % (r_i, detdir1, detdir2, distance)) print("param: (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, " "tilt, detrot, outerangle_offset, sampletilt, stazimuth, " "wavelength)") print("param: %.2f %.2f %10.4e %10.4e %.3f %.1f %.2f %.3f %.3f %.3f " "%.2f %.4f" % param) # set data x = numpy.empty((8, Npoints), dtype=numpy.double) x[0, :] = sang x[1, :] = ang1 x[2, :] = ang2 x[3, :] = n1 x[4, :] = n2 x[5, :] = hkls[:, 0] x[6, :] = hkls[:, 1] x[7, :] = hkls[:, 2] data = odr.Data(x, y=1) # define model for fitting model = odr.Model(afunc, extra_args=(detdir1, detdir2, r_i, detaxis), implicit=True) # check if parameters need to be fixed ifixb = () for i in range(len(fix)): ifixb += (int(not fix[i]),) my_odr = odr.ODR(data, model, beta0=param, ifixb=(1, 1) + ifixb, ifixx=(0, 0, 0, 0, 0, 0, 0, 0), stpb=(0.4, 0.4, pwidth1/50., pwidth2/50., distance/1000, 2, 0.125, 0.01, 0.01, 0.01, 1., 0.0001), sclb=(1/abs(cch1), 1/abs(cch2), 1/pwidth1, 1/pwidth2, 1/distance, 1/90., 1/0.2, 1/0.2, 1/0.2, 1/0.1, 1/90., 1.), maxit=200, ndigit=12, sstol=1e-11, partol=1e-11) if debug: my_odr.set_iprint(final=1) my_odr.set_iprint(iter=2) fit = my_odr.run() (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength) = fit.beta # fix things in parameters tiltazimuth = tiltazimuth % 360. stazimuth = stazimuth % 360. tilt = abs(tilt) sampletilt = abs(sampletilt) final_q = afunc([cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength], x, detdir1, detdir2, r_i, detaxis) final_error = numpy.mean(final_q) if debug: # pylint: disable-next=no-member print("fitted parameters: (%e, %d, %s) " % (final_error, fit.info, repr(fit.stopreason))) print("primary beam / detector pixel directions / distance: %s / %s " "%s / %e" % (r_i, detdir1, detdir2, distance)) print("param: (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, " "tilt, detrot, outerangle_offset, sampletilt, sampletiltazimuth," " wavelength)") print("param: %.2f %.2f %10.4e %10.4e %.3f %.1f %.2f %.3f %.3f %.3f " "%.2f %.4f" % (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength)) if full_output: return final_error, (cch1, cch2, pwidth1, pwidth2, distance, tiltazimuth, tilt, detrot, outerangle_offset, sampletilt, stazimuth, wavelength), fit return final_error ################################################# def psd_refl_align(primarybeam, angles, channels, plot=True): """ function which calculates the angle at which the sample is parallel to the beam from various angles and detector channels from the reflected beam. The function can be used during the half beam alignment with a linear detector. Parameters ---------- primarybeam : int primary beam channel number angles : list or array-like incidence angles channels : list or array-like corresponding detector channels plot : bool, optional flag to specify if a visualization of the fit is wanted default : True Returns ------- float angle at which the sample is parallel to the beam Examples -------- >>> zeroangle = psd_refl_align(500, [0, 0.1, 0.2, 0.3], ... [550, 600, 640, 700]) XU.analysis.psd_refl_align: sample is parallel to beam at goniometer angle\ -0.0986 (R^2=0.9942) """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.psd_refl_' 'align') p, rsq = xumath.linregress(numpy.asarray(channels), numpy.asarray(angles)) zeropos = numpy.polyval(p, primarybeam) if plot: xmin = min(min(channels), primarybeam) xmax = max(max(channels), primarybeam) ymin = min(min(angles), zeropos) ymax = max(max(angles), zeropos) # open new figure for the plot plt.figure() plt.plot(channels, angles, 'xk', ms=8., mew=2.) plt.plot([xmin - (xmax - xmin) * 0.1, xmax + (xmax - xmin) * 0.1], numpy.polyval(p, [xmin - (xmax - xmin) * 0.1, xmax + (xmax - xmin) * 0.1]), '-g', linewidth=1.5) ax = plt.gca() plt.grid() ax.set_xlim(xmin - (xmax - xmin) * 0.15, xmax + (xmax - xmin) * 0.15) ax.set_ylim(ymin - (ymax - ymin) * 0.15, ymax + (ymax - ymin) * 0.15) plt.vlines(primarybeam, ymin - (ymax - ymin) * 0.1, ymax + (ymax - ymin) * 0.1, linewidth=1.5) plt.xlabel("PSD Channel") plt.ylabel("sample angle") plt.tight_layout() if config.VERBOSITY >= config.INFO_LOW: print("XU.analysis.psd_refl_align: sample is parallel to beam at " "goniometer angle %7.4f (R^2=%6.4f)" % (zeropos, rsq)) return zeropos ################################################# # miscut calculation from alignment in 2 and # more azimuths ################################################# def miscut_calc(phi, aomega, zeros=None, omega0=None, plot=True): """ function to calculate the miscut direction and miscut angle of a sample by fitting a sinusoidal function to the variation of the aligned omega values of more than two reflections. The function can also be used to fit reflectivity alignment values in various azimuths. Parameters ---------- phi : list, tuple or array-like azimuths in which the reflection was aligned (deg) aomega : list, tuple or array-like aligned omega values (deg) zeros : list, tuple or array-like, optional angles at which surface is parallel to the beam (deg). For the analysis the angles (aomega - zeros) are used. omega0 : float, optional if specified the nominal value of the reflection is not included as fit parameter, but is fixed to the specified value. This value is MANDATORY if ONLY TWO AZIMUTHs are given. plot : bool, optional flag to specify if a visualization of the fit is wanted. default: True Returns ------- omega0 : float the omega value of the reflection should be close to the nominal one phi0 : float the azimuth in which the primary beam looks upstairs miscut : float amplitude of the sinusoidal variation == miscut angle """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.miscut_' 'calc') if zeros is not None: om = (numpy.array(aomega) - numpy.array(zeros)) else: om = numpy.array(aomega) a = numpy.array(phi) if omega0 is None: # first guess for the parameters # omega0, phi0, miscut p0 = (om.mean(), a[om.argmax()], om.max() - om.min()) def fitfunc(p, phi): return abs(p[2]) * \ cos(radians(phi - (p[1] % 360.))) + p[0] else: # first guess for the parameters p0 = (a[om.argmax()], om.max() - om.min()) # omega0, phi0, miscut def fitfunc(p, phi): return abs(p[1]) * \ cos(radians(phi - (p[0] % 360.))) + omega0 def errfunc(p, phi, om): return fitfunc(p, phi) - om p1, success = optimize.leastsq(errfunc, p0, args=(a, om), maxfev=10000) if config.VERBOSITY >= config.INFO_ALL: print("xu.analysis.miscut_calc: leastsq optimization return value: " "%d" % success) if plot: plt.figure() plt.plot(a, om, 'xk', mew=2, ms=8) linx = numpy.linspace(a.min() - 45, a.min() + 360 - 45, num=1000) plt.plot(linx, fitfunc(p1, linx), '-g', linewidth=1.5) plt.grid() plt.xlabel("azimuth") plt.ylabel("aligned sample angle") if omega0 is None: ret = [p1[0], p1[1] % 360., abs(p1[2])] else: ret = [omega0] + [p1[0] % 360., abs(p1[1])] if config.VERBOSITY >= config.INFO_LOW: print("xu.analysis.miscut_calc: \n" "\t fitted reflection angle: %8.3f \n" "\t looking upstairs at phi: %8.2f \n" "\t miscut angle: %8.3f \n" % (ret[0], ret[1], ret[2])) return ret ################################################# # correct substrate Bragg peak position in # reciprocal space maps ################################################# def fit_bragg_peak(om, tt, psd, omalign, ttalign, exphxrd, frange=(0.03, 0.03), peaktype='Gauss', plot=True): r""" helper function to determine the Bragg peak position in a reciprocal space map used to obtain the position needed for correction of the data. the determination is done by fitting a two dimensional Gaussian (xrayutilities.math.Gauss2d) or Lorentzian (xrayutilities.math.Lorentz2d) PLEASE ALWAYS CHECK THE RESULT CAREFULLY! Parameters ---------- om, tt : array-like angular coordinates of the measurement either with size of psd or of psd.shape[0] psd : array-like intensity values needed for fitting omalign : float aligned omega value, used as first guess in the fit ttalign : float aligned two theta values used as first guess in the fit these values are also used to set the range for the fit: the peak should be within +/-frange\AA^{-1} of those values exphxrd : Experiment experiment class used for the conversion between angular and reciprocal space. frange : tuple of float, optional data range used for the fit in both directions (see above for details default:(0.03, 0.03) unit: \AA^{-1}) peaktype : {'Gauss', 'Lorentz'} peak type to fit plot : bool, optional if True (default) function will plot the result of the fit in comparison with the measurement. Returns ------- omfit, ttfit : float fitted angular values params : list fit parameters (of the Gaussian/Lorentzian) covariance : ndarray covariance matrix of the fit parameters """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.analysis.fit_bragg' '_peak') if peaktype == 'Gauss': func = xumath.Gauss2d elif peaktype == 'Lorentz': func = xumath.Lorentz2d else: raise InputError("peaktype must be either 'Gauss' or 'Lorentz'") if om.size != psd.size: [_, qy, qz] = exphxrd.Ang2Q.linear(om, tt) else: [_, qy, qz] = exphxrd.Ang2Q(om, tt) [_, qysub, qzsub] = exphxrd.Ang2Q(omalign, ttalign) params = [qysub, qzsub, 0.001, 0.001, psd.max(), 0, 0.] drange = [qysub - frange[0], qysub + frange[0], qzsub - frange[1], qzsub + frange[1]] params, covariance = xumath.fit_peak2d( qy.flatten(), qz.flatten(), psd.flatten(), params, drange, func, maxfev=10000) # correct params params[6] = params[6] % (numpy.pi) if params[5] < 0: params[5] = 0 [omfit, _, _, ttfit] = exphxrd.Q2Ang((0, params[0], params[1]), trans=False, geometry="real") if config.VERBOSITY >= config.INFO_LOW: print("XU.analysis.fit_bragg_peak:fitted peak angles: \n\tom =%8.4f\n" "\ttt =%8.4f" % (omfit, ttfit)) if plot: plt.figure() plt.clf() from ..gridder2d import Gridder2D gridder = Gridder2D(50, 50) mask = (qy.flatten() > drange[0]) * (qy.flatten() < drange[1]) * \ (qz.flatten() > drange[2]) * (qz.flatten() < drange[3]) gridder(qy.flatten()[mask], qz.flatten()[mask], psd.flatten()[mask]) # calculate intensity which should be plotted INT = utilities.maplog(gridder.data.transpose(), 4, 0) QXm = gridder.xmatrix QZm = gridder.ymatrix cl = plt.contour(gridder.xaxis, gridder.yaxis, utilities.maplog(func(QXm, QZm, *params), 4, 0).T, 8, colors='k', linestyles='solid') cf = plt.contourf(gridder.xaxis, gridder.yaxis, INT, 35) cf.collections[0].set_label('data') cl.collections[0].set_label('fit') # plt.legend() # for some reason not working? plt.colorbar(extend='min') plt.title("plot shows only coarse data! fit used raw data!") return omfit, ttfit, params, covariance ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/config.py0000644000175100002000000001273314742413365021120 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2010-2023 Dominik Kriegner """ module to parse xrayutilities user-specific config file the parsed values are provide as global constants for the use in other parts of xrayutilities. The config file with the default constants is found in the python installation path of xrayutilities. It is however not recommended to change things there, instead the user-specific config file ~/.xrayutilities.conf or the local xrayutilities.conf file should be used. """ import configparser import math import os.path from ast import literal_eval from . import __path__, utilities_noconf # so far parsed config variables are # # wavelength # energy # verbosity # nthreads # dynlow # dynhigh # epsilon # database filename for atomic structure factors # kappa_plane and kappa_angle xuParser = configparser.ConfigParser() xuParser.optionxform = str def trytomake(obj, key, typefunc): try: obj[key] = typefunc(obj[key]) except KeyError: pass # read global default values for configuration variables with open(os.path.join(__path__[0], "xrayutilities_default.conf")) as conffile: xuParser.read_file(conffile) # read user configuration and local configuration if available cfiles = xuParser.read([ os.path.expanduser(os.path.join("~", ".xrayutilities.conf")), "xrayutilities.conf"]) # set global variables according to configuration sect = "xrayutilities" INFO_LOW = xuParser.getint(sect, "info_low") INFO_ALL = xuParser.getint(sect, "info_all") DEBUG = xuParser.getint(sect, "debug") VERBOSITY = xuParser.getint(sect, "verbosity") try: WAVELENGTH = xuParser.getfloat(sect, "wavelength") except ValueError: WAVELENGTH = xuParser.get(sect, "wavelength") except configparser.NoOptionError: pass try: ENERGY = xuParser.getfloat(sect, "energy") except ValueError: ENERGY = xuParser.get(sect, "energy") except configparser.NoOptionError: ENERGY = utilities_noconf.lam2en(utilities_noconf.wavelength(WAVELENGTH)) WAVELENGTH = utilities_noconf.en2lam(utilities_noconf.energy(ENERGY)) # number of threads in parallel section of c-code NTHREADS = xuParser.getint(sect, "nthreads") # default parameters for the maplog function DYNLOW = xuParser.getfloat(sect, "dynlow") DYNHIGH = xuParser.getfloat(sect, "dynhigh") # small number needed for error checks EPSILON = xuParser.getfloat(sect, "epsilon") DIGITS = int(abs(math.log10(EPSILON))) # name of the database with atomic scattering factors DBNAME = xuParser.get(sect, "dbname") # kappa goniometer specific config parameters KAPPA_PLANE = xuParser.get(sect, "kappa_plane") KAPPA_ANGLE = xuParser.getfloat(sect, "kappa_angle") # parser Powder profile related variables POWDER = dict() subsec = 'classoptions' POWDER[subsec] = dict(xuParser.items("powder")) trytomake(POWDER[subsec], 'oversampling', int) for k in ('gaussian_smoother_bins_sigma', 'window_width'): trytomake(POWDER[subsec], k, float) subsec = 'global' POWDER[subsec] = dict(xuParser.items("powder.global")) for k in ('diffractometer_radius', 'equatorial_divergence_deg'): trytomake(POWDER[subsec], k, float) trytomake(POWDER[subsec], 'geometry_incidence_angle', literal_eval) subsec = 'emission' POWDER[subsec] = dict(xuParser.items("powder.emission")) for k in ('crystallite_size_gauss', 'crystallite_size_lor', 'strain_lor', 'strain_gauss'): trytomake(POWDER[subsec], k, float) for k in ('emiss_wavelengths', 'emiss_intensities', 'emiss_gauss_widths', 'emiss_lor_widths'): trytomake(POWDER[subsec], k, literal_eval) if 'emiss_wavelengths' in POWDER[subsec]: POWDER[subsec]['emiss_wavelengths'] = tuple( utilities_noconf.wavelength(wl) * 1e-10 for wl in POWDER[subsec]['emiss_wavelengths']) subsec = 'axial' POWDER[subsec] = dict(xuParser.items("powder.axial")) trytomake(POWDER[subsec], 'n_integral_points', int) for k in ('slit_length_source', 'slit_length_target', 'length_sample', 'angI_deg', 'angD_deg'): trytomake(POWDER[subsec], k, float) subsec = 'absorption' POWDER[subsec] = dict(xuParser.items("powder.absorption")) for k in ('absorption_coefficient', 'sample_thickness'): trytomake(POWDER[subsec], k, float) subsec = 'si_psd' POWDER[subsec] = dict(xuParser.items("powder.si_psd")) trytomake(POWDER[subsec], 'si_psd_window_bounds', literal_eval) subsec = 'receiver_slit' POWDER[subsec] = dict(xuParser.items("powder.receiver_slit")) trytomake(POWDER[subsec], 'slit_width', float) subsec = 'tube_tails' POWDER[subsec] = dict(xuParser.items("powder.tube_tails")) for k in ('main_width', 'tail_left', 'tail_right', 'tail_intens'): trytomake(POWDER[subsec], k, float) if VERBOSITY >= DEBUG: print(f"XU.config: xrayutilities configuration files: {repr(cfiles)}") print("xrayutilities configuration:") for (name, value) in xuParser.items("xrayutilities"): print(f"{name}: {value}") print("---") ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/exception.py0000644000175100002000000000327314742413365021650 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2010-2019 Dominik Kriegner """ xrayutilities derives its own exceptions which are raised upon wrong input when calling one of xrayutilities functions. none of the pre-defined exceptions is made for that purpose. """ # other used Exception should mainly be the python built-in exceptions # # * TypeError # Raised when an operation or function is applied to an object of # inappropriate type # # * ValueError # Raised when a operation or function receives an argument that # has the right type but an inappropriate value # # * UserWarning # Base class for warnings generated by user code class InputError(Exception): """ Exception raised for errors in the input. Either wrong datatype not handled by TypeError or missing mandatory keyword argument (Note that the obligation to give keyword arguments might depend on the value of the arguments itself) """ class UsageError(Exception): """ Exception raised when a wrong use of an object is detected. """ ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/experiment.py0000644000175100002000000030120114742413365022022 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010 Eugen Wintersberger # Copyright (c) 2009-2023 Dominik Kriegner # Copyright (C) 2012 Tanja Etzelstorfer """ module helping with planning and analyzing experiments. various classes are provided for describing experimental geometries, calculationof angular coordinates of Bragg reflections, conversion of angular coordinates to Q-space and determination of powder diffraction peak positions. The strength of the module is the versatile QConversion module which can be configured to describe almost any goniometer geometry. """ import copy import enum import numbers import re import warnings import numpy from numpy.linalg import norm # package internal imports from . import config, cxrayutilities, math, utilities from .exception import InputError, UsageError # regular expression to check goniometer circle syntax directionSyntax = re.compile("[xyz][+-]") circleSyntaxDetector = re.compile("([xyz][+-])|(t[xyz])") circleSyntaxSample = re.compile("[xyzk][+-]") class QConvFlags(enum.IntFlag): NONE = 0 HAS_TRANSLATIONS = 1 HAS_SAMPLEDIS = 4 VERBOSE = 16 class QConversion: """ Class for the conversion of angular coordinates to momentum space for arbitrary goniometer geometries and X-ray energy. Both angular scans (where some goniometer angles change during data acquisition) and energy scans (where the energy is varied during acquisition) as well as mixed cases can be treated. the class is configured with the initialization and does provide three distinct routines for conversion to momentum space for * point detector: point(...) or __call__() * linear detector: linear(...) * area detector: area(...) linear() and area() can only be used after the init_linear() or init_area() routines were called """ _valid_init_kwargs = {'en': 'x-ray energy', 'wl': 'x-ray wavelength', 'UB': 'orientation/orthonormalization matrix'} _valid_call_kwargs = {'delta': 'angle offsets', 'wl': 'x-ray wavelength', 'en': 'x-ray energy', 'UB': 'orientation/orthonormalization matrix', 'deg': 'True if angles are in degrees', 'sampledis': 'sample displacement vector'} _valid_linear_kwargs = {'Nav': 'number of channels for block-average', 'roi': 'region of interest'} def __init__(self, sampleAxis, detectorAxis, r_i, **kwargs): """ initialize QConversion object. This means the rotation axis of the sample and detector circles need to be given: starting with the outer most circle. Parameters ---------- sampleAxis : list or tuple sample circles, e.g. ['x+', 'z+'] would mean two sample circles whereas the outer one turns righthanded around the x axis and the inner one turns righthanded around z. detectorAxis : list or tuple detector circles e.g. ['x-'] would mean a detector arm with a single motor turning lefthanded around the x-axis. r_i : array-like vector giving the direction of the primary beam, i.e. the beam propergation direction. The length is relevant only if translations are involved. kwargs : dict, optional optional keyword arguments wl : float or str, optional wavelength of the x-rays in angstrom en : float or str, optional energy of the x-rays in electronvolt UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: identity matrix) """ utilities.check_kwargs(kwargs, self._valid_init_kwargs, self.__class__.__name__) # initialize some needed variables self._kappa_dir = numpy.array((numpy.nan, numpy.nan, numpy.nan)) # set/check sample and detector axis geometry self._set_sampleAxis(sampleAxis) self._set_detectorAxis(detectorAxis) # r_i: primary beam direction if isinstance(r_i, (list, tuple, numpy.ndarray)): self.r_i = numpy.array(r_i, dtype=numpy.double) if self.r_i.size != 3: print("XU.QConversion: warning invalid primary beam " "direction given -> using [0, 1, 0]") self.r_i = numpy.array([0, 1, 0], dtype=numpy.double) else: raise TypeError("QConversion: invalid type of primary beam " "direction r_i, must be tuple, list or " "numpy.ndarray") # kwargs self._set_wavelength(kwargs.get("wl", config.WAVELENGTH)) if "en" in kwargs: self._set_energy(kwargs["en"]) self._set_UB(kwargs.get('UB', numpy.identity(3))) self._linear_init = False self._area_init = False self._area_detrotaxis_set = False def _set_energy(self, energy): self._en = utilities.energy(energy) self._wl = utilities.en2lam(self._en) def _set_wavelength(self, wl): self._wl = utilities.wavelength(wl) self._en = utilities.lam2en(self._wl) def _get_energy(self): return self._en def _get_wavelength(self): return self._wl def _set_sampleAxis(self, sampleAxis): """ property handler for _sampleAxis checks if a syntactically correct list of sample circles is given Parameters ---------- sampleAxis : list or tuple sample circles, e.g. ['x+', 'z+'] """ if isinstance(sampleAxis, (str, list, tuple)): if isinstance(sampleAxis, str): sAxis = list([sampleAxis]) else: sAxis = list(sampleAxis) for circ in sAxis: if not isinstance(circ, str) or len(circ) != 2: raise InputError("QConversion: incorrect sample circle " "type or syntax (%s)" % repr(circ)) if not circleSyntaxSample.search(circ): raise InputError("QConversion: incorrect sample circle " "syntax (%s)" % circ) if circ[0] == 'k': # determine kappa rotation axis self._kappa_dir = math.getVector(circ) if config.VERBOSITY >= config.DEBUG: print("XU.QConversion: kappa_dir: (%5.3f %5.3f %5.3f)" % tuple(self._kappa_dir)) else: raise TypeError("Qconversion error: invalid type for sampleAxis, " "must be str, list, or tuple") self._sampleAxis = sAxis self._sampleAxis_str = '' for circ in self._sampleAxis: self._sampleAxis_str += circ def _get_sampleAxis(self): """ property handler for _sampleAxis Returns ------- list sample axes following the syntax /[xyzk][+-]/ """ return self._sampleAxis def _set_detectorAxis(self, detectorAxis, detrot=False): """ property handler for _detectorAxis_ checks if a syntactically correct list of detector circles is given Parameters ---------- detectorAxis : list or tuple detector circles, e.g. ['x+'] detrot : bool, optional flag to tell that the detector rotation is going to be added (used internally to avoid double adding of detector rotation axis) """ has_translations = False if isinstance(detectorAxis, (str, list, tuple)): if isinstance(detectorAxis, str): dAxis = list([detectorAxis]) else: dAxis = list(detectorAxis) for circ in dAxis: if not isinstance(circ, str) or len(circ) != 2: raise InputError("QConversion: incorrect detector circle " "type or syntax (%s)" % repr(circ)) if not circleSyntaxDetector.search(circ): raise InputError("QConversion: incorrect detector circle " "syntax (%s)" % circ) if circ[0] == 't': has_translations = True else: raise TypeError("Qconversion error: invalid type for " "detectorAxis, must be str, list or tuple") self._detectorAxis = dAxis self._detectorAxis_str = '' self._has_translations = has_translations for circ in self._detectorAxis: self._detectorAxis_str += circ if detrot: self._area_detrotaxis_set = True else: self._area_init = False def _get_detectorAxis(self): """ property handler for _detectorAxis Returns ------- list of detector axis following the syntax /[xyz][+-]/ """ return self._detectorAxis def _get_UB(self): return self._UB def _set_UB(self, UB): """ set the orientation matrix used in the Qconversion needs to be (3, 3) matrix """ tmp = numpy.array(UB) if tmp.shape != (3, 3) and tmp.size != 9: raise InputError("QConversion: incorrect shape of UB matrix " "(shape: %s)" % str(tmp.shape)) self._UB = tmp.reshape((3, 3)) energy = property(_get_energy, _set_energy) wavelength = property(_get_wavelength, _set_wavelength) sampleAxis = property(_get_sampleAxis, _set_sampleAxis) detectorAxis = property(_get_detectorAxis, _set_detectorAxis) UB = property(_get_UB, _set_UB) def __str__(self): pstr = 'QConversion geometry \n' pstr += '---------------------------\n' pstr += f'sample geometry({len(self._sampleAxis)}): ' + \ self._sampleAxis_str + '\n' if self._sampleAxis_str.find('k') != -1: pstr += ('kappa rotation axis (%5.3f %5.3f %5.3f)\n' % tuple(self._kappa_dir)) pstr += f'detector geometry({len(self._detectorAxis)}): ' + \ self._detectorAxis_str + '\n' pstr += ('primary beam direction: (%5.2f %5.2f %5.2f) \n' % (self.r_i[0], self.r_i[1], self.r_i[2])) if self._linear_init: pstr += '\n linear detector initialized:\n' pstr += 'linear detector mount direction: ' + \ self._linear_detdir + '\n' pstr += ('number of channels/center channel: %d/%d\n' % (self._linear_Nch, self._linear_cch)) pstr += ('distance to center of rotation/pixel width: ' '%10.4g/%10.4g\n' % (self._linear_distance, self._linear_pixwidth)) chpdeg = 2 * self._linear_distance / \ self._linear_pixwidth * numpy.tan(numpy.radians(0.5)) pstr += f'corresponds to channel per degree: {chpdeg:8.2f}\n' if self._area_init: pstr += '\n area detector initialized:\n' pstr += 'area detector mount directions: %s/%s\n' % ( self._area_detdir1, self._area_detdir2) pstr += ('number of channels/center channels: (%d,%d) / (%d,%d)\n' % (self._area_Nch1, self._area_Nch2, self._area_cch1, self._area_cch2)) pstr += ('distance to center of rotation/pixel width: ' '%10.4g/ (%10.4g,%10.4g) \n' % (self._area_distance, self._area_pwidth1, self._area_pwidth2)) chpdeg1 = 2 * self._area_distance / \ self._area_pwidth1 * numpy.tan(numpy.radians(0.5)) chpdeg2 = 2 * self._area_distance / \ self._area_pwidth2 * numpy.tan(numpy.radians(0.5)) pstr += 'corresponds to channel per degree: (%8.2f,%8.2f)\n' % ( chpdeg1, chpdeg2) return pstr def _checkInput(self, *args): """ helper function to check that the arguments given to the QConversion routines have the correct shape. It determines the number of points in the input from the longest array/list given and checks that only inputs combatible with this length are given Parameters ---------- args : list arguments from the QConversion routine (sample and detector angles) Returns ------- Npoints : int integer to tell the number of points given """ np = 1 for a in args: # optain size of input if isinstance(a, numpy.ndarray): anp = a.size elif isinstance(a, (list, tuple)): anp = len(a) elif isinstance(a, numbers.Number): anp = 1 else: raise TypeError('QConversion: Input argument #%d has an ' 'invalid type.' % args.index(a)) # check if the input field is valid if anp > 1 and np == 1: np = anp elif anp > 1 and np != anp: raise InputError('QConversion: Several input-arrays arguments ' 'with different shape are an invalid input!') return np def _reshapeInput(self, npoints, delta, circles, *args, **kwargs): """ helper function to reshape the input of arguments to (len(args), npoints) The input arguments must be either scalars or are of length npoints. Parameters ---------- npoints : int length of the input arrays delta : list or array-like value to substract from the input arguments as array with len(args) circles : list list of circle description to decide if degree/radians conversion is needed args : list input arrays and scalars kwargs : dict, optional optional keyword argument to tell if values of rotation axis should be converted to radiants (name= 'deg', default=True) Returns ------- inarr : ndarray array of shape (len(args), npoints) with the input arguments retshape : tuple shape of return values """ inarr = numpy.empty((len(args), npoints), dtype=numpy.double) retshape = (npoints,) # default value deg2rad = kwargs.get('deg', True) for i in range(len(args)): arg = args[i] if not isinstance(arg, (numbers.Number, list, tuple, numpy.ndarray)): raise TypeError("QConversion: invalid type for one of the " "sample coordinates, must be scalar, list or " "array") if isinstance(arg, numbers.Number): arg = numpy.ones(npoints, dtype=numpy.double) * arg elif isinstance(arg, (list, tuple)): arg = numpy.array(arg, dtype=numpy.double) else: # determine return value shape retshape = arg.shape arg = arg - delta[i] if deg2rad and circleSyntaxSample.search(circles[i]): inarr[i, :] = numpy.radians(numpy.ravel(arg)) else: inarr[i, :] = numpy.ravel(arg) return inarr, retshape def _parse_common_kwargs(self, **kwargs): """ parse common keyword arguments to QConversion calls Parameters ---------- delta : list or array-like, optional delta angles to correct the given ones for misalignment. delta must be an numpy array or list of len(*args). used angles are than ``*args - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: self.UB) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) en : float, optional x-ray energy in eV (default is converted self._wl). both wavelength and energy can also be an array which enables the QConversion for energy scans. Note that the `en` keyword overrules the `wl` keyword! deg : bool, optional flag to tell if angles are passed as degree (default: True) sampledis : tuple or list or array-like sample displacement vector in relative units of the detector distance. Applies to parallel beam geometry. (default: (0, 0, 0)) """ flags = QConvFlags.NONE if self._has_translations: flags |= QConvFlags.HAS_TRANSLATIONS Ns = len(self.sampleAxis) Nd = len(self.detectorAxis) if self._area_detrotaxis_set: Nd -= 1 # do not consider detector rotation for point detector Ncirc = Ns + Nd # kwargs wl = utilities.wavelength(kwargs.get('wl', self._wl)) if 'en' in kwargs: wl = utilities.lam2en(utilities.energy(kwargs['en'])) deg = kwargs.get('deg', True) delta = numpy.asarray(kwargs.get('delta', numpy.zeros(Ncirc)), dtype=numpy.double) if delta.size != Ncirc: raise InputError("QConversion: keyword argument delta does " "not have an appropriate shape") UB = numpy.asarray(kwargs.get('UB', self.UB)) sd = numpy.asarray(kwargs.get('sampledis', [0, 0, 0])) if 'sampledis' in kwargs: flags |= QConvFlags.HAS_SAMPLEDIS return Ns, Nd, Ncirc, wl, deg, delta, UB, sd, flags def __call__(self, *args, **kwargs): """ wrapper function for point(...) """ return self.point(*args, **kwargs) def point(self, *args, **kwargs): """ angular to momentum space conversion for a point detector located in direction of self.r_i when detector angles are zero Parameters ---------- args : ndarray, list or Scalars sample and detector angles; in total `len(self.sampleAxis) + len(detectorAxis)` must be given, always starting with the outer most circle. all arguments must have the same shape or length but can be mixed with Scalars (i.e. if an angle is always the same it can be given only once instead of an array) - sAngles : sample circle angles, number of arguments must correspond to len(self.sampleAxis) - dAngles : detector circle angles, number of arguments must correspond to len(self.detectorAxis) kwargs : dict, optional optional keyword arguments delta : list or array-like, optional delta angles to correct the given ones for misalignment. delta must be an numpy array or list of ``len(*args)``. used angles are then ``*args - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: self.UB) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) en : float, optional x-ray energy in eV (default is converted self._wl). both wavelength and energy can also be an array which enables the QConversion for energy scans. Note that the `en` keyword overrules the `wl` keyword! deg : bool, optional flag to tell if angles are passed as degree (default: True) sampledis : tuple or list or array-like sample displacement vector in relative units of the detector distance. Applies to parallel beam geometry. (default: (0, 0, 0)) Returns ------- ndarray reciprocal space positions as numpy.ndarray with shape ``(N , 3)`` where `N` corresponds to the number of points given in the input """ utilities.check_kwargs(kwargs, self._valid_call_kwargs, 'Ang2Q/point') Ns, Nd, Ncirc, wl, deg, delta, UB, sd, flags = \ self._parse_common_kwargs(**kwargs) # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Ncirc: raise InputError("QConversion: wrong amount (%d) of arguments " "given, number of arguments should be %d" % (len(args), Ncirc)) # determine the number of points a = args + (wl,) Npoints = self._checkInput(*a) # reshape/recast input arguments for sample and detector angles sAngles, retshape = self._reshapeInput(Npoints, delta[:Ns], self.sampleAxis, *args[:Ns], deg=deg) dAngles = self._reshapeInput(Npoints, delta[Ns:], self.detectorAxis, *args[Ns:], deg=deg)[0] wl = numpy.ravel(self._reshapeInput(Npoints, (0, ), 'a', wl, deg=False)[0]) sAngles = sAngles.transpose() dAngles = dAngles.transpose() sAxis = self._sampleAxis_str dAxis = self._detectorAxis_str if self._area_detrotaxis_set: # do not consider detector rotation for point detector dAxis = self._detectorAxis_str[:-2] else: dAxis = self._detectorAxis_str if config.VERBOSITY >= config.DEBUG: print("XU.QConversion: Ns, Nd: %d %d" % (Ns, Nd)) print(f"XU.QConversion: sAngles / dAngles {str(sAngles)} / " f"{str(dAngles)}") qpos = cxrayutilities.ang2q_conversion( sAngles, dAngles, self.r_i, sAxis, dAxis, self._kappa_dir, UB, sd, wl, config.NTHREADS, flags) if Npoints == 1: return (qpos[0, 0], qpos[0, 1], qpos[0, 2]) return numpy.reshape(qpos[:, 0], retshape), \ numpy.reshape(qpos[:, 1], retshape), \ numpy.reshape(qpos[:, 2], retshape) def init_linear(self, detectorDir, cch, Nchannel, distance=None, pixelwidth=None, chpdeg=None, tilt=0, **kwargs): """ initialization routine for linear detectors detector direction as well as distance and pixel size or channels per degree must be given. Parameters ---------- detectorDir : str direction of the detector (along the pixel array); e.g. 'z+' cch : float center channel, in direction of self.r_i at zero detectorAngles Nchannel : int total number of detector channels distance : float, optional distance of center channel from center of rotation pixelwidth : float, optional width of one pixel (same unit as distance) chpdeg : float, optional channels per degree (only absolute value is relevant) sign determined through detectorDir tilt : float, optional tilt of the detector axis from the detectorDir (in degree) kwargs: dict, optional optional keyword arguments Nav : int, optional number of channels to average to reduce data size (default: 1) roi : tuple or list region of interest for the detector pixels; e.g. [100, 900] Note: Either distance and pixelwidth or chpdeg must be given !! Note: the channel numbers run from 0 .. Nchannel-1 """ utilities.check_kwargs(kwargs, self._valid_linear_kwargs, 'init_linear') # detectorDir if not isinstance(detectorDir, str) or len(detectorDir) != 2: raise InputError("QConversion: incorrect detector direction type " "or syntax (%s)" % repr(detectorDir)) if not directionSyntax.search(detectorDir): raise InputError("QConversion: incorrect detector direction " "syntax (%s)" % detectorDir) self._linear_detdir = detectorDir self._linear_Nch = int(Nchannel) self._linear_cch = float(cch) self._linear_tilt = numpy.radians(tilt) if distance is not None and pixelwidth is not None: self._linear_distance = float(distance) self._linear_pixwidth = float(pixelwidth) elif chpdeg is not None: self._linear_distance = 1.0 self._linear_pixwidth = 2 * self._linear_distance / \ numpy.abs(float(chpdeg)) * numpy.tan(numpy.radians(0.5)) else: # not all needed values were given raise InputError("QConversion: not all mandatory arguments were " "given -> read API doc, need distance and " "pixelwidth or chpdeg") # kwargs self._linear_roi = kwargs.get('roi', [0, self._linear_Nch]) self._linear_nav = kwargs.get('Nav', 1) # rescale r_i self.r_i = math.VecUnit(self.r_i) * self._linear_distance self._linear_init = True def _get_detparam_linear(self, oroi, nav): """ initialize linear detector geometry for C subroutines. This function considers the Nav and roi options. """ cch = self._linear_cch / float(nav) pwidth = self._linear_pixwidth * nav roi = numpy.array(oroi) roi[0] = numpy.floor(oroi[0] / float(nav)) roi[1] = numpy.ceil((oroi[1] - oroi[0]) / float(nav)) + roi[0] roi = roi.astype(numpy.int32) return cch, pwidth, roi def linear(self, *args, **kwargs): """ angular to momentum space conversion for a linear detector the cch of the detector must be in direction of self.r_i when detector angles are zero the detector geometry must be initialized by the init_linear(...) routine Parameters ---------- args : ndarray, list or Scalars sample and detector angles; in total `len(self.sampleAxis) + len(detectorAxis)` must be given, always starting with the outer most circle. all arguments must have the same shape or length but can be mixed with Scalars (i.e. if an angle is always the same it can be given only once instead of an array) - sAngles : sample circle angles, number of arguments must correspond to len(self.sampleAxis) - dAngles : detector circle angles, number of arguments must correspond to len(self.detectorAxis) kwargs : dict, optional optional keyword arguments delta : list or array-like, optional delta angles to correct the given ones for misalignment. delta must be an numpy array or list of ``len(*args)``. used angles are then ``*args - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: self.UB) Nav : int, optional number of channels to average to reduce data size (default: self._linear_nav) roi : list or tuple, optional region of interest for the detector pixels; e.g. [100, 900] (default: self._linear_roi) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) en : float, optional x-ray energy in eV (default is converted self._wl). both wavelength and energy can also be an array which enables the QConversion for energy scans. Note that the `en` keyword overrules the `wl` keyword! deg : bool, optional flag to tell if angles are passed as degree (default: True) sampledis : tuple or list or array-like sample displacement vector in relative units of the detector distance. Applies to parallel beam geometry. (default: (0, 0, 0)) Returns ------- reciprocal space position of all detector pixels in a numpy.ndarray of shape ( (*)*(self._linear_roi[1]-self._linear_roi[0]+1) , 3 ) """ if not self._linear_init: raise UsageError("QConversion: linear detector not initialized -> " "call Ang2Q.init_linear(...)") valid_kwargs = copy.copy(self._valid_call_kwargs) valid_kwargs.update(self._valid_linear_kwargs) utilities.check_kwargs(kwargs, valid_kwargs, 'Ang2Q/linear') Ns, _, Ncirc, wl, deg, delta, UB, sd, flags = \ self._parse_common_kwargs(**kwargs) # extra keyword arguments nav = kwargs.get('Nav', self._linear_nav) oroi = kwargs.get('roi', self._linear_roi) # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Ncirc: raise InputError("QConversion: wrong amount (%d) of arguments " "given, number of arguments should be %d" % (len(args), Ncirc)) # determine the number of points a = args + (wl,) Npoints = self._checkInput(*a) # reshape/recast input arguments for sample and detector angles sAngles = self._reshapeInput(Npoints, delta[:Ns], self.sampleAxis, *args[:Ns], deg=deg)[0] dAngles = self._reshapeInput(Npoints, delta[Ns:], self.detectorAxis, *args[Ns:], deg=deg)[0] wl = numpy.ravel( self._reshapeInput(Npoints, (0, ), 'a', wl, deg=False)[0]) sAngles = sAngles.transpose() dAngles = dAngles.transpose() cch, pwidth, roi = self._get_detparam_linear(oroi, nav) sAxis = self._sampleAxis_str dAxis = self._detectorAxis_str qpos = cxrayutilities.ang2q_conversion_linear( sAngles, dAngles, self.r_i, sAxis, dAxis, self._kappa_dir, cch, pwidth, roi, self._linear_detdir, self._linear_tilt, UB, sd, wl, config.NTHREADS, flags) # reshape output if Npoints == 1: qpos.shape = (Npoints * (roi[1] - roi[0]), 3) return qpos[:, 0], qpos[:, 1], qpos[:, 2] qpos.shape = (Npoints, (roi[1] - roi[0]), 3) return qpos[:, :, 0], qpos[:, :, 1], qpos[:, :, 2] def init_area(self, detectorDir1, detectorDir2, cch1, cch2, Nch1, Nch2, distance=None, pwidth1=None, pwidth2=None, chpdeg1=None, chpdeg2=None, detrot=0, tiltazimuth=0, tilt=0, **kwargs): """ initialization routine for area detectors detector direction as well as distance and pixel size or channels per degree must be given. Two separate pixel sizes and channels per degree for the two orthogonal directions can be given Parameters ---------- detectorDir1 : str direction of the detector (along the pixel direction 1); e.g. 'z+' means higher pixel numbers at larger z positions detectorDir2 : str direction of the detector (along the pixel direction 2); e.g. 'x+' cch1, cch2 : float center pixel, in direction of self.r_i at zero detectorAngles Nch1, Nch2 : int number of detector pixels along direction 1, 2 distance : float, optional distance of center pixel from center of rotation pwidth1, pwidth2 : float, optional width of one pixel (same unit as distance) chpdeg1, chpdeg2 : float, optional channels per degree (only absolute value is relevant) sign determined through `detectorDir1, detectorDir2` detrot : float, optional angle of the detector rotation around primary beam direction (used to correct misalignments) tiltazimuth : float, optional direction of the tilt vector in the detector plane (in degree) tilt : float, optional tilt of the detector plane around an axis normal to the direction given by the tiltazimuth kwargs : dict, optional optional keyword arguments Nav : tuple or list, optional number of channels to average to reduce data size (default: [1, 1]) roi : tuple or list, optional region of interest for the detector pixels; e.g. [100, 900, 200, 800] Note: Either distance and pwidth1, pwidth2 or chpdeg1, chpdeg2 must be given !! Note: the channel numbers run from 0 .. NchX-1 """ utilities.check_kwargs(kwargs, self._valid_linear_kwargs, 'init_area') # detectorDir if not isinstance(detectorDir1, str) or len(detectorDir1) != 2: raise InputError("QConversion: incorrect detector direction1 type " "or syntax (%s)" % repr(detectorDir1)) if not directionSyntax.search(detectorDir1): raise InputError("QConversion: incorrect detector direction1 " "syntax (%s)" % detectorDir1) self._area_detdir1 = detectorDir1 if not isinstance(detectorDir2, str) or len(detectorDir2) != 2: raise InputError("QConversion: incorrect detector direction2 type " "or syntax (%s)" % repr(detectorDir2)) if not directionSyntax.search(detectorDir2): raise InputError("QConversion: incorrect detector direction2 " "syntax (%s)" % detectorDir2) self._area_detdir2 = detectorDir2 # other none keyword arguments self._area_Nch1 = int(Nch1) self._area_Nch2 = int(Nch2) self._area_cch1 = float(cch1) self._area_cch2 = float(cch2) # if detector rotation is present add new motor to consider it in # conversion self._area_detrot = numpy.radians(detrot) if self._area_detrot != 0.: if self._area_detrotaxis_set: self._set_detectorAxis( self._get_detectorAxis()[:-1] + [math.getSyntax(self.r_i)], detrot=True) else: self._set_detectorAxis( self._get_detectorAxis() + [math.getSyntax(self.r_i)], detrot=True) self._area_tiltazimuth = numpy.radians(tiltazimuth) self._area_tilt = numpy.radians(tilt) # mandatory keyword arguments if (distance is not None and pwidth1 is not None and pwidth2 is not None): self._area_distance = float(distance) self._area_pwidth1 = float(pwidth1) self._area_pwidth2 = float(pwidth2) elif chpdeg1 is not None and chpdeg2 is not None: self._area_distance = 1.0 self._area_pwidth1 = 2 * self._area_distance / \ numpy.abs(float(chpdeg1)) * numpy.tan(numpy.radians(0.5)) self._area_pwidth2 = 2 * self._area_distance / \ numpy.abs(float(chpdeg2)) * numpy.tan(numpy.radians(0.5)) else: # not all needed values were given raise InputError("Qconversion error: not all mandatory arguments " "were given -> read API doc") # kwargs self._area_roi = kwargs.get('roi', [0, self._area_Nch1, 0, self._area_Nch2]) self._area_nav = kwargs.get('Nav', [1, 1]) # rescale r_i self.r_i = math.VecUnit(self.r_i) * self._area_distance self._area_init = True def _get_detparam_area(self, oroi, nav): """ initialize CCD geomtry for C subroutines. This function considers the Nav and roi options. """ cch1 = self._area_cch1 / float(nav[0]) cch2 = self._area_cch2 / float(nav[1]) pwidth1 = self._area_pwidth1 * nav[0] pwidth2 = self._area_pwidth2 * nav[1] roi = numpy.array(oroi) roi[0] = numpy.floor(oroi[0] / float(nav[0])) roi[1] = numpy.ceil((oroi[1] - oroi[0]) / float(nav[0])) + roi[0] roi[2] = numpy.floor(oroi[2] / float(nav[1])) roi[3] = numpy.ceil((oroi[3] - oroi[2]) / float(nav[1])) + roi[2] roi = roi.astype(numpy.int32) return cch1, cch2, pwidth1, pwidth2, roi def area(self, *args, **kwargs): """ angular to momentum space conversion for a area detector the center pixel defined by the init_area routine must be in direction of self.r_i when detector angles are zero the detector geometry must be initialized by the init_area(...) routine Parameters ---------- args : ndarray, list or Scalars sample and detector angles; in total `len(self.sampleAxis) + len(detectorAxis)` must be given, always starting with the outer most circle. all arguments must have the same shape or length but can be mixed with Scalars (i.e. if an angle is always the same it can be given only once instead of an array) - sAngles : sample circle angles, number of arguments must correspond to len(self.sampleAxis) - dAngles : detector circle angles, number of arguments must correspond to len(self.detectorAxis) kwargs : dict, optional optional keyword arguments delta : list or array-like, optional delta angles to correct the given ones for misalignment. delta must be an numpy array or list of ``len(*args)``. used angles are then ``*args - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: self.UB) Nav : tuple or list, optional number of channels to average to reduce data size e.g. [2, 2] (default: self._area_nav) roi : list or tuple, optional region of interest for the detector pixels; e.g. [100, 900, 200, 800] (default: self._area_roi) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) en : float, optional x-ray energy in eV (default is converted self._wl). both wavelength and energy can also be an array which enables the QConversion for energy scans. Note that the `en` keyword overrules the `wl` keyword! deg : bool, optional flag to tell if angles are passed as degree (default: True) sampledis : tuple or list or array-like sample displacement vector in relative units of the detector distance. Applies to parallel beam geometry. (default: (0, 0, 0)) Returns ------- reciprocal space position of all detector pixels in a numpy.ndarray of shape ((*)*(self._area_roi[1] - self._area_roi[0]+1) * (self._area_roi[3] - self._area_roi[2] + 1) , 3) were detectorDir1 is the fastest varing """ if not self._area_init: raise UsageError("QConversion: area detector not initialized -> " "call Ang2Q.init_area(...)") valid_kwargs = copy.copy(self._valid_call_kwargs) valid_kwargs.update(self._valid_linear_kwargs) utilities.check_kwargs(kwargs, valid_kwargs, 'Ang2Q/area') Ns, Nd, Ncirc, wl, deg, delta, UB, sd, flags = \ self._parse_common_kwargs(**kwargs) # extra keyword arguments nav = kwargs.get('Nav', self._area_nav) oroi = kwargs.get('roi', self._area_roi) # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Ncirc: raise InputError("QConversion: wrong amount (%d) of arguments " "given, number of arguments should be %d" % (len(args), Ncirc)) # determine the number of points a = args + (wl,) Npoints = self._checkInput(*a) # reshape/recast input arguments for sample and detector angles sAngles = self._reshapeInput(Npoints, delta[:Ns], self.sampleAxis, *args[:Ns], deg=deg)[0] wl = numpy.ravel( self._reshapeInput(Npoints, (0, ), 'a', wl, deg=False)[0]) if self._area_detrotaxis_set: Nd = Nd + 1 if deg: a = args[Ns:] + (numpy.degrees(self._area_detrot),) else: a = args[Ns:] + (self._area_detrot,) dAngles = self._reshapeInput( Npoints, numpy.append(delta[Ns:], 0), self.detectorAxis, *a, deg=deg)[0] else: dAngles = self._reshapeInput(Npoints, delta[Ns:], self.detectorAxis, *args[Ns:], deg=deg)[0] sAngles = sAngles.transpose() dAngles = dAngles.transpose() cch1, cch2, pwidth1, pwidth2, roi = self._get_detparam_area(oroi, nav) if config.VERBOSITY >= config.DEBUG: print("QConversion.area: roi, number of points per frame: %s, %d" % (str(roi), (roi[1] - roi[0]) * (roi[3] - roi[2]))) print(f"QConversion.area: cch1, cch2: {cch1:5.2f} {cch2:5.2f}") sAxis = self._sampleAxis_str dAxis = self._detectorAxis_str qpos = cxrayutilities.ang2q_conversion_area( sAngles, dAngles, self.r_i, sAxis, dAxis, self._kappa_dir, cch1, cch2, pwidth1, pwidth2, roi, self._area_detdir1, self._area_detdir2, self._area_tiltazimuth, self._area_tilt, UB, sd, wl, config.NTHREADS, flags) # reshape output if Npoints == 1: qpos.shape = ((roi[1] - roi[0]), (roi[3] - roi[2]), 3) return qpos[:, :, 0], qpos[:, :, 1], qpos[:, :, 2] qpos.shape = (Npoints, (roi[1] - roi[0]), (roi[3] - roi[2]), 3) return qpos[:, :, :, 0], qpos[:, :, :, 1], qpos[:, :, :, 2] def transformSample2Lab(self, vector, *args): """ transforms a vector from the sample coordinate frame to the laboratory coordinate system by applying the sample rotations from inner to outer circle. Parameters ---------- vector : sequence, list or numpy array vector to transform args : list goniometer angles (sample angles or full goniometer angles can be given. If more angles than the sample circles are given they will be ignored) Returns ------- ndarray rotated vector as numpy.array """ rotvec = vector for i in range(len(self.sampleAxis)-1, -1, -1): a = args[i] axis = self.sampleAxis[i] rota = math.getVector(axis) rotvec = math.rotarb(rotvec, rota, a) return rotvec def getDetectorPos(self, *args, **kwargs): """ obtains the detector position vector by applying the detector arm rotations. Parameters ---------- args : list detector angles. Only detector arm angles as described by the detectorAxis attribute must be given. kwargs : dict, optional optional keyword arguments dim : int, optional dimension of the detector for which the position should be determined roi : tuple or list, optional region of interest for the detector pixels; (default: self._area_roi/self._linear_roi) Nav : tuple or list, optional number of channels to average to reduce data size; (default: self._area_nav/self._linear_nav) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray numpy array of length 3 with vector components of the detector direction. The length of the vector is k. """ valid_kwargs = copy.copy(self._valid_linear_kwargs) valid_kwargs['dim'] = 'dimensionality of the detector' valid_kwargs['deg'] = 'True if angles are in degrees' utilities.check_kwargs(kwargs, valid_kwargs, 'get_detector_pos') dim = kwargs.get('dim', 0) if dim == 1 and not self._linear_init: raise UsageError("QConversion: linear detector not initialized -> " "call Ang2Q.init_linear(...)") if dim == 2 and not self._area_init: raise UsageError("QConversion: area detector not initialized -> " "call Ang2Q.init_area(...)") Nd = len(self.detectorAxis) if self._area_detrotaxis_set: Nd = Nd - 1 # kwargs deg = kwargs.get('deg', True) # prepare angular arrays from *args # need one sample angle and one detector angle array if len(args) != Nd: raise InputError(f"QConversion: wrong amount ({len(args)}) of " "arguments given, number of arguments should be " f"{Nd}") # determine the number of points and reshape input arguments Npoints = self._checkInput(*args) if dim == 2 and self._area_detrotaxis_set: Nd = Nd + 1 if deg: a = args + (numpy.degrees(self._area_detrot),) else: a = args + (self._area_detrot,) dAngles, retshape = self._reshapeInput( Npoints, numpy.append(numpy.zeros(Nd), 0), self.detectorAxis, *a, deg=deg) else: dAngles, retshape = self._reshapeInput(Npoints, numpy.zeros(Nd), self.detectorAxis, *args, deg=deg) dAngles = dAngles.transpose() dAxis = self._detectorAxis_str if dim == 2: oroi = kwargs.get('roi', self._area_roi) nav = kwargs.get('Nav', self._area_nav) cch1, cch2, pwidth1, pwidth2, roi = self._get_detparam_area(oroi, nav) cfunc = cxrayutilities.ang2q_detpos_area dpos = cfunc(dAngles, self.r_i, dAxis, cch1, cch2, pwidth1, pwidth2, roi, self._area_detdir1, self._area_detdir2, self._area_tiltazimuth, self._area_tilt, config.NTHREADS) # reshape output if Npoints == 1: dpos.shape = ((roi[1] - roi[0]), (roi[3] - roi[2]), 3) return dpos[:, :, 0], dpos[:, :, 1], dpos[:, :, 2] dpos.shape = (Npoints, (roi[1] - roi[0]), (roi[3] - roi[2]), 3) return dpos[:, :, :, 0], dpos[:, :, :, 1], dpos[:, :, :, 2] if dim == 1: oroi = kwargs.get('roi', self._linear_roi) nav = kwargs.get('Nav', self._linear_nav) cch, pwidth, roi = self._get_detparam_linear(oroi, nav) cfunc = cxrayutilities.ang2q_detpos_linear dpos = cfunc(dAngles, self.r_i, dAxis, cch, pwidth, roi, self._linear_detdir, self._linear_tilt, config.NTHREADS) # reshape output if Npoints == 1: dpos.shape = (Npoints * (roi[1] - roi[0]), 3) return dpos[:, 0], dpos[:, 1], dpos[:, 2] dpos.shape = (Npoints, (roi[1] - roi[0]), 3) return dpos[:, :, 0], dpos[:, :, 1], dpos[:, :, 2] cfunc = cxrayutilities.ang2q_detpos dpos = cfunc(dAngles, self.r_i, dAxis, config.NTHREADS) if Npoints == 1: return (dpos[0, 0], dpos[0, 1], dpos[0, 2]) return numpy.reshape(dpos[:, 0], retshape), \ numpy.reshape(dpos[:, 1], retshape), \ numpy.reshape(dpos[:, 2], retshape) def getDetectorDistance(self, *args, **kwargs): """ obtains the detector distance by applying the detector arm movements. This is especially interesting for the case of 1 or 2D detectors to perform certain geometric corrections. Parameters ---------- args : list detector angles. Only detector arm angles as described by the detectorAxis attribute must be given. kwargs : dict, optional optional keyword arguments dim : int, optional dimension of the detector for which the position should be determined roi : tuple or list, optional region of interest for the detector pixels; (default: self._area_roi/self._linear_roi) Nav : tuple or list, optional number of channels to average to reduce data size; (default: self._area_nav/self._linear_nav) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray numpy array with the detector distance """ x, y, z = self.getDetectorPos(*args, **kwargs) return numpy.sqrt(x**2 + y**2 + z**2) class Experiment: """ base class for describing experiments users should use the derived classes: HXRD, GID, PowderExperiment """ _valid_init_kwargs = {'en': 'x-ray energy', 'wl': 'x-ray wavelength', 'qconv': 'reciprocal space conversion', 'sampleor': 'sample orientation'} def __init__(self, ipdir, ndir, **keyargs): """ initialization of an Experiment class needs the sample orientation given by the samples surface normal and an second not colinear direction specifying the inplane reference direction in the crystal coordinate system. The orientation of the surface normal in the lab coordinate system can also be given or is automatically determined by the goniometer type (see argument sampleor). Parameters ---------- ipdir : list or tuple or array-like inplane reference direction parallel to the primary beam direction at zero angles. ndir : list or tuple or array-like surface normal of your sample. ndir points in a direction perpendicular to the primary beam, how it is orientated in real space is determined by the parameter sampleor (see below). keyargs : dict, optional optional keyword arguments qconv : QConversion, optional QConversion object to use for the Ang2Q conversion sampleor : {'det', 'sam', '[xyz][+-]'}, optional determines the sample surface orientation with respect to the coordinate system in which the goniometer rotations are given. You can use the [xyz][+-] syntax to specify the nominal surface orientation (when all goniometer angles are zero). In addition two special values 'det' and 'sam' are available, which will let the code determine the orientation from either the inner most detector or sample rotation. 'det' means the surface is in the plane spanned by the inner most detector rotation (rotation around primary beam is ignored) and perpendicular to the primary beam. 'sam' means the surface orientation is along the innermost sample circles rotation direction (in this case this should be the azimuth motor to yield the expected results). Default is 'det'. Restrictions: the given direction can not be along the primary beam. If one needs that case, let the maintainer know. Currently this case is caught and a different axis is automatically used as z-axis. wl : float or str wavelength of the x-rays in angstrom (default: 1.5406A) en : float or str energy of the x-rays in eV (default: 8048eV == 1.5406A ). the en keyword overrules the wl keyword Note: The qconv argument does not change the Q2Ang function's behavior. See Q2AngFit function in case you want to calculate for arbitrary goniometers with some restrictions. """ utilities.check_kwargs(keyargs, self._valid_init_kwargs, self.__class__.__name__) if isinstance(ipdir, (list, tuple, numpy.ndarray)): self.idir = math.VecUnit(ipdir) else: raise TypeError("Inplane direction must be list or numpy array") if isinstance(ndir, (list, tuple, numpy.ndarray)): self.ndir = math.VecUnit(ndir) else: raise TypeError("normal direction must be list or numpy array") # test the given direction to be not parallel and warn if not # perpendicular if numpy.isclose(norm(numpy.cross(self.idir, self.ndir)), 0): raise InputError("given inplane direction is parallel to normal " "direction, they must be linear independent!") if not numpy.isclose(numpy.abs(numpy.dot(self.idir, self.ndir)), 0): self.idir = numpy.cross( numpy.cross(self.ndir, self.idir), self.ndir) self.idir = self.idir / norm(self.idir) warnings.warn("Experiment: given inplane direction is not " "perpendicular to normal direction\n -> Experiment " "class uses the following direction with the same " "azimuth:\n %s" % (' '.join(map( str, numpy.round(self.idir, 3))))) # initialize Ang2Q conversion self._A2QConversion = keyargs.get( 'qconv', QConversion('x+', 'x+', [0, 1, 0])) self.Ang2Q = self._A2QConversion self._sampleor = keyargs.get('sampleor', 'det') # set the coordinate transform for the azimuth used in the experiment self.scatplane = math.VecUnit(numpy.cross(self.idir, self.ndir)) self._set_transform(self.scatplane, self.idir, self.ndir, self._sampleor) # calculate the energy from the wavelength self._set_wavelength(keyargs.get('wl', config.WAVELENGTH)) if "en" in keyargs: self._set_energy(keyargs["en"]) def __str__(self): ostr = "scattering plane normal: (%f %f %f)\n" % (self.scatplane[0], self.scatplane[1], self.scatplane[2]) ostr += "inplane azimuth: (%f %f %f)\n" % (self.idir[0], self.idir[1], self.idir[2]) ostr += "second refercence direction: (%f %f %f)\n" % (self.ndir[0], self.ndir[1], self.ndir[2]) ostr += f"energy: {self._en:f} (eV)\n" ostr += f"wavelength: {self._wl:f} (angstrom)\n" ostr += self._A2QConversion.__str__() return ostr def _set_transform(self, v1, v2, v3, sampleor='det'): """ set new transformation of the coordinate system to use in the experimental class. The sampleor variable determines the sample surface orientation with respect to the coordinate system in which the goniometer rotations are given. You can use the [xyz][+-] syntax to specify the nominal surface orientation (when all goniometer angles are zero). In addition two special values 'det' and 'sam' are available, which will let the code determine the orientation from either the inner most detector or sample rotation. 'det' means the surface is in the plane spanned by the inner most detector rotation (rotation around primary beam is ignored) and perpendicular to the primary beam. 'sam' means the surface orientation is along the innermost sample circles rotation direction (in this case this should be the azimuth motor to yield the expected results). Default is 'det'. Restrictions: the given direction can not be along the primary beam. If one needs that case, let the maintainer know. Currently this case is caught and a different axis is automatically used as z-axis. """ # turn idir to Y and ndir to Z self._t1 = math.CoordinateTransform(v1, v2, v3) if sampleor == 'det': yi = self._A2QConversion.r_i idc = self._A2QConversion.detectorAxis[-1] xi = math.getVector(idc) if numpy.isclose(norm(numpy.cross(xi, yi)), 0): # this is the case when a detector rotation around the primary # beam direction is installed idc = self._A2QConversion.detectorAxis[-2] xi = math.getVector(idc) zi = math.VecUnit(numpy.cross(xi, yi)) elif sampleor == 'sam': yi = self._A2QConversion.r_i isc = self._A2QConversion.sampleAxis[-1] zi = numpy.abs(math.getVector(isc)) if numpy.all(numpy.abs(yi) == numpy.abs(zi)): zi = numpy.roll(zi, 1) if config.VERBOSITY >= config.INFO_LOW: print("XU.Experiment: Warning, sample orientation " "convention failed. Using (%.3f %.3f %.3f) " "as internal z-axis" % (zi[0], zi[1], zi[2])) xi = math.VecUnit(numpy.cross(yi, zi)) else: yi = self._A2QConversion.r_i try: zi = math.getVector(sampleor) except InputError: raise InputError('invalid value of sample orientation, use ' 'either [xyz][+-] syntax or det/sam!') if numpy.all(numpy.abs(yi) == numpy.abs(zi)): zi = numpy.roll(zi, 1) if config.VERBOSITY >= config.INFO_LOW: print("XU.Experiment: Warning, sample orientation " "convention failed. Using (%.3f %.3f %.3f) " "as internal z-axis" % (zi[0], zi[1], zi[2])) xi = math.VecUnit(numpy.cross(yi, zi)) # turn r_i to Y and Z defined by detector rotation plane self._t2 = math.CoordinateTransform(xi, yi, zi) self._transform = math.Transform( numpy.dot(numpy.linalg.inv(self._t2.matrix), self._t1.matrix)) def _set_energy(self, energy): self._en = utilities.energy(energy) self._wl = utilities.en2lam(self._en) self.k0 = numpy.pi * 2. / self._wl self._A2QConversion.wavelength = self._wl def _set_wavelength(self, wl): self._wl = utilities.wavelength(wl) self._en = utilities.lam2en(self._wl) self.k0 = numpy.pi * 2. / self._wl self._A2QConversion.wavelength = self._wl def _get_energy(self): return self._en def _get_wavelength(self): return self._wl energy = property(_get_energy, _set_energy) wavelength = property(_get_wavelength, _set_wavelength) def _set_inplane_direction(self, dir): self.idir = math.VecUnit(dir) v1 = numpy.cross(self.ndir, self.idir) self._set_transform(v1, self.idir, self.ndir, self._sampleor) def _get_inplane_direction(self): return self.idir def _set_normal_direction(self, dir): self.ndir = math.VecUnit(dir) v1 = numpy.cross(self.ndir, self.idir) self._set_transform(v1, self.idir, self.ndir, self._sampleor) def _get_normal_direction(self): return self.ndir def Q2Ang(self, qvec): pass def Ang2HKL(self, *args, **kwargs): """ angular to (h, k, l) space conversion. It will set the UB argument to Ang2Q and pass all other parameters unchanged. See Ang2Q for description of the rest of the arguments. Parameters ---------- args : list arguments forwarded to Ang2Q kwargs : dict, optional optional keyword arguments B : array-like, optional reciprocal space conversion matrix of a Crystal. You can specify the matrix B (default identiy matrix) shape needs to be (3, 3) mat : Crystal, optional Crystal object to use to obtain a B matrix (e.g. xu.materials.Si) can be used as alternative to the B keyword argument B is favored in case both are given U : array-like, optional orientation matrix U can be given. If none is given the orientation defined in the Experiment class is used. dettype : {'point', 'linear', 'area'}, optional detector type: decides which routine of Ang2Q to call. default 'point' delta : ndarray, list or tuple, optional giving delta angles to correct the given ones for misalignment. delta must be an numpy array or list of length 2. used angles are than ``(om, tt) - delta`` wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) en : float or str, optional x-ray energy in eV (default: converted self._wl) deg : bool, optional flag to tell if angles are passed as degree (default: True) sampledis : tuple or list or array-like sample displacement vector in relative units of the detector distance. Applies to parallel beam geometry. (default: (0, 0, 0)) Returns ------- ndarray H K L coordinates as numpy.ndarray with shape `(N , 3)` where `N` corresponds to the number of points given in the input (args) """ valid_kwargs = {'B': 'orthonormalization matrix', 'U': 'orientation matrix', 'mat': 'material object', 'dettype': 'string with detector type'} valid_kwargs.update(QConversion._valid_call_kwargs) del valid_kwargs['UB'] utilities.check_kwargs(kwargs, valid_kwargs, 'Ang2HKL') if "B" in kwargs: B = numpy.array(kwargs['B']) kwargs.pop("B") elif "mat" in kwargs: mat = kwargs['mat'] B = mat.B kwargs.pop("mat") else: B = numpy.identity(3) if "U" in kwargs: U = numpy.array(kwargs['U']) kwargs.pop("U") else: U = self._transform.matrix kwargs['UB'] = numpy.dot(U, B) if "dettype" in kwargs: typ = kwargs['dettype'] if typ not in ('point', 'linear', 'area'): raise InputError("wrong dettype given: needs to be one of " "'point', 'linear', 'area'") kwargs.pop("dettype") else: typ = 'point' if typ == 'linear': return self.Ang2Q.linear(*args, **kwargs) if typ == 'area': return self.Ang2Q.area(*args, **kwargs) return self.Ang2Q(*args, **kwargs) def Transform(self, v): """ transforms a vector, matrix or tensor of rank 4 (e.g. elasticity tensor) to the coordinate frame of the Experiment class. This is for example necessary before any Q2Ang-conversion can be performed. Parameters ---------- v : object to transform, list or numpy array of shape (n,) (n, n), (n, n, n, n) where n is the rank of the transformation matrix Returns ------- transformed object of the same shape as v """ return self._transform(v) def TiltAngle(self, q, deg=True): """ TiltAngle(q, deg=True): Return the angle between a q-space position and the surface normal. Parameters ---------- q : list or numpy array with the reciprocal space position optional keyword arguments: deg : True/False whether the return value should be in degree or radians (default: True) """ if isinstance(q, list): qt = numpy.array(q, dtype=numpy.double) elif isinstance(q, numpy.ndarray): qt = q else: raise TypeError("q-space position must be list or numpy array") return math.VecAngle(self.ndir, qt, deg) def _prepare_qvec(self, Q): """ check and reshape input to have the same q array for all possible types of input """ if len(Q) < 3: Q = Q[0] if len(Q) < 3: raise InputError("need 3 q-space vector components") if isinstance(Q, (list, tuple, numpy.ndarray)): q = numpy.asarray(Q, dtype=numpy.double) else: raise TypeError("Q vector must be a list, tuple or numpy array") if len(q.shape) != 2: q = q.reshape(3, -1) return q.T class HXRD(Experiment): """ class describing high angle x-ray diffraction experiments the class helps with calculating the angles of Bragg reflections as well as helps with analyzing measured data the class describes a two circle (omega, twotheta) goniometer to help with coplanar x-ray diffraction experiments. Nevertheless 3D data can be treated with the use of linear and area detectors. see "help(HXRDInstance.Ang2Q)" """ def __init__(self, idir, ndir, geometry='hi_lo', **keyargs): """ initialization routine for the HXRD Experiment class Parameters ---------- idir, ndir, keyargs : same as for the Experiment base class -> please look at the docstring of Experiment.__init__ for more details geometry : {'hi_lo', 'lo_hi', 'real'}, optional determines the scattering geometry : - 'hi_lo' (default) high incidence-low exit - 'lo_hi' low incidence - high exit - 'real' general geometry - q-coordinates determine high or low incidence """ if "qconv" not in keyargs: keyargs['qconv'] = QConversion('x+', 'x+', [0, 1, 0]) if geometry in ["hi_lo", "lo_hi", "real"]: self.geometry = geometry else: raise InputError("HXRD: invalid value for the geometry " "argument given") Experiment.__init__(self, idir, ndir, **keyargs) if config.VERBOSITY >= config.DEBUG: print( "XU.HXRD.__init__: \nEnergy: %s \nGeometry: %s \n%s---" % (self._en, self.geometry, str( self.Ang2Q))) # pylint: disable-next=method-hidden def Ang2Q(self, om, tt, **kwargs): """ angular to momentum space conversion for a point detector. Also see help HXRD.Ang2Q for procedures which treat line and area detectors Parameters ---------- om, tt : float or array-like sample and detector angles as numpy array, lists or Scalars must be given. All arguments must have the same shape or length. However, if one angle is always the same its enough to give one scalar value. kwargs : dict, optional optional keyword arguments delta : list or array-like giving delta angles to correct the given ones for misalignment. delta must be an numpy array or list of length 2. Used angles are than om, tt - delta UB : array-like matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: identity matrix) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space positions as numpy.ndarray with shape `(N , 3)` where `N` corresponds to the number of points given in the input """ # dummy function to have some documentation string available # the real function is generated dynamically in the __init__ routine def Q2Ang(self, *Q, **keyargs): """ Convert a reciprocal space vector Q to COPLANAR scattering angles. The keyword argument trans determines whether Q should be transformed to the experimental coordinate frame or not. The coplanar scattering angles correspond to a goniometer with sample rotations ['x+', 'y+', 'z-'] and detector rotation 'x+' and primary beam along y. This is a standard four circle diffractometer. Note: The behavior of this function is unchanged if the goniometer definition is changed! Parameters ---------- Q : list, tuple or array-like array of shape (3) with q-space vector components or 3 separate lists with qx, qy, qz trans : bool, optional apply coordinate transformation on Q (default True) deg : book, optional (default True) determines if the angles are returned in radians or degrees geometry : {'hi_lo', 'lo_hi', 'real', 'realTilt'}, optional determines the scattering geometry (default: self.geometry): - 'hi_lo' high incidence and low exit - 'lo_hi' low incidence and high exit - 'real' general geometry with angles determined by q-coordinates (azimuth); this and upper geometries return [omega, 0, phi, twotheta] - 'realTilt' general geometry with angles determined by q-coordinates (tilt); returns [omega, chi, phi, twotheta] refrac : bool, optional determines if refraction is taken into account; if True then also a material must be given (default: False) mat : Crystal Crystal object; needed to obtain its optical properties for refraction correction, otherwise not used full_output : bool, optional determines if additional output is given to determine scattering angles more accurately in case refraction is set to True. default: False fi, fd : tuple or list if refraction correction is applied one can optionally specify the facet through which the beam enters (fi) and exits (fd) fi, fd must be the surface normal vectors (not transformed & not necessarily normalized). If omitted the normal direction of the experiment is used. Returns ------- ndarray **full_output=False**: a numpy array of shape (4) with four scattering angles which are [omega, chi, phi, twotheta]; - omega : incidence angle with respect to surface - chi : sample tilt for the case of non-coplanar geometry - phi : sample azimuth with respect to inplane reference direction - twotheta : scattering angle/detector angle **full_output=True**: a numpy array of shape (6) with five angles which are [omega, chi, phi, twotheta, psi_i, psi_d] - psi_i : offset of the incidence beam from the scattering plane due to refraction - pdi_d : offset ot the diffracted beam from the scattering plane due to refraction """ valid_kwargs = {'trans': 'flag, perform coordinate transformation', 'deg': 'flag, return degrees', 'geometry': 'geometry string', 'refrac': 'flag', 'mat': 'Crystal instance', 'fi': 'incidence facet', 'fd': 'exit facet', 'full_output': 'see docstring for details'} utilities.check_kwargs(keyargs, valid_kwargs, 'Q2Ang') q = self._prepare_qvec(Q) # parse keyword arguments geom = keyargs.get('geometry', self.geometry) trans = keyargs.get('trans', True) deg = keyargs.get('deg', True) mat = keyargs.get('mat', None) # material for optical properties refrac = keyargs.get('refrac', False) if refrac and mat is None: # check if material is available raise InputError("keyword argument 'mat' must be set when " "'refrac' is set to True!") foutp = keyargs.get('full_output', False) fi = keyargs.get('fi', self.ndir) # incidence facet fi = math.VecUnit(self.Transform(fi)) fd = keyargs.get('fd', self.ndir) # exit facet fd = math.VecUnit(self.Transform(fd)) # set parameters for the calculation z = self.Transform(self.ndir) # z y = self.Transform(self.idir) # y x = self.Transform(self.scatplane) # x if refrac: n = numpy.real( mat.idx_refraction( self.energy)) # index of refraction k = self.k0 * n else: k = self.k0 # start calculation for each given Q-point if foutp: angle = numpy.zeros((6, q.shape[0])) else: angle = numpy.zeros((4, q.shape[0])) if trans: q = self.Transform(q) if config.VERBOSITY >= config.DEBUG: print(f"XU.HXRD.Q2Ang: q= {repr(q)}") qa = math.VecNorm(q) tth = 2. * numpy.arcsin(qa / 2. / k) # calculation of the sample azimuth phi (scattering plane # spanned by qvec[1] and qvec[2] directions) chi = -numpy.arctan2(math.VecDot(q, x), math.VecDot(q, z)) if numpy.any(numpy.isclose(numpy.abs(math.VecDot(q, z)), 0)): if config.VERBOSITY >= config.INFO_LOW: print("XU.HXRD: some position is perpendicular to ndir-" "reference direction (might be inplane or " "unreachable)") if geom == 'hi_lo': # +: high incidence geometry om = tth / 2. + math.VecAngle(q, z) phi = -numpy.arctan2(math.VecDot(q, x), math.VecDot(q, y)) elif geom == 'lo_hi': # -: low incidence geometry om = tth / 2. - math.VecAngle(q, z) phi = -numpy.arctan2(-1 * math.VecDot(q, x), -1 * math.VecDot(q, y)) elif geom == 'real': phi = -numpy.arctan2(math.VecDot(q, x), math.VecDot(q, y)) sign = numpy.ones(q.shape[0]) m = numpy.abs(phi) > numpy.pi / 2. phi = -numpy.arctan2(math.VecDot(q, x), math.VecDot(q, y)) sign[m] = -1 phi[m] = -numpy.arctan2(-1 * math.VecDot(q[m], x), -1 * math.VecDot(q[m], y)) om = tth / 2 + sign * math.VecAngle(q, z) elif geom == 'realTilt': phi = 0. om = tth / 2 + numpy.arctan2( math.VecDot(q, y), numpy.sqrt(math.VecDot(q, z) ** 2 + math.VecDot(q, x) ** 2)) else: raise ValueError("HXRD: invalid value for the geometry argument " "given\n valid entries are: hi_lo, lo_hi, real, " "realTilt") # refraction correction at incidence and exit facet psi_i = numpy.zeros_like(tth) psi_d = numpy.zeros_like(tth) # if refrac is false and full_output if refrac: beta = tth - om ki = k * (numpy.cos(om)[:, numpy.newaxis] * y[numpy.newaxis, :] - numpy.sin(om)[:, numpy.newaxis] * z[numpy.newaxis, :]) kd = k * (numpy.cos(beta)[:, numpy.newaxis] * y[numpy.newaxis, :] + numpy.sin(beta)[:, numpy.newaxis] * z[numpy.newaxis, :]) # refraction at incidence facet m = math.VecDot(ki, fi) > 0 if numpy.any(m): print("XU.HXRD: Warning, incidence facet not hit by " "primary beam for all positions! check your input!") om[m] = numpy.nan tth[m] = numpy.nan mnot = numpy.logical_not(m) cosbi = numpy.abs(math.VecDot(ki, fi) / math.VecNorm(ki)) cosb0 = numpy.sqrt(1 - n ** 2 * (1 - cosbi ** 2)) ki0 = self.k0 * (n * math.VecUnit(ki) - (numpy.sign(math.VecDot(ki, fi)) * (n * cosbi - cosb0))[:, numpy.newaxis] * fi[numpy.newaxis, :]) om[mnot] = math.VecAngle(ki0, y) psi_i[mnot] = numpy.arcsin(math.VecDot(ki0, x) / self.k0) if config.VERBOSITY >= config.DEBUG: print(f"XU.HXRD.Q2Ang: ki, ki0 = {repr(ki)} {repr(ki0)}") # refraction at exit facet m = math.VecDot(kd, fd) < 0 if numpy.any(m): print("XU.HXRD: Warning, exit facet not hit by " "diffracted beam! check your input!") om[m] = numpy.nan tth[m] = numpy.nan cosbd = numpy.abs(math.VecDot(kd, fd) / math.VecNorm(kd)) cosb0 = numpy.sqrt(1 - n ** 2 * (1 - cosbd ** 2)) kd0 = self.k0 * (n * math.VecUnit(kd) - (numpy.sign(math.VecDot(kd, fd)) * (n * cosbd - cosb0))[:, numpy.newaxis] * fd[numpy.newaxis, :]) tth[mnot] = math.VecAngle(ki0, kd0) psi_d[mnot] = numpy.arcsin(numpy.dot(kd0, x) / self.k0) if config.VERBOSITY >= config.DEBUG: print(f"XU.HXRD.Q2Ang: kd, kd0 = {repr(kd)} {repr(kd0)}") if geom == 'realTilt': angle[0, :] = om angle[1, :] = chi angle[3, :] = tth else: angle[0, :] = om angle[2, :] = phi angle[3, :] = tth if foutp: angle[4, :] = psi_i angle[5, :] = psi_d if q.shape[0] == 1: angle = angle.flatten() if config.VERBOSITY >= config.INFO_ALL: print("XU.HXRD.Q2Ang: om, chi, phi, tth,[psi_i, psi_d] = %s" % repr(angle)) if deg: return numpy.degrees(angle) return angle class FourC(HXRD): """ class describing high angle x-ray diffraction experiments the class helps with calculating the angles of Bragg reflections as well as helps with analyzing measured data the class describes a four circle (omega, chi, phi, twotheta) goniometer to help with coplanar x-ray diffraction experiments. Nevertheless 3D data can be treated with the use of linear and area detectors. see "help(FourCInstance.Ang2Q)" """ def __init__(self, idir, ndir, **keyargs): """ initialization routine for the FourC Experiment class Parameters ---------- idir, ndir, keyargs : same as for the Experiment base class -> please look at the docstring of Experiment.__init__ for more details geometry : {'hi_lo', 'lo_hi', 'real'}, optional determines the scattering geometry : - 'hi_lo' (default) high incidence-low exit - 'lo_hi' low incidence - high exit - 'real' general geometry - q-coordinates determine high or low incidence """ if "qconv" not in keyargs: # 3S+1D goniometer (standard four-circle goniometer, # omega, chi, phi, theta) keyargs['qconv'] = QConversion(['x+', 'y+', 'z-'], 'x+', [0, 1, 0]) HXRD.__init__(self, idir, ndir, **keyargs) class NonCOP(Experiment): """ class describing high angle x-ray diffraction experiments. The class helps with calculating the angles of Bragg reflections as well as helps with analyzing measured data for NON-COPLANAR measurements, where the tilt is used to align asymmetric peaks, like in the case of a polefigure measurement. The class describes a four circle (omega, chi, phi, twotheta) goniometer to help with x-ray diffraction experiments. Linear and area detectors can be treated as described in "help(NonCOPInstance.Ang2Q)" """ def __init__(self, idir, ndir, **keyargs): """ initialization routine for the NonCOP Experiment class Parameters ---------- idir, ndir, keyargs : same as for the Experiment base class """ if "qconv" not in keyargs: # 3S+1D goniometer (standard four-circle goniometer, # omega, chi, phi, theta) keyargs['qconv'] = QConversion(['x+', 'y+', 'z-'], 'x+', [0, 1, 0]) Experiment.__init__(self, idir, ndir, **keyargs) # pylint: disable-next=method-hidden def Ang2Q(self, om, chi, phi, tt, **kwargs): """ angular to momentum space conversion for a point detector. Also see help NonCOP.Ang2Q for procedures which treat line and area detectors Parameters ---------- om, chi, phi, tt : float or array-like sample and detector angles as numpy array, lists or Scalars must be given. All arguments must have the same shape or length. However, if one angle is always the same its enough to give one scalar value. kwargs : dict, optional optional keyword arguments delta : list, tuple or array-like, optional giving delta angles to correct the given ones for misalignment delta must be an numpy array or list of length 4. Used angles are than om, chi, phi, tt - delta UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: identity matrix) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space positions as numpy.ndarray with shape `(N , 3)` where `N` corresponds to the number of points given in the input """ # dummy function to have some documentation string available # the real function is generated dynamically in the __init__ routine def Q2Ang(self, *Q, **keyargs): """ Convert a reciprocal space vector Q to NON-COPLANAR scattering angles. The keyword argument trans determines whether Q should be transformed to the experimental coordinate frame or not. Note: The behavior of this function is unchanged if the goniometer definition is changed! Parameters ---------- Q : list, tuple or array-like array of shape (3) with q-space vector components or 3 separate lists with qx, qy, qz trans : bool, optional apply coordinate transformation on Q (default True) deg : book, optional (default True) determines if the angles are returned in radians or degrees Returns ------- ndarray a numpy array of shape (4) with four scattering angles which are [omega, chi, phi, twotheta]; - omega : incidence angle with respect to surface - chi : sample tilt for the case of non-coplanar geometry - phi : sample azimuth with respect to inplane reference direction - twotheta : scattering angle/detector angle """ valid_kwargs = {'trans': 'coordinate transformation flag', 'deg': 'degree-flag'} utilities.check_kwargs(keyargs, valid_kwargs, 'Q2Ang') q = self._prepare_qvec(Q) trans = keyargs.get('trans', True) deg = keyargs.get('deg', True) angle = numpy.zeros((4, q.shape[0])) # set parameters for the calculation z = self.Transform(self.ndir) # z y = self.Transform(self.idir) # y x = self.Transform(self.scatplane) # x if trans: q = self.Transform(q) if config.VERBOSITY >= config.DEBUG: print(f"XU.NonCOP.Q2Ang: q= {repr(q)}") qa = math.VecNorm(q) tth = 2. * numpy.arcsin(qa / 2. / self.k0) om = tth / 2. # calculation of the sample azimuth # the sign depends on the phi movement direction phi = -1 * numpy.arctan2( math.VecDot(q, x), math.VecDot(q, y)) - numpy.pi / 2. chi = (math.VecAngle(q, z)) angle[0, :] = om angle[1, :] = chi angle[2, :] = phi angle[3, :] = tth if q.shape[0] == 1: angle = angle.flatten() if config.VERBOSITY >= config.INFO_ALL: print(f"XU.HXRD.Q2Ang: [om, chi, phi, tth] = {repr(angle)}") if deg: return numpy.degrees(angle) return angle class GID(Experiment): """ class describing grazing incidence x-ray diffraction experiments the class helps with calculating the angles of Bragg reflections as well as it helps with analyzing measured data the class describes a four circle (alpha_i, azimuth, twotheta, beta) goniometer to help with GID experiments at the ROTATING ANODE. 3D data can be treated with the use of linear and area detectors. see "help(GIDInstance.Ang2Q)" Using this class the default sample surface orientation is determined by the inner most sample rotation (which is usually the azimuth motor). """ def __init__(self, idir, ndir, **keyargs): """ initialization routine for the GID Experiment class - ``idir`` defines the inplane reference direction (idir points parallel to the primary beam direction at zero angles) - ``ndir`` defines the surface normal of your sample (ndir points along the innermost sample rotation axis) Parameters ---------- idir, ndir, keyargs : same as for the Experiment base class """ if 'sampleor' not in keyargs: keyargs['sampleor'] = 'sam' if "qconv" not in keyargs: # 2S+2D goniometer keyargs['qconv'] = QConversion(['z-', 'x+'], ['x+', 'z-'], [0, 1, 0]) Experiment.__init__(self, idir, ndir, **keyargs) def Q2Ang(self, qvec, trans=True, deg=True, **kwargs): """ calculate the GID angles needed in the experiment the inplane reference direction defines the direction were the reference direction is parallel to the primary beam (i.e. lattice planes perpendicular to the beam) Note: The behavior of this function is unchanged if the goniometer definition is changed! Parameters ---------- qvec : list, tuple or array-like array of shape (3) with q-space vector components or 3 separate lists with qx, qy, qz trans : bool, optional apply coordinate transformation on Q (default True) deg : book, optional (default True) determines if the angles are returned in radians or degrees Returns ------- ndarray a numpy array of shape (4) with four GID scattering angles which are [alpha_i, azimuth, twotheta, beta]; - alpha_i : incidence angle to surface (at the moment always 0) - azimuth : sample rotation with respect to the inplane reference direction - twotheta : scattering angle - beta : exit angle from surface (at the moment always 0) """ valid_kwargs = {'trans': 'coordinate transformation flag', 'deg': 'degree-flag'} utilities.check_kwargs(kwargs, valid_kwargs, 'Q2Ang') if isinstance(qvec, list): q = numpy.array(qvec, dtype=numpy.double) elif isinstance(qvec, numpy.ndarray): q = qvec else: raise TypeError("Q vector must be a list or numpy array") if trans: q = self.Transform(q) if config.VERBOSITY >= config.INFO_ALL: print(f"XU.GID.Q2Ang: q = {repr(q)}") # set parameters for the calculation z = self.Transform(self.ndir) # z y = self.Transform(self.idir) # y x = self.Transform(self.scatplane) # x # check if reflection is inplane if numpy.abs(math.VecDot(q, z)) >= 0.001: raise InputError( f"Reflection not reachable in GID geometry (Q: {str(q)})") # calculate angle to inplane reference direction aref = numpy.arctan2(math.VecDot(q, x), math.VecDot(q, y)) # calculate scattering angle qa = math.VecNorm(q) tth = 2. * numpy.arcsin(qa / 2. / self.k0) azimuth = numpy.pi / 2 + aref + tth / 2. if deg: ang = [0, numpy.degrees(azimuth), numpy.degrees(tth), 0] else: ang = [0, azimuth, tth, 0] if config.VERBOSITY >= config.INFO_ALL: print(f"XU.GID.Q2Ang: [ai, azimuth, tth, beta] = {str(ang)}\n" f"difference to inplane reference which is {aref:5.2f}") return ang # pylint: disable-next=method-hidden def Ang2Q(self, ai, phi, tt, beta, **kwargs): """ angular to momentum space conversion for a point detector. Also see help GID.Ang2Q for procedures which treat line and area detectors Parameters ---------- ai, phi, tt, beta : float or array-like sample and detector angles as numpy array, lists or Scalars must be given. All arguments must have the same shape or length. However, if one angle is always the same its enough to give one scalar value. kwargs : dict, optional optional keyword arguments delta : list, tuple or array-like, optional giving delta angles to correct the given ones for misalignment delta must be an numpy array or list of length 4. Used angles are then ``ai, phi, tt, beta - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: identity matrix) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space positions as numpy.ndarray with shape `(N , 3)` where `N` corresponds to the number of points given in the input """ # dummy function to have some documentation string available # the real function is generated dynamically in the __init__ routine class GISAXS(Experiment): """ class describing grazing incidence x-ray diffraction experiments the class helps with calculating the angles of Bragg reflections as well as it helps with analyzing measured data the class describes a three circle (alpha_i, twotheta, beta) goniometer to help with GISAXS experiments at the ROTATING ANODE. 3D data can be treated with the use of linear and area detectors. see help self.Ang2Q """ def __init__(self, idir, ndir, **keyargs): """ initialization routine for the GISAXS Experiment class ``idir`` defines the inplane reference direction (idir points parallel to the primary beam direction at zero angles) Parameters ---------- idir, ndir, keyargs : same as for the Experiment base class """ if "qconv" not in keyargs: # 1S+2D goniometer keyargs['qconv'] = QConversion(['x+'], ['x+', 'z-'], [0, 1, 0]) Experiment.__init__(self, idir, ndir, **keyargs) def Q2Ang(self, Q, trans=True, deg=True, **kwargs): pass # pylint: disable-next=method-hidden def Ang2Q(self, ai, tt, beta, **kwargs): """ angular to momentum space conversion for a point detector. Also see help GISAXS.Ang2Q for procedures which treat line and area detectors Parameters ---------- ai, tt, beta : float or array-like sample and detector angles as numpy array, lists or Scalars must be given. all arguments must have the same shape or length. Howevver, if one angle is always the same its enough to give one scalar value. kwargs : dict, optional optional keyword arguments delta : list, tuple or array-like, optional giving delta angles to correct the given ones for misalignment delta must be an numpy array or list of length 3. Used angles are then ``ai, tt, beta - delta`` UB : array-like, optional matrix for conversion from (hkl) coordinates to Q of sample used to determine not Q but (hkl) (default: identity matrix) wl : float or str, optional x-ray wavelength in angstrom (default: self._wl) deg : bool, optional flag to tell if angles are passed as degree (default: True) Returns ------- ndarray reciprocal space positions as numpy.ndarray with shape `(N , 3)` where `N` corresponds to the number of points given in the input """ # dummy function to have some documentation string available # the real function is generated dynamically in the __init__ routine class PowderExperiment(Experiment): """ Experimental class for powder diffraction which helps to convert theta angles to momentum transfer space """ def __init__(self, **kwargs): """ class constructor which takes the same keyword arguments as the Experiment class Parameters ---------- kwargs : dict, optional keyword arguments same as for the Experiment base class """ Experiment.__init__(self, [0, 1, 0], [0, 0, 1], **kwargs) self.Ang2Q = self._Ang2Q def _Ang2Q(self, th, wl=None, deg=True): """ Converts theta angles to reciprocal space positions returns the absolute value of momentum transfer """ if deg: lth = numpy.radians(th) else: lth = th if wl: k0 = 2 * numpy.pi / wl else: k0 = self.k0 qpos = 2 * k0 * numpy.sin(lth) return qpos def Q2Ang(self, qpos, wl=None, deg=True): """ Converts reciprocal space values to theta angles """ if wl: k0 = 2 * numpy.pi / wl else: k0 = self.k0 th = numpy.arcsin(numpy.divide(qpos, (2 * k0))) if deg: th = numpy.degrees(th) return th ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/gridder.py0000644000175100002000000002777514742413365021307 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010, 2013 # Eugen Wintersberger # Copyright (C) 2009 Mario Keplinger # Copyright (c) 2009-2021, 2023 Dominik Kriegner import abc import enum import numpy from . import config, cxrayutilities, utilities from .exception import InputError class GridderFlags(enum.IntFlag): NO_DATA_INIT = 1 NO_NORMALIZATION = 4 VERBOSE = 16 def delta(min_value, max_value, n): """ Compute the stepsize along an axis of a grid. Parameters ---------- min_value : axis minimum value max_value : axis maximum value n : number of steps """ if n != 1: return (float(max_value) - float(min_value)) / float(n - 1) return numpy.inf def axis(min_value, max_value, n): """ Compute the a grid axis. Parameters ---------- min_value : float axis minimum value max_value : float axis maximum value n : int number of steps """ if n != 1: d = delta(min_value, max_value, n) a = min_value + d * numpy.arange(0, n) else: a = (min_value + max_value) / 2. return a def ones(*args): """ Compute ones for matrix generation. The shape is determined by the number of input arguments. """ return numpy.ones(args, dtype=numpy.double) class Gridder(utilities.ABC): """ Basis class for gridders in xrayutilities. A gridder is a function mapping irregular spaced data onto a regular grid by binning the data into equally sized elements. There are different ways of defining the regular grid of a Gridder. In xrayutilities the data bins extend beyond the data range in the input data, but the given position being the center of these bins, extends from the minimum to the maximum of the data! The main motivation for this was to create a Gridder, which when feeded with N equidistant data points and gridded with N bins would not change the data position (not the case with numpy.histogramm functions!). Of course this leads to the fact that for homogeneous point density the first and last bin in any direction are not filled as the other bins. A different definition is used by numpy histogram functions where the bins extend only to the end of the data range. (see numpy histogram, histrogram2d, ...) """ def __init__(self): """ Constructor defining default properties of any Gridder class """ # flags represent a way to transmit options to the C-code # no data initialization necessary in c-code self.flags = GridderFlags.NO_DATA_INIT # by default every call to gridder will start a new gridding self.keep_data = False self.normalize = True # flag to allow for sequential gridding with fixed data range self.fixed_range = False if not hasattr(self, '_gdata'): self._gdata = numpy.empty(0) if not hasattr(self, '_gnorm'): self._gnorm = numpy.empty(0) if config.VERBOSITY >= config.INFO_ALL: self.flags |= GridderFlags.VERBOSE @abc.abstractmethod def __call__(self): """ abstract call method which every implementation of a Gridder has to override """ def Normalize(self, bool): """ set or unset the normalization flag. Normalization needs to be done to obtain proper gridding but may want to be disabled in certain cases when sequential gridding is performed """ if bool not in [False, True]: raise TypeError("Normalize flag must be a boolan value " "(True/False)!") self.normalize = bool if bool: # Note this is usually done in Python anyways! self.flags &= ~GridderFlags.NO_NORMALIZATION else: self.flags |= GridderFlags.NO_NORMALIZATION def KeepData(self, bool): if bool not in [False, True]: raise TypeError("Keep Data flag must be a boolan value" "(True/False)!") self.keep_data = bool def __get_data(self): """ return gridded data (performs normalization if switched on) """ if self.normalize: tmp = numpy.copy(self._gdata) mask = (self._gnorm != 0) tmp[mask] /= self._gnorm[mask].astype(numpy.double) return tmp return self._gdata.copy() data = property(__get_data) def _prepare_array(self, a): """ prepare array for passing to c-code """ if isinstance(a, (list, tuple, float, int)): a = numpy.asarray(a) return a.reshape(a.size) def Clear(self): """ Clear so far gridded data to reuse this instance of the Gridder """ self._gdata[...] = 0 self._gnorm[...] = 0 class Gridder1D(Gridder): def __init__(self, nx): Gridder.__init__(self) if nx <= 0: raise InputError('nx must be a positiv integer!') self.nx = nx self.xmin = 0 self.xmax = 0 self._gdata = numpy.zeros(nx, dtype=numpy.double) self._gnorm = numpy.zeros(nx, dtype=numpy.double) def savetxt(self, filename, header=''): """ save gridded data to a txt file with two columns. The first column is the data coordinate and the second the corresponding data value Parameters ---------- filename : str output filename header : str, optional optional header for the data file. """ numpy.savetxt(filename, numpy.vstack((self.xaxis, self.data)).T, header=header, fmt='%.6g %.4g') def __get_xaxis(self): """ Returns the xaxis of the gridder the returned values correspond to the center of the data bins used by the gridding algorithm """ return axis(self.xmin, self.xmax, self.nx) xaxis = property(__get_xaxis) def dataRange(self, min, max, fixed=True): """ define minimum and maximum data range, usually this is deduced from the given data automatically, however, for sequential gridding it is useful to set this before the first call of the gridder. data outside the range are simply ignored Parameters ---------- min : float minimum value of the gridding range max : float maximum value of the gridding range fixed : bool, optional flag to turn fixed range gridding on (True (default)) or off (False) """ self.fixed_range = fixed self.xmin = min self.xmax = max def _checktransinput(self, x, data): """ common checks and reshape commands for the input data. This function checks the data type and shape of the input data. """ if not self.keep_data: self.Clear() x = self._prepare_array(x) data = self._prepare_array(data) if x.size != data.size: raise InputError(f"XU.{self.__class__.__name__}: size of given " "datasets (x, data) is not equal!") if not self.fixed_range: # assume that with setting keep_data the user wants to call the # gridder more often and obtain a reasonable result self.dataRange(x.min(), x.max(), self.keep_data) return x, data def __call__(self, x, data): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions data : ndarray numpy array of arbitrary shape with data values """ x, data = self._checktransinput(x, data) # remove normalize flag for C-code, normalization is always performed # in python flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.gridder1d(x, data, self.nx, self.xmin, self.xmax, self._gdata, self._gnorm, flags) class FuzzyGridder1D(Gridder1D): """ An 1D binning class considering every data point to have a finite width. If necessary one data point will be split fractionally over different data bins. This is numerically more effort but represents better the typical case of a experimental data, which do not represent a mathematical point but have a finite width (e.g. X-ray data from a 1D detector). """ def __call__(self, x, data, width=None): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions data : ndarray numpy array of arbitrary shape with data values width : float, optional width of one data point. If not given half the bin size will be used. """ x, data = self._checktransinput(x, data) if not width: width = delta(self.xmin, self.xmax, self.nx) / 2. # remove normalize flag for C-code, normalization is always performed # in python flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.fuzzygridder1d(x, data, self.nx, self.xmin, self.xmax, self._gdata, self._gnorm, width, flags) class npyGridder1D(Gridder1D): def __get_xaxis(self): """ Returns the xaxis of the gridder the returned values correspond to the center of the data bins used by the numpy.histogram function """ # no -1 here to be consistent with numpy.histogram dx = (float(self.xmax - self.xmin)) / float(self.nx) ax = self.xmin + dx * numpy.arange(0, self.nx) + dx / 2. return ax xaxis = property(__get_xaxis) def __call__(self, x, data): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions data : ndarray numpy array of arbitrary shape with data values """ x, data = self._checktransinput(x, data) # use only non-NaN data values mask = numpy.invert(numpy.isnan(data)) ldata = data[mask] lx = x[mask] if not self.fixed_range: # assume that with setting keep_data the user wants to call the # gridder more often and obtain a reasonable result self.dataRange(lx.min(), lx.max(), self.keep_data) # grid the data using numpy histogram tmpgdata, _ = numpy.histogram(lx, weights=ldata, bins=self.nx, range=(self.xmin, self.xmax)) tmpgnorm, _ = numpy.histogram(lx, bins=self.nx, range=(self.xmin, self.xmax)) if self.keep_data: self._gnorm += tmpgnorm self._gdata += tmpgdata else: self._gnorm = tmpgnorm self._gdata = tmpgdata ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/gridder2d.py0000644000175100002000000002413414742413365021517 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010, 2013 # Eugen Wintersberger # Copyright (C) 2009 Mario Keplinger # Copyright (c) 2009-2021, 2023 Dominik Kriegner import numpy from . import cxrayutilities, exception, utilities from .gridder import Gridder, GridderFlags, axis, delta, ones class Gridder2D(Gridder): def __init__(self, nx, ny): Gridder.__init__(self) # check input if nx <= 0 or ny <= 0: raise exception.InputError('Neither nx nor ny can be smaller' 'than 1!') self.xmin = None self.ymin = None self.xmax = None self.ymax = None self.nx = nx self.ny = ny self._allocate_memory() def _allocate_memory(self): """ Class method to allocate memory for the gridder based on the nx, ny class attributes. """ self._gdata = numpy.zeros((self.nx, self.ny), dtype=numpy.double) self._gnorm = numpy.zeros((self.nx, self.ny), dtype=numpy.double) def savetxt(self, filename, header=''): """ save gridded data to a txt file with two columns. The first two columns are the data coordinates and the last one the corresponding data value. Parameters ---------- filename : str output filename header : str, optional optional header for the data file. """ numpy.savetxt(filename, numpy.vstack((self.xmatrix.flat, self.ymatrix.flat, self.data.flat)).T, header=header, fmt='%.6g %.6g %.4g') def SetResolution(self, nx, ny): """ Reset the resolution of the gridder. In this case the original data stored in the object will be deleted. Parameters ---------- nx : int number of points in x-direction ny : int number of points in y-direction """ self.nx = nx self.ny = ny self._allocate_memory() def __get_xaxis(self): return axis(self.xmin, self.xmax, self.nx) def __get_yaxis(self): return axis(self.ymin, self.ymax, self.ny) def __get_xmatrix(self): return ones(self.nx, self.ny) * self.xaxis[:, numpy.newaxis] def __get_ymatrix(self): return ones(self.nx, self.ny) * self.yaxis[numpy.newaxis, :] yaxis = property(__get_yaxis) xaxis = property(__get_xaxis) xmatrix = property(__get_xmatrix) ymatrix = property(__get_ymatrix) def dataRange(self, xmin, xmax, ymin, ymax, fixed=True): """ define minimum and maximum data range, usually this is deduced from the given data automatically, however, for sequential gridding it is useful to set this before the first call of the gridder. data outside the range are simply ignored Parameters ---------- xmin, ymin : float minimum value of the gridding range in x, y xmax, ymax : float maximum value of the gridding range in x, y fixed : bool, optional flag to turn fixed range gridding on (True (default)) or off (False) """ self.fixed_range = fixed self.xmin = xmin self.xmax = xmax self.ymin = ymin self.ymax = ymax def _checktransinput(self, x, y, data): """ common checks and reshape commands for the input data. This function checks the data type and shape of the input data. """ if not self.keep_data: self.Clear() x = self._prepare_array(x) y = self._prepare_array(y) data = self._prepare_array(data) if x.size != y.size or y.size != data.size: raise exception.InputError( f"XU.{self.__class__.__name__}: size of given datasets " "(x, y, data) is not equal!") if not self.fixed_range: # assume that with setting keep_data the user wants to call the # gridder more often and obtain a reasonable result self.dataRange(x.min(), x.max(), y.min(), y.max(), self.keep_data) return x, y, data def __call__(self, x, y, data): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions y : ndarray numpy array of arbitrary shape with y positions data : ndarray numpy array of arbitrary shape with data values """ x, y, data = self._checktransinput(x, y, data) # remove normalize flag for C-code flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.gridder2d(x, y, data, self.nx, self.ny, self.xmin, self.xmax, self.ymin, self.ymax, self._gdata, self._gnorm, flags) class FuzzyGridder2D(Gridder2D): """ An 2D binning class considering every data point to have a finite area. If necessary one data point will be split fractionally over different data bins. This is numerically more effort but represents better the typical case of a experimental data, which do not represent a mathematical point but have a finite size (e.g. X-ray data from a 2D detector or reciprocal space maps measured with point/linear detector). Currently only a rectangular area can be considered during the gridding. """ def __call__(self, x, y, data, **kwargs): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions y : ndarray numpy array of arbitrary shape with y positions data : ndarray numpy array of arbitrary shape with data values width : float or tuple or list, optional width of one data point. If not given half the bin size will be used. The width can be given as scalar if it is equal for both data dimensions, or as sequence of length 2. """ valid_kwargs = {'width': 'specifiying fuzzy data size'} utilities.check_kwargs(kwargs, valid_kwargs, self.__class__.__name__) x, y, data = self._checktransinput(x, y, data) if 'width' in kwargs: try: length = len(kwargs['width']) except TypeError: length = 1 if length == 2: wx, wy = kwargs['width'] else: wx = kwargs['width'] wy = wx else: wx = delta(self.xmin, self.xmax, self.nx) / 2. wy = delta(self.ymin, self.ymax, self.ny) / 2. # remove normalize flag for C-code flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.fuzzygridder2d(x, y, data, self.nx, self.ny, self.xmin, self.xmax, self.ymin, self.ymax, self._gdata, self._gnorm, wx, wy, flags) class Gridder2DList(Gridder2D): """ special version of a 2D gridder which performs no actual averaging of the data in one grid/bin but just collects the data-objects belonging to one bin for further treatment by the user """ def _allocate_memory(self): """ Class method to allocate memory for the gridder based on the nx, ny class attributes. """ self._gdata = numpy.empty((self.nx, self.ny), dtype=list) for i in range(self.nx): for j in range(self.ny): self._gdata[i, j] = [] self._gnorm = numpy.zeros((self.nx, self.ny), dtype=int) def Clear(self): self._allocate_memory() def __get_data(self): """ return gridded data, in this special version no normalization is defined! """ return self._gdata.copy() data = property(__get_data) def __call__(self, x, y, data): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the lists of data-objects belonging to one bin/grid-point. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions y : ndarray numpy array of arbitrary shape with y positions data : ndarray, list or tuple data of same length as x, y but of arbitrary type """ x, y, data = self._checktransinput(x, y, data) # perform gridding this should be moved to native code if possible def gindex(x, min, delt): return numpy.round((x - min) / delt).astype(int) xdelta = delta(self.xmin, self.xmax, self.nx) ydelta = delta(self.ymin, self.ymax, self.ny) for i in range(len(x)): xidx = gindex(x[i], self.xmin, xdelta) yidx = gindex(y[i], self.ymin, ydelta) self._gdata[xidx, yidx].append(data[i]) self._gnorm[xidx, yidx] += 1 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/gridder3d.py0000644000175100002000000002042314742413365021515 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010, 2013 # Eugen Wintersberger # Copyright (C) 2009 Mario Keplinger # Copyright (c) 2009-2019, 2023 Dominik Kriegner import numpy from . import cxrayutilities, exception, utilities from .gridder import Gridder, GridderFlags, axis, delta, ones class Gridder3D(Gridder): def __init__(self, nx, ny, nz): Gridder.__init__(self) # check input if nx <= 0 or ny <= 0 or nz <= 0: raise exception.InputError('None of nx, ny and nz can be smaller ' 'than 1!') self.xmin = 0 self.xmax = 0 self.ymin = 0 self.ymax = 0 self.zmin = 0 self.zmax = 0 self.nx = nx self.nz = nz self.ny = ny self._allocate_memory() def _allocate_memory(self): """ Class method to allocate memory for the gridder based on the nx, ny class attributes. """ self._gdata = numpy.zeros((self.nx, self.ny, self.nz), dtype=numpy.double) self._gnorm = numpy.zeros((self.nx, self.ny, self.nz), dtype=numpy.double) def SetResolution(self, nx, ny, nz): self.nx = nx self.ny = ny self.nz = nz self._allocate_memory() def __get_xaxis(self): return axis(self.xmin, self.xmax, self.nx) def __get_yaxis(self): return axis(self.ymin, self.ymax, self.ny) def __get_zaxis(self): return axis(self.zmin, self.zmax, self.nz) def __get_xmatrix(self): return ones(self.nx, self.ny, self.nz) *\ self.xaxis[:, numpy.newaxis, numpy.newaxis] def __get_ymatrix(self): return ones(self.nx, self.ny, self.nz) *\ self.yaxis[numpy.newaxis, :, numpy.newaxis] def __get_zmatrix(self): return ones(self.nx, self.ny, self.nz) *\ self.zaxis[numpy.newaxis, numpy.newaxis, :] zaxis = property(__get_zaxis) zmatrix = property(__get_zmatrix) xaxis = property(__get_xaxis) xmatrix = property(__get_xmatrix) yaxis = property(__get_yaxis) ymatrix = property(__get_ymatrix) def dataRange(self, xmin, xmax, ymin, ymax, zmin, zmax, fixed=True): """ define minimum and maximum data range, usually this is deduced from the given data automatically, however, for sequential gridding it is useful to set this before the first call of the gridder. data outside the range are simply ignored Parameters ---------- xmin, ymin, zmin : float minimum value of the gridding range in x, y, z xmax, ymax, zmax : float maximum value of the gridding range in x, y, z fixed : bool, optional flag to turn fixed range gridding on (True (default)) or off (False) """ self.fixed_range = fixed self.xmin = xmin self.xmax = xmax self.ymin = ymin self.ymax = ymax self.zmin = zmin self.zmax = zmax def _checktransinput(self, x, y, z, data): """ common checks and reshape commands for the input data. This function checks the data type and shape of the input data. """ if not self.keep_data: self.Clear() x = self._prepare_array(x) y = self._prepare_array(y) z = self._prepare_array(z) data = self._prepare_array(data) if x.size != y.size or y.size != z.size or z.size != data.size: raise exception.InputError( f"XU.{self.__class__.__name__}: size of given datasets " "(x, y, z, data) is not equal!") if not self.fixed_range: # assume that with setting keep_data the user wants to call the # gridder more often and obtain a reasonable result self.dataRange(x.min(), x.max(), y.min(), y.max(), z.min(), z.max(), self.keep_data) return x, y, z, data def __call__(self, x, y, z, data): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions y : ndarray numpy array of arbitrary shape with y positions z : ndarray numpy array fo arbitrary shape with z positions data : ndarray numpy array of arbitrary shape with data values """ x, y, z, data = self._checktransinput(x, y, z, data) # remove normalize flag for C-code flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.gridder3d(x, y, z, data, self.nx, self.ny, self.nz, self.xmin, self.xmax, self.ymin, self.ymax, self.zmin, self.zmax, self._gdata, self._gnorm, flags) class FuzzyGridder3D(Gridder3D): """ An 3D binning class considering every data point to have a finite volume. If necessary one data point will be split fractionally over different data bins. This is numerically more effort but represents better the typical case of a experimental data, which do not represent a mathematical point but have a finite size. Currently only a quader can be considered as volume during the gridding. """ def __call__(self, x, y, z, data, **kwargs): """ Perform gridding on a set of data. After running the gridder the 'data' object in the class is holding the gridded data. Parameters ---------- x : ndarray numpy array of arbitrary shape with x positions y : ndarray numpy array of arbitrary shape with y positions z : ndarray numpy array fo arbitrary shape with z positions data : ndarray numpy array of arbitrary shape with data values width : float, tuple or list, optional width of one data point. If not given half the bin size will be used. The width can be given as scalar if it is equal for all three dimensions, or as sequence of length 3. """ valid_kwargs = {'width': 'specifiying fuzzy data size'} utilities.check_kwargs(kwargs, valid_kwargs, self.__class__.__name__) x, y, z, data = self._checktransinput(x, y, z, data) if 'width' in kwargs: try: length = len(kwargs['width']) except TypeError: length = 1 if length == 3: wx, wy, wz = kwargs['width'] else: wx = kwargs['width'] wy = wx wz = wx else: wx = delta(self.xmin, self.xmax, self.nx) / 2. wy = delta(self.ymin, self.ymax, self.ny) / 2. wz = delta(self.zmin, self.zmax, self.nz) / 2. # remove normalize flag for C-code flags = self.flags | GridderFlags.NO_NORMALIZATION cxrayutilities.fuzzygridder3d(x, y, z, data, self.nx, self.ny, self.nz, self.xmin, self.xmax, self.ymin, self.ymax, self.zmin, self.zmax, self._gdata, self._gnorm, wx, wy, wz, flags) ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6375003 xrayutilities-1.7.10/lib/xrayutilities/io/0000755000175100002000000000000014742413420017672 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/__init__.py0000644000175100002000000000320114742413365022007 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010 Eugen Wintersberger # Copyright (C) 2009-2019 Dominik Kriegner from .cbf import CBFDirectory, CBFFile from .desy_tty08 import gettty08_scan, tty08File from .edf import EDFDirectory, EDFFile from .fastscan import FastScan, FastScanCCD, FastScanSeries from .helper import xu_h5open, xu_open from .ill_numor import numor_scan, numorFile from .imagereader import (ImageReader, PerkinElmer, Pilatus100K, RoperCCD, TIFFRead, get_tiff) from .panalytical_xml import XRDMLFile, getxrdml_map, getxrdml_scan from .pdcif import pdCIF, pdESG from .rigaku_ras import RASFile, RASScan, getras_scan # parser for the alignment log file of the rotating anode from .rotanode_alignment import RA_Alignment from .seifert import SeifertMultiScan, SeifertScan, getSeifert_map from .spec import SPECFile, SPECLog, SPECScan, geth5_scan, getspec_scan from .spectra import SPECTRAFile, geth5_spectra_map ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/cbf.py0000644000175100002000000001236714742413365021017 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2013-2020, 2023 Dominik Kriegner # module for handling files stored in the CBF data format import os.path import re import numpy from .. import config, cxrayutilities, utilities from .filedir import FileDirectory from .helper import xu_h5open, xu_open cbf_name_start_num = re.compile(r"^\d") class CBFFile: def __init__(self, fname, nxkey="X-Binary-Size-Fastest-Dimension", nykey="X-Binary-Size-Second-Dimension", dtkey="DataType", path=None): """ CBF detector image parser Parameters ---------- fname : str name of the CBF file of type .cbf or .cbf.gz nxkey : str, optional name of the header key that holds the number of points in x-direction nykey : str, optional name of the header key that holds the number of points in y-direction dtkey : str, optional name of the header key that holds the datatype for the binary data path : str, optional path to the CBF file """ self.filename = fname if path: self.full_filename = os.path.join(path, fname) else: self.full_filename = self.filename # evaluate keyword arguments self.nxkey = nxkey self.nykey = nykey self.dtkey = dtkey # create attributes for holding data self.data = None self.ReadData() def ReadData(self): """ Read the CCD data into the .data object this function is called by the initialization """ with xu_open(self.full_filename, 'rb') as fid: tmp = numpy.fromfile(file=fid, dtype="u1").tobytes() tmp2 = tmp.decode('ascii', 'ignore') # read header information pos = tmp2.index(self.nxkey + ':') + len(self.nxkey + ':') self.xdim = int(tmp2[pos:pos + 6].strip()) pos = tmp2.index(self.nykey + ':') + len(self.nykey + ':') self.ydim = int(tmp2[pos:pos + 6].strip()) self.data = cxrayutilities.cbfread(tmp, self.xdim, self.ydim) self.data.shape = (self.ydim, self.xdim) def Save2HDF5(self, h5f, group="/", comp=True): """ Saves the data stored in the EDF file in a HDF5 file as a HDF5 array. By default the data is stored in the root group of the HDF5 file - this can be changed by passing the name of a target group or a path to the target group via the "group" keyword argument. Parameters ---------- h5f : file-handle or str a HDF5 file object or name group : str, optional group where to store the data (default to the root of the file) comp : bool, optional activate compression - true by default """ with xu_h5open(h5f, 'a') as h5: if isinstance(group, str): g = h5.get(group) else: g = group # create the array name name = os.path.split(self.filename)[-1] name = os.path.splitext(name)[0] # perform a second time for case of .cbf.gz files name = os.path.splitext(name)[0] name = utilities.makeNaturalName(name) if cbf_name_start_num.match(name): name = "ccd_" + name if config.VERBOSITY >= config.INFO_ALL: print(f"xu.io.CBFFile: HDF5 group name: {name}") # create the array description desc = f"CBF CCD data from file {self.filename} " # create the dataset for the array kwds = {'fletcher32': True} if comp: kwds['compression'] = 'gzip' try: ca = g.create_dataset(name, data=self.data, **kwds) except ValueError: del g[name] ca = g.create_dataset(name, data=self.data, **kwds) ca.attrs['TITLE'] = desc class CBFDirectory(FileDirectory): """ Parses a directory for CBF files, which can be stored to a HDF5 file for further usage """ def __init__(self, datapath, ext="cbf", **keyargs): """ Parameters ---------- datapath : str directory of the CBF files ext : str, optional extension of the ccd files in the datapath (default: "cbf") keyargs : dict, optional further keyword arguments are passed to CBFFile """ super().__init__(datapath, ext, CBFFile, **keyargs) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/desy_tty08.py0000644000175100002000000001611414742413365022273 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2013-2021, 2023 Dominik Kriegner """ class for reading data + header information from tty08 data files tty08 is a system used at beamline P08 at Hasylab Hamburg and creates simple ASCII files to save the data. Information is easily read from the multicolumn data file. the functions below enable also to parse the information of the header """ import glob import os.path import re import numpy import numpy.lib.recfunctions from ..exception import InputError # relative imports from xrayutilities from .helper import xu_open re_columns = re.compile(r"/\*H") re_command = re.compile(r"^/\*C command") re_comment = re.compile(r"^/\*") re_date = re.compile(r"^/\*D date") re_epoch = re.compile(r"^/\*T epoch") re_initmopo = re.compile(r"^/\*M") class tty08File: """ Represents a tty08 data file. The file is read during the Constructor call. This class should work for data stored at beamline P08 using the tty08 acquisition system. Parameters ---------- filename : str tty08-filename mcadir : str, optional directory name of MCA files """ def __init__(self, filename, path=None, mcadir=None): self.filename = filename if path is None: self.full_filename = self.filename else: self.full_filename = os.path.join(path, self.filename) self.Read() if mcadir is not None: self.mca_directory = mcadir self.mca_files = sorted(glob.glob( os.path.join(self.mca_directory, '*'))) if self.mca_files: self.ReadMCA() def ReadMCA(self): self.mca = numpy.empty((len(self.mca_files), numpy.loadtxt(self.mca_files[0]).shape[0]), dtype=float) for i in range(len(self.mca_files)): mcadata = numpy.loadtxt(self.mca_files[i]) self.mca[i, :] = mcadata[:, 1] if i == 0: if len(mcadata.shape) == 2: self.mca_channels = mcadata[:, 0] else: self.mca_channels = numpy.arange(0, mcadata.shape[0]) mcatemp = self.mca.view([('MCA', (self.mca.dtype, self.mca.shape[1]))]) self.data = numpy.lib.recfunctions.merge_arrays([self.data, mcatemp], flatten=True) def Read(self): """ Read the data from the file """ with xu_open(self.full_filename) as fid: # read header self.init_mopo = {} for line in fid: line = line.decode('ascii') if re_command.match(line): m = line.split(':') self.scan_command = m[1].strip() if re_date.match(line): m = line.split(':', 1) self.scan_date = m[1].strip() if re_epoch.match(line): m = line.split(':', 1) self.epoch = float(m[1]) if re_initmopo.match(line): m = line[3:] m = m.split(';') for e in m: e = e.split('=') self.init_mopo[e[0].strip()] = float(e[1]) if re_columns.match(line): self.columns = tuple(line.split()[1:]) # here all necessary information is read and we can start # reading the data break self.data = numpy.loadtxt(fid, comments="/") self.data = numpy.rec.fromrecords(self.data, names=self.columns) def gettty08_scan(scanname, scannumbers, *args, **keyargs): """ function to obtain the angular cooridinates as well as intensity values saved in TTY08 datafiles. Especially usefull for reciprocal space map measurements, and to combine date from several scans further more it is possible to obtain even more positions from the data file if more than two string arguments with its names are given Parameters ---------- scanname : str name of the scans, for multiple scans this needs to be a template string scannumbers : int, tuple or list number of the scans of the reciprocal space map args : str, optional names of the motors. to read reciprocal space maps measured in coplanar diffraction give: - `omname`: the name of the omega motor (or its equivalent) - `ttname`: the name of the two theta motor (or its equivalent) keyargs : dict, optional keyword arguments are passed on to tty08File Returns ------- [ang1, ang2, ...] : list, optional angular positions of the center channel of the position sensitive detector (numpy.ndarray 1D), omitted if no `args` are given MAP : ndarray All the data values as stored in the data file (includes the intensities e.g. MAP['MCA']). Examples -------- >>> [om, tt], MAP = xu.io.gettty08_scan('text%05d.dat', 36, 'omega', ... 'gamma') # doctest: +SKIP """ if isinstance(scannumbers, (list, tuple)): scanlist = scannumbers else: scanlist = list([scannumbers]) angles = dict.fromkeys(args) for key in angles: if not isinstance(key, str): raise InputError("*arg values need to be strings with motornames") angles[key] = numpy.zeros(0) buf = numpy.zeros(0) MAP = numpy.zeros(0) for nr in scanlist: scan = tty08File(scanname % nr, **keyargs) sdata = scan.data if MAP.dtype == numpy.float64: MAP.dtype = sdata.dtype # append scan data to MAP, where all data are stored MAP = numpy.append(MAP, sdata) # check type of scan for i in range(len(args)): motname = args[i] scanlength = len(sdata) try: buf = sdata[motname] except ValueError: buf = scan.init_mopo[motname] * numpy.ones(scanlength) angles[motname] = numpy.concatenate((angles[motname], buf)) retval = [] for motname in args: # create return values in correct order retval.append(angles[motname]) if not args: return MAP if len(args) == 1: return retval[0], MAP return retval, MAP ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/edf.py0000644000175100002000000003536614742413365021027 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010 Eugen Wintersberger # Copyright (C) 2010-2012,2014-2019 # Dominik Kriegner # Copyright (C) 2012 Tanja Etzelstorfer # module for handling files stored in the EDF data format developed by the ESRF import os.path import re import struct import numpy from .. import config, utilities from .filedir import FileDirectory from .helper import xu_h5open, xu_open edf_kv_split = re.compile(r"\s*=\s*") # key value sepeartor for header data edf_eokv = re.compile(r";") # end of line for a header # regular expressions for several ASCII representations of numbers edf_integer_value = re.compile(r"\d+") edf_float_value = re.compile(r"[+-]*\d+\.*\d*") edf_float_e_value = re.compile(r"[+-]*\d+\.\d*e[+-]*\d*") edf_name_start_num = re.compile(r"^\d") # dictionary mapping EDF data type keywords onto struct data types DataTypeDict = {"SignedByte": "b", "SignedShort": "h", "SignedInteger": "i", "SignedLong": "i", "FloatValue": "f", "DoubleValue": "d", "UnsignedByte": "B", "UnsignedShort": "H", "UnsignedInt": "I", "UnsignedLong": "L"} # SignedLong is only 4byte, on my 64bit machine using SignedLong:"l" caused # troubles # UnsignedLong is only 4byte, on my 64bit machine using UnsignedLong:"L" # caused troubles ("I" works) class EDFFile: def __init__(self, fname, nxkey="Dim_1", nykey="Dim_2", dtkey="DataType", path="", header=True, keep_open=False): """ Parameters ---------- fname : str name of the EDF file of type .edf or .edf.gz nxkey : str, optional name of the header key that holds the number of points in x-direction nykey : str, optional name of the header key that holds the number of points in y-direction dtkey : str, optional name of the header key that holds the datatype for the binary data path : str, optional path to the EDF file header : bool, optional has header (default true) keep_open : bool, optional if True the file handle is kept open between multiple calls which can cause significant speed-ups """ self.filename = fname self.full_filename = os.path.join(path, fname) # evaluate keyword arguments self.nxkey = nxkey self.nykey = nykey self.dtkey = dtkey self.headerflag = header # create attributes for holding data self._data = {} self._headers = [] self._data_offsets = [] self._data_read = False self._dimx = [] self._dimy = [] self._byte_order = [] self._fmt_str = [] self._dtype = [] self.Parse() if keep_open: self.fid = xu_open(self.full_filename, 'rb') else: self.fid = None self.nimages = len(self._data_offsets) self.header = self._headers[0] def Parse(self): """ Parse file to find the number of entries and read the respective header information """ header = {} offset = 0 with xu_open(self.full_filename, 'rb') as fid: if config.VERBOSITY >= config.INFO_ALL: print(f"XU.io.EDFFile.Parse: file: {self.full_filename}") if self.headerflag: while True: # until end of file hdr_flag = False ml_value_flag = False # marks a multiline header for line in fid: # until end of header linelength = len(line) offset += linelength line = line.decode('ascii', 'ignore') if config.VERBOSITY >= config.DEBUG: print(line) if line == "": break # remove leading and trailing whitespace symbols line = line.strip() if line == "{" and not hdr_flag: # start with header hdr_flag = True header = {} continue if hdr_flag: # stop reading when the end of the header # is reached if line == "}": # place offset reading here - here we get the # real starting position of the binary data!! break # continue if the line has no content if line == "": continue # split key and value of the header entry if not ml_value_flag: try: key, value = edf_kv_split.split(line, 1) except ValueError: print(f"XU.io.EDFFile.Parse: line: {line}") key = key.strip() value = value.strip() # if the value extends over multiple lines set # the multiline value flag if value[-1] != ";": ml_value_flag = True else: value = value[:-1] value = value.strip() header[key] = value else: value = value + line if value[-1] == ";": ml_value_flag = False value = value[:-1] value = value.strip() header[key] = value else: break # append header to class variables self._byte_order.append(header["ByteOrder"]) self._fmt_str.append(DataTypeDict[header[self.dtkey]]) self._dimx.append(int(header[self.nxkey])) self._dimy.append(int(header[self.nykey])) self._dtype.append(header[self.dtkey]) self._headers.append(header) self._data_offsets.append(offset) # jump over data block tot_nofp = self._dimx[-1] * self._dimy[-1] dsize = tot_nofp * struct.calcsize(self._fmt_str[-1]) fid.seek(offset + dsize, 0) offset += dsize else: # in case of no header also save one set of defaults self._byte_order.append('LowByteFirst') self._fmt_str.append(DataTypeDict['UnsignedShort']) self._dimx.append(516) self._dimy.append(516) self._dtype.append('UnsignedShort') self._headers.append(header) self._data_offsets.append(offset) # try to parse motor positions and counters from last found header # into separate dictionary if 'motor_mne' in header: tkeys = header['motor_mne'].split() try: tval = numpy.array(header['motor_pos'].split(), dtype=numpy.double) self.motors = dict(zip(tkeys, tval)) except ValueError: print("XU.io.EDFFile.ReadData: Warning: header conversion " "of motor positions failed") if 'counter_mne' in header: tkeys = header['counter_mne'].split() try: tval = numpy.array(header['counter_pos'].split(), dtype=numpy.double) self.counters = dict(zip(tkeys, tval)) except ValueError: print("XU.io.EDFFile.ReadData: Warning: header conversion " "of counter values failed") def ReadData(self, nimg=0): """ Read the CCD data of the specified image and return the data this function is called automatically when the 'data' property is accessed, but can also be called manually when only a certain image from the file is needed. Parameters ---------- nimg : int, optional number of the image which should be read (starts with 0) """ if self.fid: binfid = self.fid # move to the data section - jump over the header binfid.seek(self._data_offsets[nimg], 0) # read the data tot_nofp = self._dimx[nimg] * self._dimy[nimg] fmt_str = self._fmt_str[nimg] bindata = binfid.read(tot_nofp * struct.calcsize(fmt_str)) else: with xu_open(self.full_filename, 'rb') as binfid: # move to the data section - jump over the header binfid.seek(self._data_offsets[nimg], 0) # read the data tot_nofp = self._dimx[nimg] * self._dimy[nimg] fmt_str = self._fmt_str[nimg] bindata = binfid.read(tot_nofp * struct.calcsize(fmt_str)) if config.VERBOSITY >= config.DEBUG: print("XU.io.EDFFile: read binary data: nofp: %d len: %d" % (tot_nofp, len(bindata))) print(f"XU.io.EDFFile: format: {fmt_str}") try: data = numpy.frombuffer(bindata, count=tot_nofp, dtype=fmt_str) except ValueError: if fmt_str == 'L': fmt_str = 'I' try: data = numpy.frombuffer(bindata, count=tot_nofp, dtype=fmt_str) except ValueError: raise IOError("XU.io.EDFFile: data format (%s) has " "different byte-length, from amount of data " "one expects %d bytes per entry" % (fmt_str, len(bindata) / tot_nofp)) else: raise IOError("XU.io.EDFFile: data format (%s) has different " "byte-length, from amount of data one expects " "%d bytes per entry" % (fmt_str, len(bindata) / tot_nofp)) data.shape = (self._dimy[nimg], self._dimx[nimg]) if self._byte_order[nimg] != "LowByteFirst": # data = data.byteswap() print("XU.io.EDFFile.ReadData: check byte order - " "not low byte first") return data @property def data(self): if not self._data_read: for i in range(self.nimages): self._data[i] = self.ReadData(i) self._data_read = True if self.nimages == 1: return self._data[0] return self._data def Save2HDF5(self, h5f, group="/", comp=True): """ Saves the data stored in the EDF file in a HDF5 file as a HDF5 array. By default the data is stored in the root group of the HDF5 file - this can be changed by passing the name of a target group or a path to the target group via the "group" keyword argument. Parameters ---------- h5f : file-handle or str a HDF5 file object or name group : str, optional group where to store the data (default to the root of the file) comp : bool, optional activate compression - true by default """ with xu_h5open(h5f, 'a') as h5: if isinstance(group, str): if group == '/': g = h5 else: if group in h5: del h5[group] g = h5.create_group(group) else: g = group # create the array name ca_name = os.path.split(self.filename)[-1] ca_name = os.path.splitext(ca_name)[0] # perform a second time for case of .edf.gz files ca_name = os.path.splitext(ca_name)[0] ca_name = utilities.makeNaturalName(ca_name) if edf_name_start_num.match(ca_name): ca_name = "ccd_" + ca_name if config.VERBOSITY >= config.INFO_ALL: print(ca_name) # create the array description ca_desc = f"EDF CCD data from file {self.filename} " kwds = {'fletcher32': True} if comp: kwds['compression'] = 'gzip' if self.nimages != 1: ca_name += '_{n:04d}' for n in range(self.nimages): d = self.ReadData(n) name = ca_name.format(n=n) try: ca = g.create_dataset(name, data=d, **kwds) except ValueError: del g[name] ca = g.create_dataset(name, data=d, **kwds) ca.attrs['TITLE'] = ca_desc # finally we have to append the attributes for k in self.header: ca.attrs[utilities.makeNaturalName(k)] = self.header[k] class EDFDirectory(FileDirectory): """ Parses a directory for EDF files, which can be stored to a HDF5 file for further usage """ def __init__(self, datapath, ext="edf", **keyargs): """ Parameters ---------- datapath : str directory of the EDF file ext : str, optional extension of the ccd files in the datapath (default: "edf") keyargs : dict, optional further keyword arguments are passed to EDFFile """ super().__init__(datapath, ext, EDFFile, **keyargs) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/fastscan.py0000644000175100002000000014621014742413365022062 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014 Raphael Grifone # Copyright (c) 2014-2019, 2023 Dominik Kriegner """ modules to help with the analysis of FastScan data acquired at the ESRF. FastScan data are X-ray data (various detectors possible) acquired during scanning the sample in real space with a Piezo Scanner. The same functions might be used to analze traditional SPEC mesh scans. The module provides three core classes: * FastScan * FastScanCCD * FastScanSeries where the first two are able to parse single mesh/FastScans when one is interested in data of a single channel detector or are detector and the last one is able to parse full series of such mesh scans with either type of detector see examples/xrayutilities_kmap_ESRF.py for an example script """ import os.path import re import h5py import numpy from .. import config, utilities from ..gridder import delta from ..gridder2d import Gridder2D, Gridder2DList from ..gridder3d import Gridder3D from ..normalize import blockAverage2D from .edf import EDFFile from .spec import SPECFile class FastScan: """ class to help parsing and treating fast scan data. FastScan is the aquisition of X-ray data while scanning the sample with piezo stages in real space. It's is available at several beamlines at the ESRF synchrotron light-source. """ def __init__(self, filename, scannr, xmotor='adcX', ymotor='adcY', path=""): """ Constructor routine for the FastScan object. It initializes the object and parses the spec-scan for the needed data which are saved in properties of the FastScan object. Parameters ---------- filename : str file name of the fast scan spec file scannr : int scannr of the to be parsed fast scan xmotor : str, optional motor name of the x-motor (default: 'adcX' (ID01)) ymotor : str, optional motor name of the y-motor (default: 'adcY' (ID01)) path : str, optional optional path of the FastScan spec file """ self.scannr = scannr self.xmotor = xmotor self.ymotor = ymotor if isinstance(filename, SPECFile): self.specfile = filename self.filename = self.specfile.filename self.full_filename = self.specfile.full_filename self.specscan = getattr(self.specfile, 'scan%d' % self.scannr) else: self.filename = filename self.full_filename = os.path.join(path, filename) self.filename = os.path.basename(self.full_filename) self.specscan = None # read the scan self.parse() def parse(self): """ parse the specfile for the scan number specified in the constructor and store the needed informations in the object properties """ # parse the file if not self.specscan: self.specfile = SPECFile(self.full_filename) self.specscan = getattr(self.specfile, 'scan%d' % self.scannr) self.specscan.ReadData() self.xvalues = self.specscan.data[self.xmotor] self.yvalues = self.specscan.data[self.ymotor] self.data = self.specscan.data def motorposition(self, motorname): """ read the position of motor with name given by motorname from the data file. In case the motor is included in the data columns the returned object is an array with all the values from the file (although retrace clean is respected if already performed). In the case the motor is not moved during the scan only one value is returned. Parameters ---------- motorname : str name of the motor for which the position is wanted Returns ------- ndarray motor position(s) of motor with name motorname during the scan """ if self.specscan: # try reading value from data try: return self.data[motorname] except ValueError: try: return self.specscan.init_motor_pos[ f"INIT_MOPO_{motorname}"] except KeyError as exc: raise ValueError(f"given motorname '{motorname}' not " "found in the Spec-data") from exc else: return None def retrace_clean(self): """ function to clean the data of the scan from retrace artifacts created by the zig-zag scanning motion of the piezo actuators the function cleans the xvalues, yvalues and data attribute of the FastScan object. """ # set window to determin the slope window = [-1, 0, 1] # calc the slope of x_motor movement using a window for better acuracy slope = numpy.convolve(self.xvalues, window, mode='same') / \ numpy.convolve(numpy.arange(len(self.xvalues)), window, 'same') # select where slope is above the slope mean value # this can be modified if data points are missing of the retrace does # not clean all points mask = numpy.where(slope > slope.mean()) # reduce data size by cutting out retrace self.xvalues = self.xvalues[mask] self.yvalues = self.yvalues[mask] self.data = self.data[mask] def grid2D(self, nx, ny, **kwargs): """ function to grid the counter data and return the gridded X, Y and Intensity values. Parameters ---------- nx, ny : int number of bins in x, and y direction counter : str, optional name of the counter to use for gridding (default: 'mpx4int' (ID01)) gridrange : tuple, optional range for the gridder: format: ((xmin, xmax), (ymin, ymax)) Returns ------- Gridder2D Gridder2D object with X, Y, data on regular x, y-grid """ self.counter = kwargs.get('counter', 'mpx4int') gridrange = kwargs.get('gridrange', None) # define gridder g2d = Gridder2D(nx, ny) if gridrange: g2d.dataRange(gridrange[0][0], gridrange[0][1], gridrange[1][0], gridrange[1][1]) # check if counter is in data fields if self.counter not in self.data.dtype.fields: raise ValueError("field named '%s' not found in data parsed from " "scan #%d in file %s" % (self.counter, self.scannr, self.filename)) # grid data g2d(self.xvalues, self.yvalues, self.data[self.counter]) # return gridded data return g2d class FastScanCCD(FastScan): """ class to help parsing and treating fast scan data including CCD frames. FastScan is the aquisition of X-ray data while scanning the sample with piezo stages in real space. It's is available at several beamlines at the ESRF synchrotron light-source. During such fast scan at every grid point CCD frames are recorded and need to be analyzed """ def __init__(self, *args, **kwargs): """ Parameters ---------- imagefiletype : str, optional image file extension, either 'edf' / 'edf.gz' (default) or 'h5' other parameters are passed on to FastScanCCD """ self.imagefiletype = kwargs.pop('imagefiletype', 'edf') self.imgfile = None self.nimages = None super().__init__(*args, **kwargs) def _getCCDnumbers(self, ccdnr): """ internal function to return the ccd frame numbers from the data object or take them from the argument. """ if isinstance(ccdnr, str): # check if counter is in data fields try: ccdnumbers = self.data[ccdnr] except ValueError: raise ValueError("field named '%s' not found in data parsed " "from scan #%d in file %s" % (ccdnr, self.scannr, self.filename)) elif isinstance(ccdnr, (list, tuple, numpy.ndarray)): ccdnumbers = ccdnr else: raise ValueError("xu.FastScanCCD: wrong data type for " "argument 'ccdnr'") return ccdnumbers def _gridCCDnumbers(self, nx, ny, ccdnr, gridrange=None): """ internal function to grid the CCD frame number to produce a list of ccd-files per bin needed for the further treatment Parameters ---------- nx, ny : int number of bins in x, and y direction ccdnr : str or array-like array with ccd file numbers of length length(FastScanCCD.data) OR a string with the data column name for the file ccd-numbers gridrange : tuple, optional range for the gridder: format: ((xmin, xmax), (ymin, ymax)) Returns ------- gridder-object regular x, y-grid as well as 4-dimensional data object """ g2l = Gridder2DList(nx, ny) if gridrange: g2l.dataRange(gridrange[0][0], gridrange[0][1], gridrange[1][0], gridrange[1][1]) ccdnumbers = self._getCCDnumbers(ccdnr) # assign ccd frames to grid g2l(self.xvalues, self.yvalues, ccdnumbers) return g2l def _read_image(self, filename, imgindex, nav, roi, filterfunc): """ helper function to obtain one frame from an EDF/HDF5 file Parameters ---------- filename : str EDF file name imgindex : int index of frame inside the given EDF file nav : tuple or list number of detector pixel which will be averaged together (reduces the date size) roi : tuple region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) filterfunc : callable function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction Returns ------- ndarray numpy 2D array with the detector frame """ if roi is None: kwdict = {} else: kwdict = {'roi': roi} if 'edf' in self.imagefiletype: if not self.imgfile: self.imgfile = EDFFile(filename, keep_open=True) else: if self.imgfile.filename != filename: self.imgfile = EDFFile(filename, keep_open=True) ccdfilt = self.imgfile.ReadData(imgindex) else: fileroot = os.path.splitext(os.path.splitext(filename)[0])[0] if not self.imgfile: self.imgfile = h5py.File(fileroot + '.h5', 'r') ccdfilt = self.imgfile.get( os.path.split(fileroot)[-1] + '_%04d' % imgindex).value if filterfunc: ccdfilt = filterfunc(ccdfilt) if roi is None and nav[0] == 1 and nav[1] == 1: return ccdfilt return blockAverage2D(ccdfilt, nav[0], nav[1], **kwdict) def _get_image_number(self, imgnum, imgoffset, fileoffset, ccdfiletmp): """ function to obtain the image and file number. The logic for obtain this is likely to change between beamtimes. Parameters ---------- imgnum : int running image number from the data file imgoffset : int offset in the image number fileoffset : int offset in the file number ccdfiletmp : str ccd file template string """ if 'edf' in self.imagefiletype: if not self.imgfile: self.imgfile = EDFFile(ccdfiletmp % fileoffset, keep_open=True) if self.nimages is None: self.nimages = self.imgfile.nimages else: fileroot = os.path.splitext(os.path.splitext(ccdfiletmp % fileoffset)[0])[0] if not self.imgfile: self.imgfile = h5py.File(fileroot + '.h5', 'r') if self.nimages is None: self.nimages = len(self.imgfile.items()) filenumber = int((imgnum - imgoffset) // self.nimages + fileoffset) imgindex = int((imgnum - imgoffset) % self.nimages) return imgindex, filenumber def getccdFileTemplate(self, specscan, datadir=None, keepdir=0, replacedir=None): """ function to extract the CCD file template string from the comment in the SPEC-file scan-header. Parameters ---------- specscan : SpecScan spec-scan object from which header the CCD directory should be extracted datadir : str, optional the CCD filenames are usually parsed from the scan object. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept using the keepdir option. keepdir : int, optional number of directories which should be taken from the specscan. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. Returns ------- fmtstr : str format string for the CCD file name using one number to build the real file name filenr : int starting file number """ hline = specscan.getheader_element('C imageFile') re_ccdfiles = re.compile(r'dir\[([a-zA-Z0-9_.%/]*)\] ' r'prefix\[([a-zA-Z0-9_.%/]*)\] ' r'idxFmt\[([a-zA-Z0-9_.%/]*)\] ' r'nextNr\[([0-9]*)\] ' r'suffix\[([a-zA-Z0-9_.%/]*)\]') m = re_ccdfiles.match(hline) if m: path, prefix, idxFmt, num, suffix = m.groups() else: raise ValueError('spec-scan does not contain images or the ' 'corresponding header line is not detected ' 'correctly') ccdtmp = os.path.join(path, prefix + idxFmt + suffix) r = utilities.exchange_filepath(ccdtmp, datadir, keepdir, replacedir) return r, int(num) def getCCD(self, ccdnr, roi=None, datadir=None, keepdir=0, replacedir=None, nav=(1, 1), filterfunc=None): """ function to read the ccd files and return the raw X, Y and DATA values. DATA represents a 3D object with first dimension representing the data point index and the remaining two dimensions representing detector channels Parameters ---------- ccdnr : array-like or str array with ccd file numbers of length length(FastScanCCD.data) OR a string with the data column name for the file ccd-numbers roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept using the keepdir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) filterfunc : callable function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction Returns ------- X, Y : ndarray x, y-array (1D) DATA : ndarray 3-dimensional data object """ ccdnumbers = self._getCCDnumbers(ccdnr) ccdtemplate, nextNr = self.getccdFileTemplate( self.specscan, datadir, keepdir=keepdir, replacedir=replacedir) # read ccd shape from first image filename = ccdtemplate % nextNr ccdshape = self._read_image(filename, 0, nav, roi, filterfunc).shape ccddata = numpy.empty((self.xvalues.size, ccdshape[0], ccdshape[1])) if config.VERBOSITY >= config.INFO_ALL: print('XU.io.FastScanCCD: allocated ccddata array with %d bytes' % ccddata.nbytes) # go through the ccd-frames for i, imgnum in enumerate(ccdnumbers): # read ccd-frames imgindex, filenumber = self._get_image_number(imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = self._read_image(filename, imgindex, nav, roi, filterfunc) ccddata[i, :, :] = ccd return self.xvalues, self.yvalues, ccddata def processCCD(self, ccdnr, roi, datadir=None, keepdir=0, replacedir=None, filterfunc=None): """ function to read a region of interest (ROI) from the ccd files and return the raw X, Y and intensity from ROI. Parameters ---------- ccdnr : array-like or str array with ccd file numbers of length length(FastScanCCD.data) OR a string with the data column name for the file ccd-numbers roi : tuple or list region of interest on the 2D detector. Either a list of lower and upper bounds of detector channels for the two pixel directions as tuple or a list of mask arrays datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept using the keepdir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. filterfunc : callable, optional function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction Returns ------- X, Y, DATA : ndarray x, y-array (1D) as well as 1-dimensional data object """ ccdnumbers = self._getCCDnumbers(ccdnr) ccdtemplate, nextNr = self.getccdFileTemplate( self.specscan, datadir, keepdir=keepdir, replacedir=replacedir) if isinstance(roi, list): lmask = roi lroi = None else: lmask = [numpy.ones((roi[1]-roi[0], roi[3]-roi[2])), ] lroi = roi ccdroi = numpy.empty((len(lmask), self.xvalues.size)) # go through the ccd-frames for i, imgnum in enumerate(ccdnumbers): # read ccd-frames imgindex, filenumber = self._get_image_number(imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = self._read_image(filename, imgindex, [1, 1], lroi, filterfunc) for j, m in enumerate(lmask): ccdroi[j, i] = numpy.sum(ccd[m]) if len(lmask) == 1: return self.xvalues, self.yvalues, ccdroi[0] return self.xvalues, self.yvalues, ccdroi def gridCCD(self, nx, ny, ccdnr, roi=None, datadir=None, keepdir=0, replacedir=None, nav=(1, 1), gridrange=None, filterfunc=None): """ function to grid the internal data and ccd files and return the gridded X, Y and DATA values. DATA represents a 4D object with first two dimensions representing X, Y and the remaining two dimensions representing detector channels Parameters ---------- nx, ny : int number of bins in x, and y direction ccdnr : array-like or str array with ccd file numbers of length length(FastScanCCD.data) OR a string with the data column name for the file ccd-numbers roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept using the keepdir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) gridrange : tuple range for the gridder: format: ((xmin, xmax), (ymin, ymax)) filterfunc : callable function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction Returns ------- X, Y: ndarray regular x, y-grid DATA : ndarray 4-dimensional data object """ g2l = self._gridCCDnumbers(nx, ny, ccdnr, gridrange=gridrange) gdata = g2l.data ccdtemplate, nextNr = self.getccdFileTemplate( self.specscan, datadir, keepdir=keepdir, replacedir=replacedir) # read ccd shape from first image filename = ccdtemplate % nextNr ccdshape = self._read_image(filename, 0, nav, roi, filterfunc).shape ccddata = numpy.empty((self.xvalues.size, ccdshape[0], ccdshape[1])) if config.VERBOSITY >= config.INFO_ALL: print("XU.io.FastScanCCD: allocated ccddata array with " f"{ccddata.nbytes} bytes") # go through the gridded data and average the ccd-frames for i in range(gdata.shape[0]): for j in range(gdata.shape[1]): if not gdata[i, j]: continue framecount = 0 # read ccd-frames and average them for imgnum in gdata[i, j]: imgindex, filenumber = self._get_image_number( imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = self._read_image(filename, imgindex, nav, roi, filterfunc) ccddata[i, j, ...] += ccd framecount += 1 ccddata[i, j, ...] /= float(framecount) return g2l.xmatrix, g2l.ymatrix, ccddata class FastScanSeries: """ class to help parsing and treating a series of fast scan data including CCD frames. FastScan is the aquisition of X-ray data while scanning the sample with piezo stages in real space. It's is available at several beamlines at the ESRF synchrotron light-source. During such fast scan at every grid point CCD frames are recorded and need to be analyzed. For the series of FastScans we assume that they are measured at different goniometer angles and therefore transform the data to reciprocal space. """ def __init__(self, filenames, scannrs, nx, ny, *args, **kwargs): """ Constructor routine for the FastScanSeries object. It initializes the object and creates a list of FastScanCCD objects. Importantly it also expects the motor names of the angles needed for reciprocal space conversion. Parameters ---------- filenames : list or str file names of the fast scan spec files, in case of more than one filename supply a list of names and also a list of scan numbers for the different files in the 'scannrs' argument scannrs : list scannrs of the to be parsed fast scans. in case of one specfile this is a list of numbers (e.g. [1, 2, 3]). when multiple filenames are given supply a separate list for every file (e.g. [[1, 2, 3],[2, 4]]) nx, ny : int grid-points for the real space grid args : str motor names for the Reciprocal space conversion. The order needs be as required by the ``QConversion.area()`` function. xmotor : str, optional motor name of the x-motor (default: 'adcX' (ID01)) ymotor : str, optional motor name of the y-motor (default: 'adcY' (ID01)) ccdnr : str, optional name of the ccd-number data column (default: 'imgnr' (ID01)) counter : str, optional name of a defined counter (roi) in the spec file (default: 'mpx4int' (ID01)) path : str, optional path of the FastScan spec file (default: '') """ if 'ccdnr' in kwargs: self.ccdnr = kwargs['ccdnr'] kwargs.pop("ccdnr") else: self.ccdnr = 'imgnr' if 'counter' in kwargs: self.counter = kwargs['counter'] kwargs.pop("counter") else: self.counter = 'mpx4int' if 'path' in kwargs: self.path = kwargs['path'] kwargs.pop("path") else: self.path = '' self.fastscans = [] self.nx = nx self.ny = ny self.motor_pos = None self.gonio_motors = [] # save motor names for arg in args: if not isinstance(arg, str): raise ValueError("one of the motor name arguments is not of " "type 'str' but %s" % str(type(arg))) self.gonio_motors.append(arg) # create list of FastScans if isinstance(filenames, str): filenames = [filenames] scannrs = [scannrs] if isinstance(filenames, (tuple, list)): for fname in filenames: full_filename = os.path.join(self.path, fname) specfile = SPECFile(full_filename) for snrs in scannrs[filenames.index(fname)]: self.fastscans.append(FastScanCCD(specfile, snrs, **kwargs)) else: raise ValueError("argument 'filenames' is not of " "appropriate type!") self._init_minmax() for fs in self.fastscans: self._update_minmax(fs) def _init_minmax(self): self.gridded = False self.xmin = numpy.min(self.fastscans[0].xvalues) self.ymin = numpy.min(self.fastscans[0].yvalues) self.xmax = numpy.max(self.fastscans[0].xvalues) self.ymax = numpy.max(self.fastscans[0].yvalues) def _update_minmax(self, fs): if numpy.max(fs.xvalues) > self.xmax: self.xmax = numpy.max(fs.xvalues) if numpy.max(fs.yvalues) > self.ymax: self.ymax = numpy.max(fs.yvalues) if numpy.min(fs.xvalues) < self.xmin: self.xmin = numpy.min(fs.xvalues) if numpy.min(fs.yvalues) < self.ymin: self.ymin = numpy.min(fs.yvalues) def retrace_clean(self): """ perform retrace clean for every FastScan in the series """ self._init_minmax() for fs in self.fastscans: fs.retrace_clean() self._update_minmax(fs) def align(self, deltax, deltay): """ Since a sample drift or shift due to rotation often occurs between different FastScans it should be corrected before combining them. Since determining such a shift is not straight-forward in general the user needs to supply the routine with the shifts in order correct the x, y-values for the different FastScans. Such a routine could for example use the integrated CCD intensities and determine the shift using a cross-convolution. Parameters ---------- deltax, deltay : list list of shifts in x/y-direction for every FastScan in the data structure """ self._init_minmax() for fs in self.fastscans: i = self.fastscans.index(fs) fs.xvalues += deltax[i] fs.yvalues += deltay[i] self._update_minmax(fs) def read_motors(self): """ read motor values from the series of fast scans """ self.motor_pos = numpy.zeros((len(self.fastscans), len(self.gonio_motors))) for i in range(len(self.fastscans)): fs = self.fastscans[i] for j in range(len(self.gonio_motors)): mname = self.gonio_motors[j] self.motor_pos[i, j] = fs.motorposition(mname) def get_average_RSM(self, qnx, qny, qnz, qconv, datadir=None, keepdir=0, replacedir=None, roi=None, nav=(1, 1), filterfunc=None): """ function to return the reciprocal space map data averaged over all x, y positions from a series of FastScan measurements. It necessary to give the QConversion-object to be used for the reciprocal space conversion. The QConversion-object is expected to have the 'area' conversion routines configured properly. This function needs to read all detector images, so be prepared to lean back for a moment! Parameters ---------- qnx, qny, qnz : int number of points used for the 3D Gridder qconv : QConversion QConversion-object to be used for the conversion of the CCD-data to reciprocal space roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) filterfunc : callable, optional function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept/replaced using the keepdir/replacedir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. Returns ------- Gridder3D gridded reciprocal space map """ if self.motor_pos is None: self.read_motors() # determine q-coordinates kwargs = {'Nav': nav} if roi: kwargs['roi'] = roi qx, qy, qz = qconv.area(*self.motor_pos.T, **kwargs) # define gridder with fixed optimized q-range g3d = Gridder3D(qnx, qny, qnz) g3d.keep_data = True g3d.dataRange(qx.min(), qx.max(), qy.min(), qy.max(), qz.min(), qz.max(), fixed=True) # start parsing the images and grid the data frame by frame for fsidx, fsccd in enumerate(self.fastscans): ccdtemplate, nextNr = fsccd.getccdFileTemplate( fsccd.specscan, datadir, keepdir=keepdir, replacedir=replacedir) ccdnumbers = fsccd._getCCDnumbers(self.ccdnr) ccdav = numpy.zeros_like(qx[fsidx, ...]) # go through the ccdframes for imgnum in ccdnumbers: # read ccdframes imgindex, filenumber = fsccd._get_image_number( imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = fsccd._read_image(filename, imgindex, nav, roi, filterfunc) ccdav += ccd g3d(qx[fsidx, ...], qy[fsidx, ...], qz[fsidx, ...], ccdav) return g3d def get_sxrd_for_qrange(self, qrange, qconv, datadir=None, keepdir=0, replacedir=None, roi=None, nav=(1, 1), filterfunc=None): """ function to return the real space data averaged over a certain q-range from a series of FastScan measurements. It necessary to give the QConversion-object to be used for the reciprocal space conversion. The QConversion-object is expected to have the 'area' conversion routines configured properly. Note: This function assumes that all FastScans were performed in the same real space positions, no gridding or aligning is performed! Parameters ---------- qrange : list or tuple q-limits defining a box in reciprocal space. six values are needed: [minx, maxx, miny, ..., maxz] qconv : QConversion QConversion object to be used for the conversion of the CCD-data to reciprocal space roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) filterfunc : callable, optional function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept/replaced using the keepdir/replacedir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. Returns ------- xvalues, yvalues, data : ndarray x, y, and data values """ if self.motor_pos is None: self.read_motors() # determine q-coordinates kwargs = {'Nav': nav} if roi: kwargs['roi'] = roi qx, qy, qz = qconv.area(*self.motor_pos.T, **kwargs) output = numpy.zeros_like(self.fastscans[0].xvalues) # parse the images only if some q coordinates fall into the ROI for fsidx, fsccd in enumerate(self.fastscans): mask = numpy.logical_and.reduce(( qx[fsidx] > qrange[0], qx[fsidx] < qrange[1], qy[fsidx] > qrange[2], qy[fsidx] < qrange[3], qz[fsidx] > qrange[4], qz[fsidx] < qrange[5])) if numpy.any(mask): ccdtemplate, nextNr = fsccd.getccdFileTemplate( fsccd.specscan, datadir, keepdir=keepdir, replacedir=replacedir) ccdnumbers = fsccd._getCCDnumbers(self.ccdnr) # go through the ccdframes for i, imgnum in enumerate(ccdnumbers): # read ccdframes imgindex, filenumber = fsccd._get_image_number( imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = fsccd._read_image(filename, imgindex, nav, roi, filterfunc) output[i] += numpy.sum(ccd[mask]) return fsccd.xvalues, fsccd.yvalues, output def getCCDFrames(self, posx, posy, typ='real'): """ function to determine the list of ccd-frame numbers for a specific real space position. The real space position must be within the data limits of the FastScanSeries otherwise an ValueError is thrown Parameters ---------- posx : float real space x-position or index in x direction posy : float real space y-position or index in y direction typ : {'real', 'index'}, optional type of coordinates. specifies if the position is specified as real space coordinate or as index. (default: 'real') Returns ------- list ``[[motorpos1, ccdnrs1], [motorpos2, ccdnrs2], ...]`` where motorposN is from the N-ths FastScan in the series and ccdnrsN is the list of according CCD-frames """ # determine grid point for position x, y if typ == 'real': # grid point calculation def gindex(x, min, delt): return numpy.round((x - min) / delt) xdelta = delta(self.xmin, self.xmax, self.nx) ydelta = delta(self.ymin, self.ymax, self.ny) xidx = gindex(posx, self.xmin, xdelta) yidx = gindex(posy, self.ymin, ydelta) elif typ == 'index': xidx = posx yidx = posy else: raise ValueError("given value of 'typ' is invalid.") if xidx >= self.nx or xidx < 0: raise ValueError("specified x-position is out of the data range") if yidx > self.ny or yidx < 0: raise ValueError("specified y-position is out of the data range") # read motor values and perform gridding for all subscans if not self.gridded: self.read_motors() self.glist = [] for fs in self.fastscans: g2l = fs._gridCCDnumbers( self.nx, self.ny, self.ccdnr, gridrange=((self.xmin, self.xmax), (self.ymin, self.ymax))) self.glist.append(g2l) # contains the ccdnumbers in g2l.data self.gridded = True # return the ccdnumbers and goniometer angles for this position ret = [] for i in range(len(self.glist)): motorpos = self.motor_pos[i] ccdnrs = self.glist[i].data[xidx, yidx] ret.append([motorpos, ccdnrs]) return ret def rawRSM(self, posx, posy, qconv, roi=None, nav=(1, 1), typ='real', datadir=None, keepdir=0, replacedir=None, filterfunc=None, **kwargs): """ function to return the reciprocal space map data at a certain x, y-position from a series of FastScan measurements. It necessary to give the QConversion-object to be used for the reciprocal space conversion. The QConversion-object is expected to have the 'area' conversion routines configured properly. Parameters ---------- posx : float real space x-position or index in x direction posy : float real space y-position or index in y direction qconv : QConversion QConversion-object to be used for the conversion of the CCD-data to reciprocal space roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) typ : {'real', 'index'}, optional type of coordinates. specifies if the position is specified as real space coordinate or as index. (default: 'real') filterfunc : callable, optional function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction UB : array-like, optional sample orientation matrix datadir : str, optional the CCD filenames are usually parsed from the SPEC file. With this option the directory used for the data can be overwritten. Specify the datadir as simple string. Alternatively the innermost directory structure can be automatically taken from the specfile. If this is needed specify the number of directories which should be kept using the keepdir option. keepdir : int, optional number of directories which should be taken from the SPEC file. (default: 0) replacedir : int, optional number of outer most directory names which should be replaced in the output (default = None). One can either give keepdir, or replacedir, with replace taking preference if both are given. Returns ------- qx, qy, qz : ndarray reciprocal space positions of the reciprocal space map ccddata : ndarray raw data of the reciprocal space map valuelist : ndarray valuelist containing the ccdframe numbers and corresponding motor positions """ U = kwargs.get('UB', numpy.identity(3)) # get CCDframe numbers and motor values valuelist = self.getCCDFrames(posx, posy, typ) # load ccd frames and convert to reciprocal space fsccd = self.fastscans[0] ccdtemplate, nextNr = fsccd.getccdFileTemplate( fsccd.specscan, datadir, keepdir=keepdir, replacedir=replacedir) # read ccd shape from first image imgindex, filenumber = fsccd._get_image_number( valuelist[0][1], nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccdshape = fsccd._read_image(filename, imgindex, nav, roi, filterfunc).shape ccddata = numpy.zeros((len(self.fastscans), ccdshape[0], ccdshape[1])) motors = [] for i in range(len(self.gonio_motors)): motors.append(numpy.zeros(0)) # go through the gridded data and average the ccdframes for i in range(len(self.fastscans)): imotors, ccdnrs = valuelist[i] fsccd = self.fastscans[i] # append motor positions for j in range(len(self.gonio_motors)): motors[j] = numpy.append(motors[j], imotors[j]) # read CCD if not ccdnrs: continue ccdtemplate, nextNr = fsccd.getccdFileTemplate(fsccd.specscan) framecount = 0 # read ccd-frames and average them for imgnum in ccdnrs: imgindex, filenumber = fsccd._get_image_number( imgnum, nextNr, nextNr, ccdtemplate) filename = ccdtemplate % filenumber ccd = fsccd._read_image(filename, imgindex, nav, roi, filterfunc) ccddata[i, ...] += ccd framecount += 1 ccddata[i, ...] /= float(framecount) qx, qy, qz = qconv.area(*motors, roi=roi, Nav=nav, UB=U) return qx, qy, qz, ccddata, valuelist def gridRSM(self, posx, posy, qnx, qny, qnz, qconv, roi=None, nav=(1, 1), typ='real', filterfunc=None, **kwargs): """ function to calculate the reciprocal space map at a certain x, y-position from a series of FastScan measurements it is necessary to specify the number of grid-oints for the reciprocal space map and the QConversion-object to be used for the reciprocal space conversion. The QConversion-object is expected to have the 'area' conversion routines configured properly. Parameters ---------- posx : float real space x-position or index in x direction posy : float real space y-position or index in y direction qnx, qny, qnz : int number of points in the Qx, Qy, Qz direction of the gridded reciprocal space map qconv : QConversion QConversion-object to be used for the conversion of the CCD-data to reciprocal space roi : tuple, optional region of interest on the 2D detector. should be a list of lower and upper bounds of detector channels for the two pixel directions (default: None) nav : tuple or list, optional number of detector pixel which will be averaged together (reduces the date size) typ : {'real', 'index'}, optional type of coordinates. specifies if the position is specified as real space coordinate or as index. (default: 'real') filterfunc : callable, optional function applied to the CCD-frames before any processing. this function should take a single argument which is the ccddata which need to be returned with the same shape! e.g. remove hot pixels, flat/darkfield correction UB : ndarray sample orientation matrix Returns ------- Gridder3D object with gridded reciprocal space map """ qx, qy, qz, ccddata, _ = self.rawRSM( posx, posy, qconv, roi=roi, nav=nav, typ=typ, filterfunc=filterfunc, **kwargs) # perform 3D gridding and return the data or gridder g = Gridder3D(qnx, qny, qnz) g(qx, qy, qz, ccddata) return g def grid2Dall(self, nx, ny, **kwargs): """ function to grid the counter data and return the gridded X, Y and Intensity values from all the FastScanSeries. Parameters ---------- nx, ny : int number of bins in x, and y direction counter : str, optional name of the counter to use for gridding (default: 'mpx4int' (ID01)) gridrange : tuple, optional range for the gridder: format: ((xmin, xmax), (ymin, ymax)) Returns ------- Gridder2D object with X, Y, data on regular x, y-grid """ counter = kwargs.get('counter', 'mpx4int') gridrange = kwargs.get('gridrange', ((self.xmin, self.xmax), (self.ymin, self.ymax))) # define gridder g2d = Gridder2D(nx, ny) if gridrange: g2d.dataRange(gridrange[0][0], gridrange[0][1], gridrange[1][0], gridrange[1][1]) g2d.KeepData(True) for fs in self.fastscans: # check if counter is in data fields if counter not in fs.data.dtype.fields: raise ValueError( f"field named '{counter}' not found in scan #{fs.scannr} " f"in file {fs.filename}") # grid data g2d(fs.xvalues, fs.yvalues, fs.data[counter]) # return gridded data return g2d ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/filedir.py0000644000175100002000000000656514742413365021706 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2019, 2023 Dominik Kriegner import glob import os.path from .. import config from .helper import xu_h5open class FileDirectory: """ Parses a directory for files, which can be stored to a HDF5 file for further usage. The file parser is given to the constructor and must provide a Save2HDF5 method. """ def __init__(self, datapath, ext, parser, **keyargs): """ Parameters ---------- datapath : str directory of the files ext : str extension of the files in the datapath parser : class Parser class for the data files. keyargs : dict further keyword arguments are passed to the constructor of the parser """ self.datapath = os.path.normpath(datapath) self.extension = ext self.parser = parser # create list of files to read self.files = glob.glob(os.path.join( self.datapath, f'*.{self.extension}')) if not self.files: print(f"XU.io.FileDirectory: no file found in {self.datapath}") return if config.VERBOSITY >= config.INFO_ALL: print("XU.io.FileDirectory: %d files found in %s" % (len(self.files), self.datapath)) self.init_keyargs = keyargs def Save2HDF5(self, h5f, group="", comp=True): """ Saves the data stored in the found files in the specified directory in a HDF5 file as a HDF5 arrays in a subgroup. By default the data is stored in a group given by the foldername - this can be changed by passing the name of a target group or a path to the target group via the "group" keyword argument. Parameters ---------- h5f : file-handle or str a HDF5 file object or name group : str, optional group where to store the data (defaults to pathname if group is empty string) comp : bool, optional activate compression - true by default """ with xu_h5open(h5f, 'a') as h5: if isinstance(group, str): if group == "": group = os.path.split(self.datapath)[1] g = h5.get(group) if not g: g = h5.create_group(group) else: g = group for infile in self.files: # read EDFFile and save to hdf5 filename = os.path.split(infile)[1] e = self.parser(filename, path=self.datapath, **self.init_keyargs) e.Save2HDF5(h5, group=g, comp=comp) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/helper.py0000644000175100002000000001223214742413365021533 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2013-2019, 2023 Dominik Kriegner """ convenience functions to open files for various data file reader these functions should be used in new parsers since they transparently allow to open gzipped and bzipped files """ import bz2 import gzip import io import lzma import string from operator import itemgetter import h5py from .. import config from ..exception import InputError def generate_filenames(filetemplate, scannrs=None): """ generate a list of filenames from a template and replacement values. Parameters ---------- filetemplate: str or list template string which should contain placeholders if scannrs is not None scannrs: iterable, optional list of scan numbers. If None then the filetemplate will be returned. Examples -------- >>> generate_filenames("filename_%d.ras", [1, 2, 3]) ['filename_1.ras', 'filename_2.ras', 'filename_3.ras'] >>> generate_filenames("filename_{}.ras", [1, 2, 3]) ['filename_1.ras', 'filename_2.ras', 'filename_3.ras'] >>> generate_filenames("filename_{}_{}.ras", [(11, 1), (21, 2), (31, 3)]) ['filename_11_1.ras', 'filename_21_2.ras', 'filename_31_3.ras'] >>> generate_filenames("filename_%d.ras", 1) ['filename_1.ras'] >>> generate_filenames("filename.ras") ['filename.ras'] >>> generate_filenames(["filename.ras", "othername.ras"]) ['filename.ras', 'othername.ras'] Returns ------- list of filenames. If only a single filename is returned it will still be encapsulated in a list """ if scannrs is None: if isinstance(filetemplate, list): return filetemplate return [filetemplate] files = [] if not isinstance(scannrs, (list, tuple)): scannrs = [scannrs] placeholders = map(itemgetter(1), string.Formatter().parse(filetemplate)) isformatstring = any(p is not None for p in placeholders) for nr in scannrs: if isinstance(nr, tuple) and isformatstring: files.append(filetemplate.format(*nr)) elif isformatstring: files.append(filetemplate.format(nr)) else: files.append(filetemplate % nr) return files def xu_open(filename, mode='rb'): """ function to open a file no matter if zipped or not. Files with extension '.gz', '.bz2', and '.xz' are assumed to be compressed and transparently opened to read like usual files. Parameters ---------- filename : str or bytes filename of the file to open or a bytes-stream with the file contents mode : str, optional mode in which the file should be opened Returns ------- file-handle handle of the opened file Raises ------ IOError If the file does not exist an IOError is raised by the open routine, which is not caught within the function """ if config.VERBOSITY >= config.INFO_ALL: print(f"XU:io: opening file {filename}") if isinstance(filename, bytes): fid = io.BytesIO(filename) elif filename.endswith('.gz'): fid = gzip.open(filename, mode) elif filename.endswith('.bz2'): fid = bz2.BZ2File(filename, mode) elif filename.endswith('.xz'): fid = lzma.open(filename, mode) else: fid = open(filename, mode) return fid class xu_h5open: """ helper object to decide if a HDF5 file has to be opened/closed when using with a 'with' statement. """ def __init__(self, f, mode='r'): """ Parameters ---------- f : str filename or h5py.File instance mode : str, optional mode in which the file should be opened. ignored in case a file handle is passed as f """ self.closeFile = True self.fid = None self.mode = mode if isinstance(f, h5py.File): self.fid = f self.closeFile = False self.filename = f.filename elif isinstance(f, str): self.filename = f else: raise InputError("f argument of wrong type was passed, " "should be string or filename") def __enter__(self): if self.fid: if not self.fid.id.valid: self.fid = h5py.File(self.filename, self.mode) else: self.fid = h5py.File(self.filename, self.mode) return self.fid def __exit__(self, type, value, traceback): if self.closeFile: self.fid.close() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/ill_numor.py0000644000175100002000000002144414742413365022261 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2019, 2023 Dominik Kriegner """ module for reading ILL data files (station D23): numor files """ import collections.abc import os.path import re import numpy from ..exception import InputError # relative imports from xrayutilities from .helper import xu_open re_comment = re.compile(r"^A+$") re_basicinfo = re.compile(r"^R+$") re_values = re.compile(r"^F+$") re_spectrum = re.compile(r"^S+$") re_header = re.compile(r"^I+$") class numorFile: """ Represents a ILL data file (numor). The file is read during the Constructor call. This class should work for created at station D23 using the mad acquisition system. Parameters ---------- filename : str a string with the name of the data file """ columns = {0: ('detector', 'monitor', 'time', 'gamma', 'omega', 'psi'), 1: ('detector', 'monitor', 'time', 'gamma'), 2: ('detector', 'monitor', 'time', 'omega'), 5: ('detector', 'monitor', 'time', 'psi')} def __init__(self, filename, path=None): """ constructor for the data file parser Parameters ---------- filename : str a string with the name of the data file path : str, optional directory of the data file """ self.filename = filename if path is None: self.full_filename = self.filename else: self.full_filename = os.path.join(path, self.filename) self.Read() def getline(self, fid): return fid.readline().decode('ascii') def ssplit(self, string): """ multispace split. splits string at two or more spaces after stripping it. """ return re.split(r'\s\s+', string.strip()) def Read(self): """ Read the data from the file """ with xu_open(self.full_filename) as fid: self.filesize = os.stat(self.full_filename).st_size # read header self.init_mopo = {} self.comments = [] self.header = {} self._data = [] while fid.tell() < self.filesize: line = self.getline(fid) if re_comment.match(line): # read AAAA sections line = self.getline(fid) desc = [] for _ in range(int(line.split()[1])): desc += self.ssplit(self.getline(fid)) comval = self.ssplit(self.getline(fid)) self.comments.append((desc, comval)) if re_basicinfo.match(line): # read RRRR section info = self.ssplit(self.getline(fid)) self.dataversion = int(info[2]) self.runnumber = int(info[0]) if int(info[1]) > 0: headerdesc = '' for _ in range(int(info[1])): headerdesc += self.getline(fid) + '\n' self.comments.append((['Fileheader'], [headerdesc])) if re_header.match(line): # read IIII section: integer header values info = self.ssplit(self.getline(fid)) names = [] values = [] for j in range(int(info[1])): names += self.getline(fid).split() values = numpy.fromfile(fid, dtype=int, count=int(info[0]), sep=' ') self.header = dict(zip(names, values)) if re_values.match(line): # read FFFF section: initial motor positions info = self.ssplit(self.getline(fid)) names = [] values = [] for j in range(int(info[1])): names += self.ssplit(self.getline(fid)) values = numpy.fromfile(fid, dtype=float, count=int(info[0]), sep=' ') self.init_mopo = dict(zip(names, values)) if re_spectrum.match(line): # read SSSS section: initial motor positions info = self.ssplit(self.getline(fid)) self.nspectra = int(info[2]) if re_values.match(self.getline(fid)): # read FFFF section: subspectrum data nval = int(self.getline(fid)) # check if nval is multiple of npdone if nval % self.header['npdone'] != 0: raise InputError("File corrupted, wrong number of " "data values (%d) found." % nval) self._data.append(numpy.fromfile(fid, dtype=float, count=nval, sep=' ')) if int(info[1]) == 0: break # make data columns accessible by names data = numpy.reshape(self._data[0], (self.header['npdone'], nval // self.header['npdone'])) self.data = numpy.rec.fromrecords( data, names=self.columns[self.header['manip']]) def __str__(self): ostr = f"Numor: {self.runnumber:d} ({self.filename:s})\n" com = " ".join(s for c in self.comments for s in c[1]) ostr += f"Comments: {com}\n" ostr += f"Npoints/Ndone: {self.header['nkmes']:d}/" ostr += f"{self.header['npdone']:d}\n" ostr += f"Nspectra: {self.nspectra:d}\n" ostr += f"Ncolumns: {self.data.shape[1]}" return ostr def numor_scan(scannumbers, *args, **kwargs): """ function to obtain the angular cooridinates as well as intensity values saved in numor datafiles. Especially useful for combining several scans into one data object. Parameters ---------- scannumbers : int or str or iterable number of the numors, or list of numbers. This will be transformed to a string and used as a filename args : str, optional names of the motors e.g.: 'omega', 'gamma' kwargs : dict keyword arguments are passed on to numorFile. e.g. 'path' for the files directory Returns ------- [ang1, ang2, ...] : list angular positions list, omitted if no args are given data : ndarray all the data values. Examples -------- >>> [om, gam], data = xu.io.numor_scan(414363, 'omega', 'gamma')\ # doctest: +SKIP """ if isinstance(scannumbers, (str, int)): scanlist = list([scannumbers]) elif isinstance(scannumbers, collections.abc.Iterable): scanlist = scannumbers else: raise TypeError(f"scannumbers has invalid type ({type(scannumbers)})") angles = dict.fromkeys(args) for key in angles: if not isinstance(key, str): raise InputError("*arg values need to be strings with motornames") angles[key] = numpy.zeros(0) buf = numpy.zeros(0) MAP = numpy.zeros(0) for nr in scanlist: scan = numorFile(str(nr), **kwargs) sdata = scan.data if MAP.dtype == numpy.float64: MAP.dtype = sdata.dtype # append scan data to MAP, where all data are stored MAP = numpy.append(MAP, sdata) # check type of scan for i in range(len(args)): motname = args[i] scanlength = len(sdata) try: buf = sdata[motname] except ValueError: mv = [v for k, v in scan.init_mopo.items() if motname in k][0] buf = mv * numpy.ones(scanlength) angles[motname] = numpy.concatenate((angles[motname], buf)) retval = [] for motname in args: # create return values in correct order retval.append(angles[motname]) if not args: return MAP if len(args) == 1: return retval[0], MAP return retval, MAP ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/imagereader.py0000644000175100002000000004054614742413365022532 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2023 Dominik Kriegner import os.path import time import numpy from .. import config from ..exception import InputError # relative imports from xrayutilities from .helper import xu_open class ImageReader: """ parse CCD frames in the form of tiffs or binary data (``*.bin``) to numpy arrays. ignore the header since it seems to contain no useful data The routine was tested so far with 1. RoperScientific files with 4096x4096 pixels created at Hasylab Hamburg, which save an 16bit integer per point. 2. Perkin Elmer images created at Hasylab Hamburg with 2048x2048 pixels. """ def __init__(self, nop1, nop2, hdrlen=0, flatfield=None, darkfield=None, dtype=numpy.int16, byte_swap=False): """ initialize the ImageReader reader, which includes setting the dimension of the images as well as defining the data used for flat- and darkfield correction! Parameters ---------- nop1, nop2 : int number of pixels in the first and second dimension of the image hdrlen : int, optional length of the file header which should be ignored flatfield : str or ndarray, optional filename or data for flatfield correction. supported file types include (.bin/.tif (also compressed .xz or .gz) and .npy files). otherwise a 2D numpy array should be given darkfield : str or ndarray, optional filename or data for darkfield correction. same types as for flat field are supported. dtype : numpy.dtype, optional datatype of the stored values (default: numpy.int16) byte_swap : bool, optional flag which determines bytes are swapped after reading """ # save number of pixels per image self.nop1 = nop1 self.nop2 = nop2 self.dtype = dtype self.hdrlen = hdrlen self.byteswap = byte_swap # read flatfield if flatfield: if isinstance(flatfield, str): if os.path.splitext(flatfield)[1] == '.npy': self.flatfield = numpy.load(flatfield) elif os.path.splitext(flatfield)[1] in \ ['.gz', '.xz', '.bin', '.tif']: # read without flatc and darkc self.flatfield = self.readImage(flatfield) else: raise InputError("Error: unknown filename for " "flatfield correction!") elif isinstance(flatfield, numpy.ndarray): self.flatfield = flatfield else: raise InputError("Error: unsupported type for " "flatfield correction!") # read darkfield if darkfield: if isinstance(darkfield, str): if os.path.splitext(darkfield)[1] == '.npy': self.darkfield = numpy.load(darkfield) elif os.path.splitext(darkfield)[1] in \ ['.gz', '.xz', '.bin', '.tif']: # read without flatc and darkc self.darkfield = self.readImage(darkfield) else: raise InputError("Error: unknown filename for " "darkfield correction!") elif isinstance(darkfield, numpy.ndarray): self.darkfield = darkfield else: raise InputError("Error: unsupported type for " "darkfield correction!") if flatfield: self.flatc = True if config.VERBOSITY >= config.INFO_ALL: print("XU.io.ImageReader: flatfield correction enabled") else: self.flatc = False if darkfield: self.darkc = True if config.VERBOSITY >= config.INFO_ALL: print("XU.io.ImageReader: darkfield correction enabled") else: self.darkc = False def readImage(self, filename, path=None): """ read image file and correct for dark- and flatfield in case the necessary data are available. returned data = ((image data)-(darkfield))/flatfield*average(flatfield) Parameters ---------- filename : str filename of the image to be read. so far only single filenames are supported. The data might be compressed. supported extensions: .tif, .bin and .bin.xz path : str, optional path of the data files """ if path: full_filename = os.path.join(path, filename) else: full_filename = filename if config.VERBOSITY >= config.INFO_ALL: print(f"XU.io.ImageReader.readImage: file {full_filename}") t1 = time.time() with xu_open(full_filename) as fh: # jump over header fh.seek(self.hdrlen) # read image itemsize = numpy.dtype(self.dtype).itemsize rlen = itemsize * int(self.nop1) * int(self.nop2) img = numpy.frombuffer(fh.read(rlen), dtype=self.dtype) if self.byteswap: img = img.byteswap() img.shape = (self.nop1, self.nop2) # reshape the data # darkfield correction if self.darkc: img = (img - self.darkfield).astype(numpy.float32) # flatfield correction if self.flatc: img = img.astype(numpy.float32) / self.flatfield if config.VERBOSITY >= config.INFO_ALL: t2 = time.time() print(f"XU.io.ImageReader.readImage: parsing time {t2 - t1:8.3f}") return img dlen = {'char': 1, 'byte': 1, 'word': 2, 'dword': 4, 'rational': 8, # not implemented correctly 'float': 4, 'double': 8} dtypes = {1: 'byte', 2: 'char', 3: 'word', 4: 'dword', 5: 'rational', # not implemented correctly 6: 'byte', 7: 'byte', 8: 'word', 9: 'dword', 10: 'rational', # not implemented correctly 11: 'float', 12: 'double'} nptyp = {1: numpy.byte, 2: numpy.char, 3: numpy.uint16, 4: numpy.uint32, 5: numpy.uint32, 6: numpy.int8, 7: numpy.byte, 8: numpy.int16, 9: numpy.int32, 10: numpy.int32, 11: numpy.float32, 12: numpy.float64} tiffdtype = {1: {8: numpy.uint8, 16: numpy.uint16, 32: numpy.uint32}, 2: {8: numpy.int8, 16: numpy.int16, 32: numpy.int32}, 3: {16: numpy.float16, 32: numpy.float32}} tifftags = {256: 'ImageWidth', # width 257: 'ImageLength', # height 258: 'BitsPerSample', 259: 'Compression', 262: 'PhotometricInterpretation', 270: 'ImageDescription', 272: 'Model', 273: 'StripOffsets', 278: 'RowsPerStrip', 279: 'StripByteCount', 282: 'XResolution', 283: 'YResolution', 305: 'Software', 306: 'DateTime', 315: 'Artist', 339: 'SampleFormat', 36864: 'ExifVersion'} class TIFFRead(ImageReader): """ class to Parse a TIFF file including extraction of information from the file header in order to determine the image size and data type The data stored in the image are available in the 'data' property. """ def __init__(self, filename, path=None): """ initialization of the class which will prepare the parser and parse the files content into class properties Parameters ---------- filename : str file name of the TIFF-like image file path : str, optional path of the data file """ if path: full_filename = os.path.join(path, filename) else: full_filename = filename with xu_open(full_filename, 'rb') as fh: self.byteorder = fh.read(2*dlen['char']) self.version = numpy.frombuffer(fh.read(dlen['word']), dtype=numpy.uint16)[0] if self.byteorder not in (b'II', b'MM') or self.version != 42: raise TypeError(f"Not a TIFF file ({filename})") if self.byteorder != b'II': raise NotImplementedError("The 'MM' byte order is not yet " "implemented, please file a bug!") fh.seek(4) self.ifdoffset = numpy.frombuffer(fh.read(dlen['dword']), dtype=numpy.uint32)[0] fh.seek(self.ifdoffset) self.ntags = numpy.frombuffer(fh.read(dlen['word']), dtype=numpy.uint16)[0] self._parseImgTags(fh, self.ntags) fh.seek(self.ifdoffset + 2 + 12 * self.ntags) nextimgoffset = numpy.frombuffer(fh.read(dlen['dword']), dtype=numpy.uint32)[0] if nextimgoffset != 0: raise NotImplementedError("Multiple images per file are not " "supported, please file a bug!") # check if image type is supported if self.imgtags.get('Compression', 1) != 1: raise NotImplementedError("Compression is not supported, " "please file a bug report!") if self.imgtags.get('PhotometricInterpretation', 0) not in (0, 1): raise NotImplementedError("RGB and colormap is not supported") sf = self.imgtags.get('SampleFormat', 1) bs = self.imgtags.get('BitsPerSample', 1) if isinstance(self.imgtags['StripOffsets'], numpy.ndarray): hdrlen = self.imgtags['StripOffsets'][0] else: hdrlen = self.imgtags['StripOffsets'] ImageReader.__init__(self, self.imgtags['ImageLength'], self.imgtags['ImageWidth'], hdrlen=hdrlen, dtype=tiffdtype[sf][bs], byte_swap=False) self.data = self.readImage(filename, path) def _parseImgTags(self, fh, ntags): """ parse TIFF image tags from Image File Directory header Parameters ---------- fh : file-handle file handle of the TIFF file ntags : int number of tags in the Image File Directory """ self.imgtags = {} for _ in range(ntags): ftag = numpy.frombuffer(fh.read(dlen['word']), dtype=numpy.uint16)[0] ftype = numpy.frombuffer(fh.read(dlen['word']), dtype=numpy.uint16)[0] flength = numpy.frombuffer(fh.read(dlen['dword']), dtype=numpy.uint32)[0] fdoffset = numpy.frombuffer(fh.read(dlen['dword']), dtype=numpy.uint32)[0] pos = fh.tell() if flength*dlen[dtypes[ftype]] <= 4: fdoffset = pos - dlen['dword'] fh.seek(fdoffset) if ftype == 2: fdata = fh.read(flength * dlen[dtypes[ftype]]) fdata = fdata.split(b'\x00')[0].decode("ascii", errors="replace") else: rlen = flength * dlen[dtypes[ftype]] fdata = numpy.frombuffer(fh.read(rlen), dtype=nptyp[ftype]) if flength == 1: fdata = fdata[0] fh.seek(pos) # add field to tags self.imgtags[tifftags.get(ftag, ftag)] = fdata class PerkinElmer(ImageReader): """ parse PerkinElmer CCD frames (``*.tif``) to numpy arrays Ignore the header since it seems to contain no useful data The routine was tested only for files with 2048x2048 pixel images created at Hasylab Hamburg which save an 32bit float per point. """ def __init__(self, **keyargs): """ initialize the PerkinElmer reader, which includes setting the dimension of the images as well as defining the data used for flat- and darkfield correction! Parameters ---------- flatfield : str or ndarray, optional filename or data for flatfield correction. supported file types include (.bin .bin.xz and .npy files). otherwise a 2D numpy array should be given darkfield : str or ndarray, optional filename or data for darkfield correction. same types as for flat field are supported. """ ImageReader.__init__(self, 2048, 2048, hdrlen=8, dtype=numpy.float32, byte_swap=False, **keyargs) class RoperCCD(ImageReader): """ parse RoperScientific CCD frames (``*.bin``) to numpy arrays Ignore the header since it seems to contain no useful data The routine was tested only for files with 4096x4096 pixel images created at Hasylab Hamburg which save an 16bit integer per point. """ def __init__(self, **keyargs): """ initialize the RoperCCD reader, which includes setting the dimension of the images as well as defining the data used for flat- and darkfield correction! Parameters ---------- flatfield : str or ndarray, optional filename or data for flatfield correction. supported file types include (.bin .bin.xz and .npy files). otherwise a 2D numpy array should be given darkfield : str or ndarray, optional filename or data for darkfield correction. same types as for flat field are supported. """ ImageReader.__init__(self, 4096, 4096, hdrlen=216, dtype=numpy.int16, byte_swap=False, **keyargs) class Pilatus100K(ImageReader): """ parse Dectris Pilatus 100k frames (``*.tiff``) to numpy arrays Ignore the header since it seems to contain no useful data """ def __init__(self, **keyargs): """ initialize the Piulatus100k reader, which includes setting the dimension of the images as well as defining the data used for flat- and darkfield correction! Parameters ---------- flatfield : str or ndarray, optional filename or data for flatfield correction. supported file types include (.bin .bin.xz and .npy files). otherwise a 2D numpy array should be given darkfield : str or ndarray, optional filename or data for darkfield correction. same types as for flat field are supported. """ ImageReader.__init__(self, 195, 487, hdrlen=4096, dtype=numpy.int32, byte_swap=False, **keyargs) def get_tiff(filename, path=None): """ read tiff image file and return the data Parameters ---------- filename : str filename of the image to be read. so far only single filenames are supported. The data might be compressed. path : str, optional path of the data file """ if config.VERBOSITY >= config.INFO_ALL: print(f"XU.io.get_tiff: file {filename}") t1 = time.time() t = TIFFRead(filename, path=path) if config.VERBOSITY >= config.INFO_ALL: t2 = time.time() print(f"XU.io.get_tiff: parsing time {t2 - t1:8.3f}") return t.data ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/panalytical_xml.py0000644000175100002000000004017514742413365023444 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2019, 2023 Dominik Kriegner """ Panalytical XML (www.XRDML.com) data file parser based on the native python xml.dom.minidom module. want to keep the number of dependancies as small as possible """ import os.path import warnings from xml.etree import cElementTree as ElementTree import numpy from .. import config from .helper import generate_filenames, xu_open class XRDMLMeasurement: """ class to handle scans in a XRDML datafile """ def __init__(self, measurement, namespace=''): """ initialization routine for a XRDML measurement which parses are all scans within this measurement. """ self.namespace = namespace # get scans in slist = measurement.findall(self.namespace + "scan") self.hkl = (numpy.nan, numpy.nan, numpy.nan) self.material = "" self.ddict = {} for field in ["countTime", "detector", "counts", "beamAttenuationFactors", "hkl"]: self.ddict[field] = [] is_scalar = 0 # loop over all scan entries - scan points for s in slist: # check if scan is complete scanstatus = s.get("status") if scanstatus in ("Aborted", "Not finished") and len(slist) > 1: if config.VERBOSITY >= config.INFO_LOW: print("XU.io.XRDMLFile: subscan has been aborted " "(part of the data unavailable)!") else: self.scanmotname = s.get("scanAxis") reflection = s.find(self.namespace + "reflection") if reflection is not None: m = reflection.find(self.namespace + "material") if m is not None: self.material = m.text hkl = reflection.find(self.namespace + "hkl") if hkl is not None: hkl_h = int(hkl.find(self.namespace + "h").text) hkl_k = int(hkl.find(self.namespace + "k").text) hkl_l = int(hkl.find(self.namespace + "l").text) self.hkl = (hkl_h, hkl_k, hkl_l) points = s.find(self.namespace + "dataPoints") # add count time to output data countTime = points.find(self.namespace + "commonCountingTime").text self.ddict["countTime"].append(float(countTime)) # check for intensities first to get number of points in scan int_elem = points.find(self.namespace + "intensities") if int_elem is not None: data = int_elem.text hascounts = False else: ct_elem = points.find(self.namespace + "counts") ct_npy = numpy.fromstring(ct_elem.text, sep=" ") self.ddict["counts"].append(ct_npy.tolist()) data = ct_elem.text hascounts = True # count time normalization; output is counts/sec ct_rate = numpy.fromstring(data, sep=" ") / float(countTime) nofpoints = ct_rate.size # if present read beamAttenuationFactors # they are already corrected in the data file, but may be # interesting attfact = points.find(self.namespace + "beamAttenuationFactors") if attfact is not None: atten = numpy.fromstring(attfact.text, sep=" ") atten_list = atten.tolist() self.ddict["beamAttenuationFactors"].append(atten_list) hasatten = True else: hasatten = False if hascounts and hasatten: self.ddict["detector"].append((ct_rate*atten).tolist()) else: self.ddict["detector"].append(ct_rate.tolist()) # read the axes position pos = points.findall(self.namespace + "positions") for p in pos: # read axis name and unit aname = p.get("axis") # aunit = p.get("unit") # read axis data listp = p.findall(self.namespace + "listPositions") s = p.findall(self.namespace + "startPosition") e = p.findall(self.namespace + "endPosition") c = p.find(self.namespace + "commonPosition") if listp: # listPositions listp = listp[0] data_list = numpy.fromstring(listp.text, sep=" ") data_list = data_list.tolist() elif s and e: # start endPosition data_list = numpy.linspace( float(s[0].text), float(e[0].text), nofpoints).tolist() elif c is not None: # commonPosition data_list = numpy.fromstring(c.text, sep=" ") data_list = data_list.tolist() is_scalar = 1 else: raise ValueError( f"no positions for axis {aname} found") # have to append the data to the data dictionary in case # the scan is complete! if aname not in self.ddict: self.ddict[aname] = [] if not is_scalar: self.ddict[aname].append(data_list) else: self.ddict[aname].append(data_list[0]) is_scalar = 0 # finally all scan data needs to be converted to numpy arrays for k in self.ddict: self.ddict[k] = numpy.array(self.ddict[k]) # flatten output if only one scan was present if len(slist) == 1: for k in self.ddict: self.ddict[k] = numpy.ravel(self.ddict[k]) # save scanmot-values and detector counts in special arrays if self.scanmotname in ['2Theta-Omega', 'Gonio']: self.scanmot = self.ddict['2Theta'] elif self.scanmotname == 'Omega-2Theta': self.scanmot = self.ddict['Omega'] elif self.scanmotname in self.ddict: self.scanmot = self.ddict[self.scanmotname] else: warnings.warn('XU.io: unknown scan motor name in XRDML-File') self.int = self.ddict['detector'] def __getitem__(self, key): return self.ddict[key] def __str__(self): ostr = "XRDML Measurement\n" if self.material: ostr += f"Material: '{self.material}'; hkl: {str(self.hkl)}\n" for k, v in self.ddict.items(): ostr += f"{k} with {str(v.shape)} points\n" return ostr class XRDMLFile: """ class to handle XRDML data files. The class is supplied with a file name and uses the XRDMLScan class to parse the xrdMeasurement in the file """ def __init__(self, fname, path=""): """ initialization routine supplied with a filename the file is automatically parsed and the data are available in the "scan" object. If more tags are present, which should not be the case, their data is present in the "scans" object. Parameters ---------- fname : str filename of the XRDML file path : str, optional path to the XRDML file """ if isinstance(fname, str): self.full_filename = os.path.join(path, fname) self.filename = os.path.basename(self.full_filename) else: self.full_filename = fname self.filename = None with xu_open(self.full_filename) as fid: d = ElementTree.parse(fid) root = d.getroot() try: namespace = root.tag[:root.tag.index('}')+1] except ValueError: namespace = '' slist = root.findall(namespace+"xrdMeasurement") # determine the number of scans in the file self.nscans = len(slist) self.scans = [] for s in slist: self.scans.append(XRDMLMeasurement(s, namespace)) if self.nscans == 1: self.scan = self.scans[0] def __str__(self): ostr = f"XRDML File: {self.filename}\n" for s in self.scans: ostr += s.__str__() return ostr def getxrdml_map(filetemplate, scannrs=None, path=".", roi=None): """ parses multiple XRDML file and concatenates the results for parsing the xrayutilities.io.XRDMLFile class is used. The function can be used for parsing maps measured with the PIXCel 1D detector (and in limited way also for data acquired with a point detector -> see getxrdml_scan instead). Parameters ---------- filetemplate : str template string for the file names, can contain a %d or other replacement variables which are understood be :func:`~xrayutilities.io.helper.generate_filenames`. also see the scannrs argument which is used to specify the replacement variables. scannrs : int or list, optional scan number(s) path : str, optional common path to the filenames roi : tuple, optional region of interest for the PIXCel detector, for other measurements this is not useful! Returns ------- om, tt, psd : ndarray motor positions and data as flattened numpy arrays Examples -------- >>> om, tt, psd = xrayutilities.io.getxrdml_map("samplename_%d.xrdml", ... [1, 2], path="data") # doctest: +SKIP """ def getOmPixcel(omraw, ttraw): """ function to reshape the Omega values into a form needed for further treatment with xrayutilities """ return (omraw[:, numpy.newaxis] * numpy.ones(ttraw.shape)).flatten() # read raw data and convert to reciprocal space om = numpy.zeros(0) tt = numpy.zeros(0) psd = numpy.zeros(0) # create scan names files = generate_filenames(filetemplate, scannrs) # parse files for f in files: d = XRDMLFile(os.path.join(path, f)) s = d.scan if len(s['detector'].shape) == 1: raise TypeError("XU.getxrdml_map: This function can only be used " "to parse reciprocal space map files") if roi is None: roi = [0, s['detector'].shape[1]] if s['Omega'].size < s['2Theta'].size: om = numpy.concatenate( (om, getOmPixcel(s['Omega'], s['2Theta'][:, roi[0]:roi[1]]))) tt = numpy.concatenate( (tt, s['2Theta'][:, roi[0]:roi[1]].flatten())) elif s['Omega'].size > s['2Theta'].size: om = numpy.concatenate((om, s['Omega'].flatten())) tt = numpy.concatenate(( tt, numpy.ravel(s['2Theta'][:, numpy.newaxis] * numpy.ones(s['Omega'].shape)))) else: om = numpy.concatenate((om, s['Omega'].flatten())) tt = numpy.concatenate( (tt, s['2Theta'][:, roi[0]:roi[1]].flatten())) psd = numpy.concatenate( (psd, s['detector'][:, roi[0]:roi[1]].flatten())) return om, tt, psd def getxrdml_scan(filetemplate, *motors, **kwargs): """ parses multiple XRDML file and concatenates the results for parsing the xrayutilities.io.XRDMLFile class is used. The function can be used for parsing arbitrary scans and will return the the motor values of the scan motor and additionally the positions of the motors given by in the ``*motors`` argument Parameters ---------- filetemplate : str template string for the file names, can contain a %d or other replacement variables which are understood be :func:`~xrayutilities.io.helper.generate_filenames`. also see the scannrs keyword argument which is used to specify the replacement variables. motors : str motor names to return: e.g.: 'Omega', '2Theta', ... one can also use abbreviations: - 'Omega' = 'om' = 'o' - '2Theta' = 'tt' = 't' - 'Chi' = 'c' - 'Phi' = 'p' scannrs : int or list, optional scan number(s) path : str, optional common path to the filenames Returns ------- scanmot, mot1, mot2,..., detectorint : ndarray motor positions and data as flattened numpy arrays Examples -------- >>> scanmot, om, tt, inte = getxrdml_scan( ... "samplename_1.xrdml", 'om', 'tt', path="data") # doctest: +SKIP """ flatten = True # parse keyword arguments path = kwargs.get('path', '.') scannrs = kwargs.get('scannrs', None) validmotors = ['Omega', '2Theta', 'Psi', 'Chi', 'Phi', 'Z', 'X', 'Y'] validmotorslow = [mot.lower() for mot in validmotors] # create correct motor names from input values motnames = [] for mot in motors: if mot.lower() in validmotorslow: motnames.append(validmotors[validmotorslow.index(mot.lower())]) elif mot.lower() in ['phi', 'p']: motnames.append('Phi') elif mot.lower() in ['chi', 'c']: motnames.append('Chi') elif mot.lower() in ['psi']: motnames.append('Psi') elif mot.lower() in ['tt', 't']: motnames.append('2Theta') elif mot.lower() in ['om', 'o']: motnames.append('Omega') else: raise ValueError("XU: invalid motor name given") motvals = numpy.empty((len(motnames) + 1, 0)) detvals = numpy.empty(0) # create scan names files = generate_filenames(filetemplate, scannrs) # parse files if len(files) == 1: flatten = False for f in files: d = XRDMLFile(os.path.join(path, f)) s = d.scan detshape = s['detector'].shape if len(detshape) == 2: angles = numpy.ravel(s.scanmot) angles.shape = (1, angles.size) for mot in motnames: if s[mot].shape != detshape: angles = numpy.vstack(( angles, numpy.ravel(s[mot][:, numpy.newaxis] * numpy.ones(detshape)))) else: angles = numpy.vstack((angles, numpy.ravel(s[mot]))) motvals = numpy.concatenate((motvals, angles), axis=1) dval = numpy.ravel(s['detector']) detvals = numpy.concatenate((detvals, dval)) if not flatten: detvals.shape = detshape motvals.shape = (len(motnames) + 1, detshape[0], detshape[1]) else: detvals = numpy.concatenate((detvals, s['detector'])) angles = s.scanmot angles.shape = (1, angles.size) for mot in motnames: try: angles = numpy.vstack((angles, s[mot])) except ValueError: # motor is not array angles = numpy.vstack( (angles, s[mot] * numpy.ones(detshape))) motvals = numpy.concatenate((motvals, angles), axis=1) # make return value ret = [] for i in range(motvals.shape[0]): ret.append(motvals[i, ...]) ret.append(detvals) return ret ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/pdcif.py0000644000175100002000000002763714742413365021360 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2021 Dominik Kriegner import copy import re import shlex import numpy from .. import config from . import xu_open re_label = re.compile(r'^\s*_') re_default = re.compile(r'^\s*_(' 'pd_meas_counts_total|' 'pd_meas_intensity_total|' 'pd_proc_intensity_total|' 'pd_proc_intensity_net|' 'pd_calc_intensity_total|' 'pd_calc_intensity_net)') re_loop = re.compile(r'^\s*loop_') re_nop = re.compile(r'^\s*_(pd_meas_number_of_points|pd_meas_detector_id)') re_multiline = re.compile(r';') def remove_comments(line, sep='#'): for s in sep: line = line.split(s)[0] return line class pdCIF: """ the class implements a primitive parser for pdCIF-like files. It reads every entry and collects the information in the header attribute. The first loop containing one of the intensity fields is assumed to be the data the user is interested in and is transfered to the data array which is stored as numpy record array the columns can be accessed by name intensity fields: - `_pd_meas_counts_total` - `_pd_meas_intensity_total` - `_pd_proc_intensity_total` - `_pd_proc_intensity_net` - `_pd_calc_intensity_total` - `_pd_calc_intensity_net` alternatively the data column name can be given as argument to the constructor """ def __init__(self, filename, datacolumn=None): """ contructor of the pdCIF class Parameters ---------- filename : str filename of the file to be parsed datacolumn : str, optional name of data column to identify the data loop (default =None; means that a list of default names is used) """ self.filename = filename self.datacolumn = datacolumn self.header = {} self.data = None self.Parse() def Parse(self): """ parser of the pdCIF file. the method reads the data from the file and fills the data and header attributes with content """ with xu_open(self.filename) as fh: self._parse_single(fh) def _parse_single(self, fh, breakAfterData=False): """ internal routine to parse a single loop of the pdCIF file Parameters ---------- fh : file-handle breakAfterData : bool, optional allowing to stop the parsing after data loop was found (default:False) """ loopStart = False dataLoop = False dataDone = False loopheader = [] numOfEntries = -1 multiline = None label = None while True: line = fh.readline().decode('ascii') if not line: break line = remove_comments(line) if re_loop.match(line): loopStart = True remainingline = re.sub('loop_', '', line).strip() if re_label.match(remainingline): if ((self.datacolumn is None and re_default.match(line)) or line.strip() == self.datacolumn): dataLoop = True loopheader.append(remainingline) continue if multiline: multiline += line if re_multiline.match(line): # end of multiline val = multiline self.header[label] = val multiline = None continue if re_label.match(line) and not loopStart: # parse header split = line.split(None, 1) label = split[0].strip() try: val = split[1].strip() self.header[label] = val # convert data format of header line if re_nop.match(line): numOfEntries = int(val) try: self.header[label] = float(val) except ValueError: self.header[label] = val except IndexError: # try if multiline line2 = fh.readline().decode('ascii') if re_multiline.match(line2): multiline = line2 else: # single value must be in second line self.header[label] = line2 elif re_label.match(line) and loopStart: # read loop entries if ((self.datacolumn is None and re_default.match(line)) or line.strip() == self.datacolumn): dataLoop = True loopheader.append(line.strip()) elif loopStart: fh.seek(fh.tell() - len(line)) if numOfEntries != -1 and dataLoop and not dataDone: self.data = self._parse_loop_numpy(fh, loopheader, numOfEntries) dataDone = True if breakAfterData: break elif dataLoop and not dataDone: self._parse_loop(fh, loopheader) length = len(self.header[loopheader[0]]) dtypes = [(str(entry), type(self.header[entry][0])) for entry in loopheader] for i in range(len(dtypes)): if dtypes[i][1] is str: dtypes[i] = (str(dtypes[i][0]), numpy.str_, 64) self.data = numpy.zeros(length, dtype=dtypes) for entry in loopheader: self.data[entry] = self.header.pop(entry) dataDone = True if breakAfterData: break else: try: self._parse_loop(fh, loopheader) except ValueError: if config.VERBOSITY >= config.INFO_LOW: print('XU.io.pdCIF: unable to handle loop at %d' % fh.tell()) dataLoop = False loopStart = False loopheader = [] numOfEntries = -1 def _parse_loop_numpy(self, filehandle, fields, nentry): """ function to parse a loop using numpy routines Parameters ---------- filehandle : file-handle filehandle object to use as data source fields : iterable field names in the loop nentry : int number of entries in the loop Returns ------- data : ndarray data read from the file as numpy record array """ tmp = numpy.fromfile(filehandle, count=nentry * len(fields), sep=' ') data = numpy.rec.fromarrays(tmp.reshape((-1, len(fields))).T, names=fields) return data def _parse_loop(self, filehandle, fields): """ function to parse a loop using python loops routines. the fields are added to the fileheader dictionary Parameters ---------- filehandle : file-handle filehandle object to use as data source fields : iterable field names in the loop """ fh = filehandle for f in fields: self.header[f] = [] while True: line = fh.readline().decode('ascii') if not line: break if re_label.match(line) or line.strip() == '': fh.seek(fh.tell() - len(line)) break row = shlex.split(line, comments=True) for i in range(len(fields)): try: self.header[fields[i]].append(float(row[i])) except ValueError: self.header[fields[i]].append(row[i]) except IndexError: # maybe multiline field line2 = fh.readline().decode('ascii') line2 = remove_comments(line2) if re_multiline.match(line2): multiline = line2 while True: line = fh.readline().decode('ascii') line = remove_comments(line) if not line: fh.seek(fh.tell() - len(line)) break if re_multiline.match(line) and line.strip()[1:]: multiline += line else: self.header[fields[i]].append(multiline) break else: fh.seek(fh.tell() - len(line2)) raise ValueError('a column is missing for label %s ' 'in a loop' % fields[i]) class pdESG(pdCIF): """ class for parsing multiple pdCIF loops in one file. This includes especially ``*.esg`` files which are supposed to consist of multiple loops of pdCIF data with equal length. Upon parsing the class tries to combine the data of these different scans into a single data matrix -> same shape of subscan data is assumed """ def __init__(self, filename, datacolumn=None): self.filename = filename self.datacolumn = datacolumn self.fileheader = {} self.header = {} self.data = None self.Parse() def Parse(self): """ parser of the pdCIF file. the method reads the data from the file and fills the data and header attributes with content """ with xu_open(self.filename) as fh: # parse first header and loop self._parse_single(fh, breakAfterData=True) self.fileheader = copy.deepcopy(self.header) self.header = {} fdata = self.data datasize = self.data.size nscan = 1 tell = 0 while True: # try to parse all scans tell = fh.tell() self._parse_single(fh, breakAfterData=True) if tell == fh.tell(): break # copy changing data from header for key in self.header: if key in self.fileheader: if not isinstance(self.fileheader[key], list): self.fileheader[key] = [self.fileheader[key], ] self.fileheader[key].append(self.header[key]) else: self.fileheader[key] = self.header[key] fdata = numpy.append(fdata, self.data) nscan += 1 # convert data for output to user for key in self.fileheader: if isinstance(self.fileheader[key], list): self.fileheader[key] = numpy.array(self.fileheader[key]) self.data = numpy.empty(fdata.shape) self.data[...] = fdata[...] self.data.shape = (nscan, datasize) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/rigaku_ras.py0000644000175100002000000002352714742413365022414 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2015-2019, 2023 Dominik Kriegner """ class for reading data + header information from Rigaku RAS (3-column ASCII) files Such datafiles are generated by the Smartlab Guidance software from Rigaku. """ import os.path import re from itertools import islice import numpy import numpy.lib.recfunctions from .. import config from ..exception import InputError # relative imports from xrayutilities from .helper import generate_filenames, xu_open re_measstart = re.compile(r"^\*RAS_DATA_START") re_measend = re.compile(r"^\*RAS_DATA_END") re_headerstart = re.compile(r"^\*RAS_HEADER_START") re_headerend = re.compile(r"^\*RAS_HEADER_END") re_datastart = re.compile(r"^\*RAS_INT_START") re_dataend = re.compile(r"^\*RAS_INT_END") re_scanaxis = re.compile(r"^\*MEAS_SCAN_AXIS_X_INTERNAL") re_intstart = re.compile(r"^\*RAS_INT_START") re_datestart = re.compile(r"^\*MEAS_SCAN_START_TIME") re_datestop = re.compile(r"^\*MEAS_SCAN_END_TIME") re_initmoponame = re.compile(r"^\*MEAS_COND_AXIS_NAME_INTERNAL") re_initmopovalue = re.compile(r"^\*MEAS_COND_AXIS_POSITION") re_datacount = re.compile(r"^\*MEAS_DATA_COUNT") re_measspeed = re.compile(r"^\*MEAS_SCAN_SPEED ") re_measstep = re.compile(r"^\*MEAS_SCAN_STEP ") class RASFile: """ Represents a RAS data file. The file is read during the constructor call Parameters ---------- filename : str name of the ras-file path : str, optional path to the data file """ def __init__(self, filename, path=None): self.filename = filename if path is None: self.full_filename = self.filename else: self.full_filename = os.path.join(path, self.filename) self.scans = [] self.Read() def Read(self): """ Read the data from the file """ with xu_open(self.full_filename) as fid: while True: t = fid.tell() line = fid.readline() line = line.decode('ascii', 'ignore') if config.VERBOSITY >= config.DEBUG: print(f"XU.io.RASFile: {t}: '{line}'") if re_measstart.match(line): continue if re_headerstart.match(line): s = RASScan(self.full_filename, t) self.scans.append(s) fid.seek(s.fidend) # set handle to after scan elif re_measend.match(line) or line in (None, ''): break else: continue if len(self.scans) > 0: self.scan = self.scans[0] class RASScan: """ Represents a single Scan portion of a RAS data file. The scan is parsed during the constructor call Parameters ---------- filename : str file name of the data file pos : int seek position of the 'RAS_HEADER_START' line """ def __init__(self, filename, pos): self.filename = filename self.fidpos = pos self.fidend = pos with xu_open(self.filename) as self.fid: self.fid.seek(self.fidpos) self._parse_header() self._parse_data() self.fidend = self.fid.tell() def _parse_header(self): """ Read the data from the file """ # read header self.header = [] keys = {} position = {} offset = self.fid.tell() for line in self.fid: offset += len(line) line = line.decode('ascii', 'ignore') self.header.append(line) if config.VERBOSITY >= config.DEBUG: print(f"XU.io.RASScan: {offset}: '{line}'") if re_datestart.match(line): m = line.split(' ', 1)[-1].strip() self.scan_start = m.strip('"') elif re_datestop.match(line): m = line.split(' ', 1)[-1].strip() self.scan_stop = m.strip('"') elif re_initmoponame.match(line): idx = int(line.split('-', 1)[-1].split()[0]) moname = line.split(' ', 1)[-1].strip().strip('"') keys[idx] = moname elif re_initmopovalue.match(line): idx = int(line.split('-', 1)[-1].split()[0]) mopos = line.split(' ', 1)[-1].strip().strip('"') try: mopos = float(mopos) except ValueError: pass position[idx] = mopos elif re_scanaxis.match(line): self.scan_axis = line.split(' ', 1)[-1].strip().strip('"') elif re_datacount.match(line): length = line.split(' ', 1)[-1].strip().strip('"') self.length = int(float(length)) elif re_measspeed.match(line): speed = line.split(' ', 1)[-1].strip().strip('"') self.meas_speed = float(speed) elif re_measstep.match(line): step = line.split(' ', 1)[-1].strip().strip('"') self.meas_step = float(step) elif re_headerend.match(line): break # generate header dictionary self.init_mopo = {} for k in keys: try: self.init_mopo[keys[k]] = position[k] except KeyError: # in case of missing position entry in the datafile header self.init_mopo[keys[k]] = None self.fid.seek(offset) def _parse_data(self): line = self.fid.readline().decode('ascii', 'ignore') offset = self.fid.tell() if re_datastart.match(line): lines = islice(self.fid, self.length) self.data = numpy.genfromtxt(lines) self.data = numpy.rec.fromrecords(self.data, names=[self.scan_axis, 'int', 'att']) self.fid.seek(offset) lines = islice(self.fid, self.length) dlength = sum(len(line) for line in lines) if config.VERBOSITY >= config.DEBUG: print(f"XU.io.RASScan: offset {offset}; data-length {dlength}") self.fid.seek(offset + dlength) else: raise IOError('File handle at wrong position to read data!') def getras_scan(scanname, scannumbers, *args, **kwargs): """ function to obtain the angular cooridinates as well as intensity values saved in RAS datafiles. Especially useful for reciprocal space map measurements, and to combine date from several scans further more it is possible to obtain even more positions from the data file if more than two string arguments with its names are given Parameters ---------- scanname : str or list name of the scans, for multiple scans this can be a template string or a list of filenames. See :func:`~xrayutilities.io.helper.generate_filenames` for details and examples. scannumbers : int, tuple or list or None List of scan numbers or generally replacement values for the template string given as scanname. Set to None if not needed. args : str, optional names of the motors. to read reciprocal space maps measured in coplanar diffraction give: - omname: name of the omega motor (or its equivalent) - ttname: name of the two theta motor (or its equivalent) kwargs : dict keyword arguments forwarded to RASFile function Returns ------- [ang1, ang2, ...] : list angular positions are extracted from the respective scan header, or motor positions during the scan. this is omitted if no `args` are given rasdata : ndarray the data values (includes the intensities e.g. rasdata['int']). Examples -------- >>> [om, tt], MAP = getras_scan('text%05d.ras', 36, 'Omega', ... 'TwoTheta') # doctest: +SKIP """ filenames = generate_filenames(scanname, scannumbers) angles = dict.fromkeys(args) for key in angles: if not isinstance(key, str): raise InputError("*arg values need to be strings with motornames") angles[key] = numpy.zeros(0) buf = numpy.zeros(0) MAP = numpy.zeros(0) for fn in filenames: rasfile = RASFile(fn, **kwargs) for scan in rasfile.scans: sdata = scan.data if MAP.dtype == numpy.float64: MAP.dtype = sdata.dtype # append scan data to MAP, where all data are stored MAP = numpy.append(MAP, sdata) # check type of scan for motname in args: scanlength = len(sdata) try: buf = sdata[motname] except ValueError: buf = scan.init_mopo[motname] * numpy.ones(scanlength) angles[motname] = numpy.concatenate((angles[motname], buf)) retval = [] for motname in args: # create return values in correct order retval.append(angles[motname]) if not args: return MAP if len(args) == 1: return retval[0], MAP return retval, MAP ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/rotanode_alignment.py0000644000175100002000000001740614742413365024135 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2020, 2023 Dominik Kriegner """ parser for the alignment log file of the rotating anode """ import re import numpy from .. import config, utilities from .helper import xu_open LOG_comment = re.compile(r"^#C") LOG_peakname = re.compile(r"^#P") LOG_motorname = re.compile(r"^#M") LOG_datetime = re.compile(r"^#D") LOG_tagline = re.compile(r"^#") # denotes a numeric value LOG_num_value = re.compile(r"[+-]*\d*\.*\d*e*[+-]*\d+") class RA_Alignment: """ class to parse the data file created by the alignment routine (tpalign) at the rotating anode spec installation this routine does an iterative alignment procedure and saves the center of mass values were it moves after each scan. It iterates between two different peaks and iteratively aligns at each peak between two different motors (om/chi at symmetric peaks, om/phi at asymmetric peaks) """ def __init__(self, filename): """ initialization function to initialize the objects variables and opens the file Parameters ---------- filename : str filename of the alignment log file """ self.filename = filename try: self.fid = xu_open(self.filename) except OSError: self.fid = None raise IOError(f"error opening alignment log file {self.filename}") self.peaks = [] self.alignnames = [] self.motorpos = [] self.intensities = [] self.iterations = [] self.Parse() def Parse(self): """ parser to read the alignment log and obtain the aligned values at every iteration. """ currentpeakname = None currentmotname = None opencommenttag = False dataline = False iteration = 0 if self.fid is None: raise Exception("RA_Alignment: file was not opened by " "initialization!") for line in self.fid.readlines(): # for loop to read every line in the file line = line.decode('ascii') # check for new tag in the current line if LOG_tagline.match(line): opencommenttag = False if LOG_comment.match(line): # comment line or block starts opencommenttag = True continue if LOG_datetime.match(line): # data is so far ignored continue if LOG_peakname.match(line): # line with peak name found pname = LOG_peakname.sub("", line) pname = pname.strip() # check if we found a new peakname try: self.peaks.index(pname) except ValueError: self.peaks.append(pname) currentpeakname = pname # set current peak name iteration += 1 # increment iteration counter elif LOG_motorname.match(line): # line with motorname is found motname = LOG_motorname.sub("", line) motname = motname.strip() # check if a peakname is already set if currentpeakname is None: if config.VERBOSITY >= config.INFO_LOW: print("RA_Alignment: Warning: a peakname should " "be given before a motor data line") currentpeakname = "somepeak" currentmotname = currentpeakname + "_" + motname # check if we found a new peak/motor name combination try: self.alignnames.index(currentmotname) except ValueError: # new peak/motor combination self.alignnames.append(currentmotname) # create necessary data structures self.motorpos.append([]) self.intensities.append([]) self.iterations.append([]) # next line contains motor position and intensity dataline = True elif opencommenttag: # ignore line because it is part of a comment block continue elif dataline: # dataline with motorposition and intensity is found line_list = LOG_num_value.findall(line) idx = self.alignnames.index(currentmotname) self.motorpos[idx].append(float(line_list[0])) self.intensities[idx].append(float(line_list[1])) self.iterations[idx].append(iteration) dataline = False # convert data to numpy array and combine position and intensity self.data = [] for i, _ in enumerate(self.keys()): self.data.append(numpy.array((self.motorpos[i], self.intensities[i], self.iterations[i]))) def __str__(self): """ returns a string describing the content of the alignment file """ ostr = "" ostr += "Peaknames: " + repr(self.peaks) + "\n" ostr += "aligned values: " + repr(self.alignnames) return ostr def __del__(self): try: self.fid.close() except AttributeError: pass def keys(self): """ returns a list of keys for which aligned values were parsed """ return self.alignnames def get(self, key): return self.__getitem__(key) def __getitem__(self, key): """ returns the values to the corresponding key """ if key in self.alignnames: i = self.alignnames.index(key) return self.data[i] raise KeyError("RA_Alignment: unknown key given!") def plot(self, pname): """ function to plot the alignment history for a given peak Parameters ---------- pname : str peakname for which the alignment should be plotted """ flag, plt = utilities.import_matplotlib_pyplot('XU.io.RA_ALignment') if not flag: return if pname not in self.peaks: print("RA_Alignment.plot: error peakname not found!") return # get number aligned axis for the current peak axnames = [] for k in self.keys(): if k.find(pname) >= 0: axnames.append(k) _, ax = plt.subplots(nrows=len(axnames), sharex=True) for an, axis in zip(axnames, ax): d = self.get(an) plt.sca(axis) plt.plot(d[2], d[0], '.-k') plt.ylabel(re.sub(pname + "_", "", an)) axis.twinx() plt.plot(d[2], d[1], '.-r') plt.ylabel("Int (cps)", color='r') plt.grid() plt.xlabel("Peak iteration number") plt.suptitle(pname) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/seifert.py0000644000175100002000000002652014742413365021722 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (c) 2009-2023 Dominik Kriegner """ a set of routines to convert Seifert ASCII files to HDF5 in fact there exist two posibilities how the data is stored (depending on the used detector): 1. as a simple line scan (using the point detector) 2. as a map using the PSD In the first case the data ist stored """ import itertools import os.path import re import numpy from .. import config from .helper import generate_filenames, xu_open # define some regular expressions nscans_re = re.compile(r"^&NumScans=\d+") scan_data_re = re.compile(r"^\#Values\d+") scan_partab_re = re.compile(r"^\#ScanTableParameter") novalues_re = re.compile(r"^&NoValues=\d+") scanaxis_re = re.compile(r"^&ScanAxis=.*") # some constant regular expressions re_measparams = re.compile(r"#MeasParameter") re_rsmparams = re.compile(r"#RsmParameter") re_data = re.compile(r"#Values") re_keyvalue = re.compile(r"&\S+=\S") re_invalidkeyword = re.compile(r"^\d+\S") re_multiblank = re.compile(r"\s+") re_position = re.compile(r"&Pos=[+-]*\d*\.\d*") re_start = re.compile(r"&Start=[+-]*\d*\.\d*") re_end = re.compile(r"&End=[+-]*\d*\.\d*") re_step = re.compile(r"&Step=[+-]*\d*\.\d*") re_time = re.compile(r"&Time=\d*.\d*") re_stepscan = re.compile(r"^&Start") re_dataline = re.compile(r"^[+-]*\d*\.\d*") re_absorber = re.compile(r"^&Axis=A6") def repair_key(key): """ Repair a key string in the sense that the string is changed in a way that it can be used as a valid Python identifier. For that purpose all blanks within the string will be replaced by _ and leading numbers get an preceeding _. """ if re_invalidkeyword.match(key): key = "_" + key # now replace all blanks key = key.replace(" ", "_") return key class SeifertHeader: """ helper class to represent a Seifert (NJA) scan file header """ def __init__(self): self.NumScans = 1 def __str__(self): ostr = "" for k in self.__dict__.keys(): value = self.__getattribute__(k) if isinstance(value, float): ostr += k + f" = {value:f}\n" else: ostr += k + f" = {value}\n" return ostr class SeifertMultiScan: """ Class to parse a Seifert (NJA) multiscan file """ def __init__(self, filename, m_scan, m2, path=""): """ Parse data from a multiscan Seifert file. Parameters ---------- filename : str name of the NJA file m_scan : str name of the scan axis m2 : str name of the second moving motor path : str, optional path to the datafile """ self.Filename = os.path.join(path, filename) self.nscans = 0 # total number of scans self.npscan = 0 # number of points per scan self.ctime = 0 # counting time self.re_m2 = re.compile(r"^&Axis=%s\s+&Task=Drive" % m2) self.re_sm = re.compile(r"^&ScanAxis=%s" % m_scan) self.scan_motor_name = m_scan self.sec_motor_name = m2 self.m2_pos = [] self.sm_pos = [] self.data = [] self.n_sm_pos = 0 with xu_open(self.Filename) as self.fid: if config.VERBOSITY >= config.INFO_LOW: print(f"XU.io.SeifertScan: parsing file: {self.Filename}") self.parse() def parse(self): self.data = [] m2_tmppos = None self.sm_pos = [] self.m2_pos = [] # flag to check if all header information was parsed header_complete = False for line in self.fid: lb = line.decode('iso-8859-1').strip() # the first thing needed is the number of scans in the file (in # file header) if nscans_re.match(lb): t = lb.split("=")[1] self.nscans = int(t) if self.re_m2.match(lb): t = re_position.findall(lb)[0] t = t.split("=")[1] m2_tmppos = float(t) if novalues_re.match(lb): t = lb.split("=")[1] self.n_sm_pos = int(t) header_complete = True if header_complete: # append motor positions of second motor self.m2_pos.append([[m2_tmppos] * self.n_sm_pos]) # reset header flag header_complete = False # read data lines (number of lines determined by number of # values) datalines = itertools.islice(self.fid, self.n_sm_pos) t = numpy.loadtxt(datalines) self.data.append(t[:, 1]) self.sm_pos.append(t[:, 0]) # after reading all the data self.m2_pos = numpy.array(self.m2_pos, dtype=numpy.double) self.sm_pos = numpy.array(self.sm_pos, dtype=numpy.double) self.data = numpy.array(self.data, dtype=numpy.double) self.data.shape = (self.nscans, self.n_sm_pos) self.m2_pos.shape = (self.nscans, self.n_sm_pos) self.sm_pos.shape = (self.nscans, self.n_sm_pos) class SeifertScan: """ Class to parse a single Seifert (NJA) scan file """ def __init__(self, filename, path=""): """ Constructor for a SeifertScan object. Parameters ---------- filename : str a string with the name of the file to read path : str, optional path to the datafile """ self.Filename = os.path.join(path, filename) self.hdr = SeifertHeader() self.data = [] self.axispos = {} with xu_open(self.Filename) as self.fid: if config.VERBOSITY >= config.INFO_LOW: print(f"XU.io.SeifertScan: parsing file: {self.Filename}") self.parse() if self.hdr.NumScans != 1: self.data.shape = (int(self.data.shape[0] / self.hdr.NoValues), int(self.hdr.NoValues), 2) def parse(self): if config.VERBOSITY >= config.INFO_ALL: print("XU.io.SeifertScan.parse: starting the parser") self.data = [] for line in self.fid: lb = line.decode('iso-8859-1') # remove leading and trailing whitespace and newline characeters lb = lb.strip() # every line is broken into its content llist = re_multiblank.split(lb) tmplist = [] axes = "" for e in llist: # if the entry is a key value pair if re_keyvalue.match(e): (key, value) = e.split("=") # remove leading & from the key key = key[1:] # have to manage malformed key names that cannot be used as # Python identifiers (leading numbers or blanks inside the # name) key = repair_key(key) # try to convert the values to float numbers # leave them as strings if this is not possible try: value = float(value) except ValueError: pass if key == "Axis": axes = value if value not in self.axispos: self.axispos[value] = [] elif key == "Pos": self.axispos[axes] += [value, ] setattr(self.hdr, key, value) else: try: tmplist.append(float(e)) except ValueError: pass if tmplist: self.data.append(tmplist) # in the end we convert the data list to a numeric array self.data = numpy.array(self.data, dtype=float) for key in self.axispos: self.axispos[key] = numpy.array(self.axispos[key]) def getSeifert_map(filetemplate, scannrs=None, path=".", scantype="map", Nchannels=1280): """ parses multiple Seifert ``*.nja`` files and concatenates the results. for parsing the xrayutilities.io.SeifertMultiScan class is used. The function can be used for parsing maps measured with the Meteor1D and point detector. Parameters ---------- filetemplate : str or list template string for the file names, or list of filenames. See :func:`~xrayutilities.io.helper.generate_filenames` for details. scannrs : int or list, optional scan number(s), or other values needed to generate filenames from the filetemplate. path : str, optional common path to the filenames scantype : {'map', 'O2T', 'tsk'}, optional type of datafile: can be either 'map' (reciprocal space map measured with a regular Seifert job (default)) or 'tsk' (MCA spectra measured using the TaskInterpreter) Nchannels : int, optional number of channels of the MCA (needed for 'tsk' measurements) Returns ------- om, tt, psd : ndarray positions and data as flattened numpy arrays Examples -------- >>> om, tt, psd = getSeifert_map("samplename_%d.xrdml", [1, 2], ... path="data") # doctest: +SKIP """ # read raw data and convert to reciprocal space om = numpy.zeros(0) tt = numpy.zeros(0) if scantype in ["map", "O2T"]: psd = numpy.zeros(0) elif scantype == "tsk": psd = numpy.zeros((0, Nchannels)) else: raise ValueError("Unsupported scan type") # create scan names files = generate_filenames(filetemplate, scannrs) # parse files for f in files: if scantype == "map": d = SeifertMultiScan(os.path.join(path, f), 'T', 'O') om = numpy.concatenate((om, d.m2_pos.flatten())) tt = numpy.concatenate((tt, d.sm_pos.flatten())) psd = numpy.concatenate((psd, d.data.flatten())) elif scantype == "tsk": d = SeifertScan(os.path.join(path, f)) om = numpy.concatenate((om, d.axispos['O'].flatten())) tt = numpy.concatenate((tt, d.axispos['T'].flatten())) psd = numpy.concatenate((psd, d.data[:, :, 1])) elif scantype == 'O2T': d = SeifertScan(os.path.join(path, f)) if getattr(d.hdr, "RSMmode") != scantype: raise ValueError(f"Scan {scantype} incompatible with RSMmode") om = numpy.concatenate((om, d.data[:, 0])) tt = numpy.concatenate((tt, d.data[:, 1])) psd = numpy.concatenate((psd, d.data[:, 2])) return om, tt, psd ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/spec.py0000644000175100002000000013733414742413365021221 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010 Eugen Wintersberger # Copyright (c) 2009-2023 Dominik Kriegner # Copyright (C) 2019 Daniel Schick """ a class for observing a SPEC data file Motivation: SPEC files can become quite large. Therefore, subsequently reading the entire file to extract a single scan is a quite cumbersome procedure. This module is a proof of concept code to write a file observer starting a reread of the file starting from a stored offset (last known scan position) """ import os.path import re import numpy from .. import config, utilities from ..exception import InputError # relative imports from xrayutilities from .helper import xu_h5open, xu_open # define some uesfull regular expressions SPEC_time_format = re.compile(r"\d\d:\d\d:\d\d") SPEC_multi_blank = re.compile(r"\s+") SPEC_multi_blank2 = re.compile(r"\s\s+") # denotes a numeric value SPEC_int_value = re.compile(r"[+-]?\d+") SPEC_num_value = re.compile( r"([+-]?\d*\.*\d*[eE]*[+-]*\d+|[+-]?[Ii][Nn][Ff]|[Nn][Aa][Nn])") SPEC_dataline = re.compile(r"^[+-]*\d.*") SPEC_scan = re.compile(r"^#S") SPEC_initmoponames = re.compile(r"#O\d+") SPEC_initmopopos = re.compile(r"#P\d+") SPEC_datetime = re.compile(r"^#D") SPEC_exptime = re.compile(r"^#T") SPEC_nofcols = re.compile(r"^#N") SPEC_colnames = re.compile(r"^#L") SPEC_MCAFormat = re.compile(r"^#@MCA ") SPEC_MCAChannels = re.compile(r"^#@CHANN") SPEC_MCAChannelNames = re.compile(r"^#@DET_\d+") SPEC_MCAline = re.compile(r"^@A") SPEC_headerline = re.compile(r"^#") SPEC_scanbroken = re.compile(r"#C[a-zA-Z0-9: .]*Scan aborted") SPEC_scanresumed = re.compile(r"#C[a-zA-Z0-9: .]*Scan resumed") SPEC_commentline = re.compile(r"#C") SPEC_newheader = re.compile(r"^#E") SPEC_errorbm20 = re.compile(r"^MI:") scan_status_flags = ["OK", "NODATA", "ABORTED", "CORRUPTED"] class SPECScan: """ Represents a single SPEC scan. This class is usually not called by the user directly but used via the SPECFile class. """ def __init__(self, name, scannr, command, date, time, itime, colnames, hoffset, doffset, fname, imopnames, imopvalues, scan_status): """ Constructor for the SPECScan class. Parameters ---------- name : str name of the scan scannr : int Number of the scan in the specfile command : str command used to write the scan date : str starting date of the scan time : str starting time of the scan itime : int integration time colnames : list list of names of the data columns hoffset : int file byte offset to the header of the scan doffset : int file byte offset to the data section of the scan fname : str file name of the SPEC file the scan belongs to imopnames : list of str motor names for the initial motor positions array imopvalues : list intial motor positions array scan_status : {'OK', 'NODATA', 'CORRUPTED', 'ABORTED'} scan status as string """ self.name = name # name of the scan self.nr = scannr # number of the scan self.command = command # command used to record the data self.date = date # date the command has been sent self.time = time # time the command has been sent self.itime = itime # integration time of the scan self.colnames = colnames # list with column names self.hoffset = hoffset # file offset where the header data starts self.doffset = doffset # file offset where the data section starts self.fname = fname # full file name of the file holding the data # flag to force resave to hdf5 file in Save2HDF5() self.ischanged = True self.header = [] self.fid = None if scan_status in scan_status_flags: self.scan_status = scan_status else: self.scan_status = "CORRUPTED" if config.VERBOSITY >= config.INFO_ALL: print("XU.io.spec.SPECScan: unknown scan status flag - " "set to CORRUPTED") # setup the initial motor positions dictionary - set the motor names # dictionary holding the initial motor positions self.init_motor_pos = {} if len(imopnames) == len(imopvalues): for i in range(len(imopnames)): natmotname = utilities.makeNaturalName(imopnames[i]) self.init_motor_pos[ "INIT_MOPO_" + natmotname] = float(imopvalues[i]) else: print("XU.io.spec.SPECScan: Warning: incorrect number of " "initial motor positions in scan %03d" % (self.nr)) if config.VERBOSITY >= config.INFO_ALL: print(imopnames) print(imopvalues) # ASSUME ORDER DID NOT CHANGE!! (which might be wrong) # in fact this is sign for a broken spec file # number of initial motor positions should not change without new # file header! for i in range(min(len(imopnames), len(imopvalues))): natmotname = utilities.makeNaturalName(imopnames[i]) self.init_motor_pos[ "INIT_MOPO_" + natmotname] = float(imopvalues[i]) # read the rest of the positions into dummy INIT_MOPO__NONAME__%03d for i in range(len(imopnames), len(imopvalues)): self.init_motor_pos["INIT_MOPO___NONAME__%03d" % (i)] = \ float(imopvalues[i]) # some additional attributes for the MCA data # False if scan contains no MCA data, True otherwise self.has_mca = False self.has_sardana_mca = False self.mca_column_format = 0 # number of columns used to save MCA data self.mca_channels = 0 # number of channels stored from the MCA self.mca_channel_names = ['MCA'] # name of MCAs self.mca_nof_lines = 0 # number of lines used to store MCA data self.mca_start_channel = 0 # first channel of the MCA that is stored self.mca_stop_channel = 0 # last channel of the MCA that is stored # a numpy record array holding the data - this is set using by the # ReadData method. self.data = None # check for duplicate values in column names for i in range(len(self.colnames)): name = self.colnames[i] cnt = self.colnames.count(name) if cnt > 1: # have multiple entries cnt = 1 for j in range(self.colnames.index(name) + 1, len(self.colnames)): if self.colnames[j] == name: self.colnames[j] = name + "_%i" % cnt cnt += 1 def SetMCAParams(self, mca_column_format, mca_channels, mca_start, mca_stop, mca_channel_names, has_sardana_mca): """ Set the parameters used to save the MCA data to the file. This method calculates the number of lines used to store the MCA data from the number of columns and the Parameters ---------- mca_column_format : int number of columns used to save the data mca_channels : int number of MCA channels stored mca_start : int first channel that is stored mca_stop : int last channel that is stored mca_channel_names : list(str) names of mca channels has_sardana_mca : bool True for Sardana MCA, False for SPEC MCA """ self.has_mca = True self.has_sardana_mca = has_sardana_mca self.mca_column_format = mca_column_format self.mca_channels = mca_channels self.mca_start_channel = mca_start self.mca_stop_channel = mca_stop if mca_channel_names != []: self.mca_channel_names = mca_channel_names self.mca_nb = len(self.mca_channel_names) # calculate the number of lines per data point for the mca self.mca_nof_lines = int(mca_channels / mca_column_format) if mca_channels % mca_column_format != 0: # some additional values have to be read self.mca_nof_lines = self.mca_nof_lines + 1 if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECScan.SetMCAParams: channel names: %s" % self.mca_channel_names) print("XU.io.SPECScan.SetMCAParams: number of channels: %d" % self.mca_channels) print("XU.io.SPECScan.SetMCAParams: number of columns: %d" % self.mca_column_format) print("XU.io.SPECScan.SetMCAParams: number of lines to read " "for MCA: %d" % self.mca_nof_lines) def __str__(self): # build a proper string to print the scan information str_rep = "|%4i|" % (self.nr) str_rep = str_rep + "%50s|%10s|%10s|" % (self.command, self.time, self.date) if self.has_mca: str_rep = str_rep + "MCA: %5i" % (self.mca_channels) str_rep = str_rep + "\n" return str_rep def ClearData(self): """ Delete the data stored in a scan after it is no longer used. """ self.__delattr__("data") self.data = None def ReadData(self): """ Set the data attribute of the scan class. """ if self.scan_status == "NODATA": if config.VERBOSITY >= config.INFO_LOW: print("XU.io.SPECScan.ReadData: %s has been aborted - " "no data available!" % self.name) self.data = None return None if not self.has_mca: if config.VERBOSITY >= config.INFO_ALL: print("XU.io.SPECScan.ReadData: scan %d contains no MCA data" % self.nr) with xu_open(self.fname) as self.fid: # read header lines self.fid.seek(self.hoffset, 0) self.header = [] while self.fid.tell() < self.doffset: line = self.fid.readline().decode('ascii', 'ignore') self.header.append(line.strip()) self.fid.seek(self.doffset, 0) # create dictionary to hold the data if self.has_mca and self.has_sardana_mca: type_desc = {"names": self.colnames + self.mca_channel_names, "formats": len(self.colnames) * [numpy.float64] + len(self.mca_channel_names) * [(numpy.float64, self.mca_channels)]} elif self.has_mca and not self.has_sardana_mca: type_desc = {"names": self.colnames + self.mca_channel_names, "formats": len(self.colnames) * [numpy.float64] + len(self.mca_channel_names) * [(numpy.uint32, self.mca_channels)]} else: type_desc = {"names": self.colnames, "formats": len(self.colnames) * [numpy.float32]} if config.VERBOSITY >= config.DEBUG: print("xu.io.SPECScan.ReadData: type descriptor: " f"{repr(type_desc)}") record_list = [] # from this list the record array while be built scalars_list = [] mca_tmp_list = [] mca_counter = 0 mca_list_counter = 0 scan_aborted_flag = False for line in self.fid: line = line.decode('ascii', 'ignore') line = line.strip() if not line: continue # check if scan is broken if (SPEC_scanbroken.findall(line) != [] or scan_aborted_flag): # need to check next line(s) to know if scan is resumed # read until end of comment block or end of file if not scan_aborted_flag: scan_aborted_flag = True self.scan_status = "ABORTED" if config.VERBOSITY >= config.INFO_ALL: print(f"XU.io.SPECScan.ReadData: {self.name} " "aborted") continue if SPEC_scanresumed.match(line): self.scan_status = "OK" scan_aborted_flag = False if config.VERBOSITY >= config.INFO_ALL: print(f"XU.io.SPECScan.ReadData: {self.name} " "resumed") continue if SPEC_commentline.match(line): continue if SPEC_errorbm20.match(line): print(line) continue break if SPEC_headerline.match(line) or \ SPEC_commentline.match(line): if SPEC_scanresumed.match(line): continue if SPEC_commentline.match(line): continue break line_list = SPEC_num_value.findall(line) line_list = map(numpy.float64, line_list) if self.has_mca: if SPEC_MCAline.match(line) \ and ((mca_list_counter == 0) and (mca_counter == 0)): mca_list_counter += 1 mca_counter += 1 mca_tmp = [] mca_tmp_list = [] if (mca_list_counter > 0): mca_counter += 1 mca_tmp += line_list if mca_counter > self.mca_nof_lines: mca_counter = 1 mca_tmp_list.append(mca_tmp.copy()) mca_tmp = [] mca_list_counter += 1 if mca_list_counter > self.mca_nb: mca_list_counter = 0 else: scalars_list = line_list # check if the data should be written to the records if (scalars_list != []) \ and (mca_tmp_list != []) \ and (mca_list_counter == 0): record_list.append(tuple(list(scalars_list) + mca_tmp_list)) scalars_list = [] mca_tmp_list = [] mca_counter = 0 else: record_list.append(tuple(line_list)) continue # convert the data to numpy arrays ncol = len(record_list[0]) if config.VERBOSITY >= config.INFO_LOW: print("XU.io.SPECScan.ReadData: %s: %d %d %d" % (self.name, len(record_list), ncol, len(type_desc["names"]))) if ncol == len(type_desc["names"]): try: self.data = numpy.rec.fromrecords(record_list, dtype=type_desc) except ValueError: self.scan_status = 'NODATA' print("XU.io.SPECScan.ReadData: %s exception while " "parsing data" % self.name) else: self.scan_status = 'NODATA' def plot(self, *args, **keyargs): """ Plot scan data to a matplotlib figure. If newfig=True a new figure instance will be created. If logy=True (default is False) the y-axis will be plotted with a logarithmic scale. Parameters ---------- args : list arguments for the plot: first argument is the name of x-value column the following pairs of arguments are the y-value names and plot styles allowed are 3, 5, 7,... number of arguments keyargs : dict, optional newfig : bool, optional if True a new figure instance will be created otherwise an existing one will be used logy : bool, optional if True a semilogy plot will be done """ flag, plt = utilities.import_matplotlib_pyplot('XU.io.SPECScan') if not flag: return newfig = keyargs.get('newfig', True) logy = keyargs.get('logy', False) try: xname = args[0] xdata = self.data[xname] except ValueError: raise InputError("name of the x-axis is invalid!") alist = args[1:] leglist = [] if len(alist) % 2 != 0: raise InputError("wrong number of yname/style arguments!") if newfig: plt.figure() plt.subplots_adjust(left=0.08, right=0.95) for i in range(0, len(alist), 2): yname = alist[i] ystyle = alist[i + 1] try: ydata = self.data[yname] except ValueError: raise InputError(f"no column with name {yname} exists!") continue if logy: plt.semilogy(xdata, ydata, ystyle) else: plt.plot(xdata, ydata, ystyle) leglist.append(yname) plt.xlabel(f"{xname}") plt.legend(leglist) plt.title("scan %i %s\n%s %s" % (self.nr, self.command, self.date, self.time)) # need to adjust axis limits properly lim = plt.axis() plt.axis([xdata.min(), xdata.max(), lim[2], lim[3]]) def Save2HDF5(self, h5f, group="/", title="", optattrs=None, comp=True): """ Save a SPEC scan to an HDF5 file. The method creates a group with the name of the scan and stores the data there as a table object with name "data". By default the scan group is created under the root group of the HDF5 file. The title of the scan group is ususally the scan command. Metadata of the scan are stored as attributes to the scan group. Additional custom attributes to the scan group can be passed as a dictionary via the optattrs keyword argument. Parameters ---------- h5f : file-handle or str a HDF5 file object or its filename group : str, optional name or group object of the HDF5 group where to store the data title : str, optional a string with the title for the data, defaults to the name of scan if empty optattrs : dict, optional a dictionary with optional attributes to store for the data comp : bool, optional activate compression - true by default """ if optattrs is None: optattrs = {} with xu_h5open(h5f, 'a') as h5: # check if data object has been already written if self.data is None: raise InputError("XU.io.SPECScan.Save2HDF5: No data has been" "read so far - call ReadData method of the " "scan") # parse keyword arguments: if isinstance(group, str): rootgroup = h5.get(group) else: rootgroup = group if title != "": group_title = title else: group_title = self.name group_title = group_title.replace(".", "_") # create the dataset and fill it copy_count = 0 if self.ischanged and group_title in rootgroup: del rootgroup[group_title] raw_grp_title = group_title # if the group already exists the name must be changed and # another will be made to create the group. while group_title in rootgroup: group_title = raw_grp_title + f"_{copy_count}" copy_count = copy_count + 1 g = rootgroup.create_group(group_title) kwds = {'fletcher32': True} if comp: kwds['compression'] = 'gzip' g.create_dataset("data", data=self.data, **kwds) # write attribute data for the scan g.attrs['ScanNumber'] = numpy.uint(self.nr) g.attrs['Command'] = self.command g.attrs['Date'] = self.date g.attrs['Time'] = self.time g.attrs['scan_status'] = self.scan_status # write the initial motor positions as attributes for key, val in self.init_motor_pos.items(): g.attrs[key] = float(val) # if scan contains MCA data write also MCA parameters g.attrs['has_mca'] = self.has_mca g.attrs['mca_start_channel'] = numpy.uint(self.mca_start_channel) g.attrs['mca_stop_channel'] = numpy.uint(self.mca_stop_channel) g.attrs['mca_nof_channels'] = numpy.uint(self.mca_channels) for k in optattrs: g.attrs[k] = optattrs[k] h5.flush() def getheader_element(self, key, firstonly=True): """ return the value-string of the first appearance of this SPECScan's header element, or a list of all values if firstonly=False Parameters ---------- specscan : SPECScan key : str name of the key to return; e.g. 'UMONO' or 'D' firstonly : bool, optional flag to specify if all instances or only the first one should be returned Returns ------- valuestring : str header value (if firstonly=True) [str1, str2, ...] : list header values (if firstonly=False) """ if not self.header: self.ReadData() re_key = re.compile(f'^#{key} (.*)') ret = [] for line in self.header: m = re_key.match(line) if m: if firstonly: ret = m.groups()[0] break ret.append(m.groups()[0]) return ret class SPECFile: """ This class represents a single SPEC file. The class provides methodes for updateing an already opened file which makes it particular interesting for interactive use. """ def __init__(self, filename, path=""): """ SPECFile init routine Parameters ---------- filename : str filename of the spec file path : str, optional path to the specfile """ self.full_filename = os.path.join(path, filename) self.filename = os.path.basename(self.full_filename) # list holding scan objects self.scan_list = [] self.fid = None self.last_offset = 0 # initially parse the file self.init_motor_names_fh = [] # this list will hold the names of the # motors saved in initial motor positions given in the file header self.init_motor_names_sh = [] # this list will hold the names of the # motors saved in initial motor positions given in the scan header self.init_motor_names = [] # this list will hold the names of the # motors saved in initial motor positions from either the file or # scan header self.Parse() def __getitem__(self, index): """ function to return the n-th scan in the spec-file. be aware that numbering starts at 0! If scans are missing the relation between the given number and the "number" of the returned scan might be not trivial. See also -------- scanI attributes of the SPECFile object, where 'I' is the scan number """ return self.scan_list[index] def __getattr__(self, name): """ return scanX objects where X stands for the scan number in the SPECFile which for this purpose is assumed to be unique. (otherwise the first instance of scan number X is returned) """ if name.startswith("scan"): index = name[4:] try: scannr = int(index) except ValueError: raise AttributeError("scannumber needs to be convertable to " "integer") # try to find the scan in the list of scans s = None for scan in self.scan_list: if scan.nr == scannr: s = scan break if s is not None: return s raise AttributeError("requested scan-number not found") raise AttributeError(f"SPECFile has no attribute '{name}'") def __len__(self): return self.scan_list.__len__() def __str__(self): ostr = "" for i, scan in enumerate(self.scan_list): ostr = ostr + f"{i:5d}" ostr = ostr + str(scan) return ostr def Save2HDF5(self, h5f, comp=True, optattrs=None): """ Save the entire file in an HDF5 file. For that purpose a group is set up in the root group of the file with the name of the file without extension and leading path. If the method is called after an previous update only the scans not written to the file meanwhile are saved. Parameters ---------- h5f : file-handle or str a HDF5 file object or its filename comp : bool, optional activate compression - true by default """ if optattrs is None: optattrs = {} with xu_h5open(h5f, 'a') as h5: groupname = os.path.splitext(os.path.splitext(self.filename)[0])[0] try: g = h5.create_group(groupname) except ValueError: g = h5.get(groupname) g.attrs['TITLE'] = f"Data of SPEC - File {self.filename}" for k in optattrs: g.attrs[k] = optattrs[k] for s in self.scan_list: if (((s.name not in g) or s.ischanged) and s.scan_status != "NODATA"): s.ReadData() if s.data is not None: s.Save2HDF5(h5, group=g, comp=comp) s.ClearData() s.ischanged = False def Update(self): """ reread the file and add newly added files. The parsing starts at the data offset of the last scan gathered during the last parsing run. """ # reparse the SPEC file if config.VERBOSITY >= config.INFO_LOW: print("XU.io.SPECFile.Update: reparsing file for new scans ...") # mark last found scan as not saved to force reread idx = len(self.scan_list) if idx > 0: lastscan = self.scan_list[idx - 1] lastscan.ischanged = True self.Parse() def Parse(self): """ Parses the file from the starting at last_offset and adding found scans to the scan list. """ with xu_open(self.full_filename) as self.fid: # move to the last read position in the file self.fid.seek(self.last_offset, 0) scan_started = False scan_has_mca = False scan_has_sardana_mca = False # list with the motors from whome the initial # position is stored. init_motor_values = [] mca_channel_names = [] if config.VERBOSITY >= config.DEBUG: print('XU.io.SPECFile: start parsing') for line in self.fid: linelength = len(line) line = line.decode('ascii', 'ignore') if config.VERBOSITY >= config.DEBUG: print(f'parsing line: {line}') # remove trailing and leading blanks from the read line line = line.strip() # fill the list with the initial motor names in the header if SPEC_newheader.match(line): self.init_motor_names_fh = [] elif SPEC_initmoponames.match(line) and not scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found initial motor " "names in file header") line = SPEC_initmoponames.sub("", line) line = line.strip() self.init_motor_names_fh = self.init_motor_names_fh + \ SPEC_multi_blank2.split(line) # if the line marks the beginning of a new scan elif SPEC_scan.match(line) and not scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found scan") line_list = SPEC_multi_blank.split(line) scannr = int(line_list[1]) scancmd = "".join(" " + x + " " for x in line_list[2:]) scan_started = True scan_has_mca = False scan_header_offset = self.last_offset scan_status = "OK" # define some necessary variables which could be missing in # the scan header itime = numpy.nan time = "" date = "" if config.VERBOSITY >= config.INFO_ALL: print("XU.io.SPECFile.Parse: processing scan nr. %d " "..." % scannr) # set the init_motor_names to the ones found in # the file header self.init_motor_names_sh = [] self.init_motor_names = self.init_motor_names_fh # if the line contains the date and time information elif SPEC_datetime.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found date and time") # fetch the time from the line data time = SPEC_time_format.findall(line)[0] line = SPEC_time_format.sub("", line) line = SPEC_datetime.sub("", line) date = SPEC_multi_blank.sub(" ", line).strip() # if the line contains the integration time elif SPEC_exptime.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found exposure time") itime = float(SPEC_num_value.findall(line)[0]) # read the initial motor names in the scan header if present elif SPEC_initmoponames.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found initial motor " "names in scan header") line = SPEC_initmoponames.sub("", line) line = line.strip() self.init_motor_names_sh = self.init_motor_names_sh + \ SPEC_multi_blank2.split(line) self.init_motor_names = self.init_motor_names_sh # read the initial motor positions elif SPEC_initmopopos.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found initial motor " "positions") line = SPEC_initmopopos.sub("", line) line = line.strip() line_list = SPEC_multi_blank.split(line) # sometimes initial motor position are simply empty and # this should not lead to an error try: for value in line_list: init_motor_values.append(float(value)) except ValueError: pass # if the line contains the number of colunmns elif SPEC_nofcols.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found number of columns") line = SPEC_nofcols.sub("", line) line = line.strip() nofcols = int(line) # if the line contains the column names elif SPEC_colnames.match(line) and scan_started: if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found column names") line = SPEC_colnames.sub("", line) line = line.strip() col_names = SPEC_multi_blank.split(line) # this is a fix in the case that blanks are allowed in # motor and detector names (only a single balanks is # supported meanwhile) if len(col_names) > nofcols: col_names = SPEC_multi_blank2.split(line) elif SPEC_MCAFormat.match(line) and scan_started: mca_col_number = int(SPEC_num_value.findall( line)[0]) scan_has_mca = True elif SPEC_MCAChannelNames.match(line) and scan_started: mca_channel_names.append(line.split(" ")[1]) scan_has_sardana_mca = True elif SPEC_MCAChannels.match(line) and scan_started: line_list = SPEC_num_value.findall(line) mca_channels = int(line_list[0]) mca_start = int(line_list[1]) mca_stop = int(line_list[2]) elif (SPEC_scanbroken.findall(line) != [] and scan_started): # this is the case when a scan is broken and no data has # been written, but nevertheless a comment is in the file # that tells us that the scan was aborted scan_data_offset = self.last_offset s = SPECScan("scan_%i" % (scannr), scannr, scancmd, date, time, itime, col_names, scan_header_offset, scan_data_offset, self.full_filename, self.init_motor_names, init_motor_values, "NODATA") self.scan_list.append(s) # reset control flags scan_started = False scan_has_mca = False scan_has_sardana_mca = False # reset initial motor positions flag init_motor_values = [] mca_channel_names = [] elif (SPEC_dataline.match(line) or SPEC_MCAline.match(line)) \ and scan_started: # this is now the real end of the header block. at this # point we know that there is enough information about the # scan # save the data offset scan_data_offset = self.last_offset # create an SPECFile scan object and add it to the scan # list the name of the group consists of the prefix scan # and the number of the scan in the file - this shoule make # it easier to find scans in the HDF5 file. s = SPECScan("scan_%i" % (scannr), scannr, scancmd, date, time, itime, col_names, scan_header_offset, scan_data_offset, self.full_filename, self.init_motor_names, init_motor_values, scan_status) if scan_has_mca: s.SetMCAParams(mca_col_number, mca_channels, mca_start, mca_stop, mca_channel_names, scan_has_sardana_mca) self.scan_list.append(s) # reset control flags scan_started = False scan_has_mca = False scan_has_sardana_mca = False # reset initial motor positions flag init_motor_values = [] mca_channel_names = [] elif SPEC_scan.match(line) and scan_started: # this should only be the case when there are two # consecutive file headers in the data file without any # data or abort notice of the first scan; first store # current scan as aborted then start new scan parsing s = SPECScan("scan_%i" % (scannr), scannr, scancmd, date, time, itime, col_names, scan_header_offset, None, self.full_filename, self.init_motor_names, init_motor_values, "NODATA") self.scan_list.append(s) # reset control flags scan_started = False scan_has_mca = False scan_has_sardana_mca = False # reset initial motor positions flag init_motor_values = [] mca_channel_names = [] # start parsing of new scan if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECFile.Parse: found scan " "(after aborted scan)") line_list = SPEC_multi_blank.split(line) scannr = int(line_list[1]) scancmd = "".join(" " + x + " " for x in line_list[2:]) scan_started = True scan_has_mca = False scan_has_sardana_mca = False scan_header_offset = self.last_offset scan_status = "OK" self.init_motor_names_sh = [] self.init_motor_names = self.init_motor_names_fh # store the position of the file pointer self.last_offset += linelength # if reading of the file is finished store the data offset of the # last scan as the last offset for the next parsing run of the file self.last_offset = self.scan_list[-1].doffset class SPECCmdLine: def __init__(self, n, prompt, cmdl, out=""): self.linenumber = n self.prompt = prompt self.command = cmdl self.out = out def __str__(self): ostr = "%i.%s> %s" % (self.linenumber, self.prompt, self.command) return ostr class SPECLog: """ class to parse a SPEC log file to find the command history """ def __init__(self, filename, prompt, path=""): """ init routine for a class to read a SPEC log file Parameters ---------- filename : str SPEC log file name prompt : str SPEC command prompt (e.g. 'PSIC' or 'SPEC') path : str, optional directory where the SPEC log can be found """ self.filename = filename self.full_filename = os.path.join(path, self.filename) self.prompt = prompt self.prompt_re = re.compile(r"%s>" % self.prompt) self.cmdl_list = [] self.line_counter = 0 self.Parse() def Parse(self): with xu_open(self.full_filename, 'r') as fid: for line in fid: line = line.decode('ascii', 'ignore') self.line_counter += 1 line = line.strip() if self.prompt_re.findall(line): [line, cmd] = self.prompt_re.split(line) self.cmdl_list.append(SPECCmdLine(int(float(line)), self.prompt, cmd)) def __getitem__(self, index): """ function to return the n-th cmd in the spec-log. """ return self.cmdl_list[index] def __str__(self): ostr = "%s with %d lines\n" % (self.filename, self.line_counter) for cmd in self.cmdl_list: ostr = ostr + cmd.__str__() + "\n" return ostr def geth5_scan(h5f, scans, *args, **kwargs): """ function to obtain the angular cooridinates as well as intensity values saved in an HDF5 file, which was created from a spec file by the Save2HDF5 method. Especially useful for reciprocal space map measurements. further more it is possible to obtain even more positions from the data file if more than two string arguments with its names are given Parameters ---------- h5f : file-handle or str file object of a HDF5 file opened using h5py or its filename scans : int, tuple or list number of the scans of the reciprocal space map args : str, optional names of the motors. to read reciprocal space maps measured in coplanar diffraction give: - omname: name of the omega motor (or its equivalent) - ttname: name of the two theta motor (or its equivalent) kwargs : dict, optional samplename: str, optional string with the hdf5-group containing the scan data if ommited the first child node of h5f.root will be used rettype: {'list', 'numpy'}, optional how to return motor positions. by default a list of arrays is returned. when rettype == 'numpy' a record array will be returned. Returns ------- [ang1, ang2, ...] : list angular positions of the center channel of the position sensitive detector (numpy.ndarray 1D), this list is omitted if no `args` are given MAP : ndarray the data values as stored in the data file (includes the intensities e.g. MAP['MCA']). Examples -------- >>> [om, tt], MAP = geth5_scan("h5file", 36, ... 'omega', 'gamma') # doctest: +SKIP """ with xu_h5open(h5f) as h5: gname = kwargs.get("samplename", list(h5.keys())[0]) h5g = h5.get(gname) if numpy.iterable(scans): scanlist = scans else: scanlist = list([scans]) angles = dict.fromkeys(args) for key in angles: if not isinstance(key, str): raise InputError("*arg values need to be strings with " "motornames") angles[key] = numpy.zeros(0) buf = numpy.zeros(0) MAP = numpy.zeros(0) for nr in scanlist: h5scan = h5g.get("scan_%d" % nr) sdata = numpy.asarray(h5scan.get('data')) if MAP.dtype == numpy.float64: MAP.dtype = sdata.dtype # append scan data to MAP, where all data are stored MAP = numpy.append(MAP, sdata) # check type of scan notscanmotors = [] for i in range(len(args)): motname = args[i] try: buf = sdata[motname] scanshape = buf.shape angles[motname] = numpy.concatenate((angles[motname], buf)) except ValueError: notscanmotors.append(i) if len(notscanmotors) == len(args): scanshape = len(sdata) for i in notscanmotors: motname = args[i] natmotname = utilities.makeNaturalName(motname) buf = numpy.ones(scanshape) * \ h5scan.attrs[f"INIT_MOPO_{natmotname}"] angles[motname] = numpy.concatenate((angles[motname], buf)) # create return values in correct order def create_retval(): retval = [] for motname in args: retval.append(angles[motname]) return retval rettype = kwargs.get('rettype', 'list') if rettype == 'numpy': retval = numpy.core.records.fromarrays([angles[m] for m in args], names=args) else: retval = create_retval() if not args: return MAP return retval, MAP def getspec_scan(specf, scans, *args, **kwargs): """ function to obtain the angular cooridinates as well as intensity values saved in a SPECFile. Especially useful to combine the data from multiple scans. further more it is possible to obtain even more positions from the data file if more than two string arguments with its names are given Parameters ---------- specf : SPECFile file object scans : int, tuple or list number of the scans args : str names of the motors and counters rettype : {'list', 'numpy'}, optional how to return motor positions. by default a list of arrays is returned. when rettype == 'numpy' a record array will be returned. Returns ------- [ang1, ang2, ...] : list coordinates and counters from the SPEC file Examples -------- >>> [om, tt, cnt2] = getspec_scan(s, 36, 'omega', 'gamma', ... 'Counter2') # doctest: +SKIP """ if not args: return InputError("no motor or counter names given") if numpy.iterable(scans): scanlist = scans else: scanlist = list([scans]) angles = dict.fromkeys(args) for key in angles: if not isinstance(key, str): raise InputError("*arg values need to be strings with " "motornames") angles[key] = numpy.zeros(0) buf = numpy.zeros(0) for nr in scanlist: sscan = specf.__getattr__("scan%d" % nr) sscan.ReadData() sdata = sscan.data # check type of scan notscanmotors = [] for i in range(len(args)): motname = args[i] try: buf = sdata[motname] scanshape = buf.shape angles[motname] = numpy.concatenate((angles[motname], buf)) except ValueError: notscanmotors.append(i) if len(notscanmotors) == len(args): scanshape = len(sdata) for i in notscanmotors: motname = args[i] buf = (numpy.ones(scanshape) * sscan.init_motor_pos["INIT_MOPO_%s" % utilities.makeNaturalName(motname)]) angles[motname] = numpy.concatenate((angles[motname], buf)) # create return values in correct order def create_retval(): retval = [] for motname in args: retval.append(angles[motname]) return retval rettype = kwargs.get('rettype', 'list') if rettype == 'numpy': retval = numpy.core.records.fromarrays([angles[m] for m in args], names=args) else: retval = create_retval() return retval ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/io/spectra.py0000644000175100002000000005015314742413365021721 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2010 Eugen Wintersberger # Copyright (c) 2009-2019, 2023 Dominik Kriegner """ module to handle spectra data """ import glob import re import numpy import numpy.lib.recfunctions from numpy import rec from .. import config from .helper import xu_h5open re_wspaces = re.compile(r"\s+") re_colname = re.compile(r"^Col") re_comment_section = re.compile(r"^%c") re_parameter_section = re.compile(r"^%p") re_data_section = re.compile(r"^%d") re_end_section = re.compile(r"^!") re_unit = re.compile(r"\[.+\]") re_obracket = re.compile(r"\[") re_cbracket = re.compile(r"\]") re_underscore = re.compile(r"_") re_column = re.compile(r"^Col") re_col_name = re.compile(r"\d+\s+.+\s*\[") re_col_index = re.compile(r"\d+\s+") re_col_type = re.compile(r"\[.+\]") re_num = re.compile(r"[0-9]") dtype_map = {"FLOAT": "f4", "DOUBLE": "f8"} class SPECTRAFileComments(dict): """ Class that describes the comments in the header of a SPECTRA file. The different comments are accessible via the comment keys. """ def __init__(self): pass def __getattr__(self, name): if name in self: return self[name] raise KeyError(f"'{name}' not found in SPECTRA file comments") class SPECTRAFileParameters(dict): def __init__(self): pass def __getattr__(self, name): if name in self: return self[name] raise KeyError(f"'{name}' not found in SPECTRA file parameters") def __str__(self): ostr = "" lmax_key = 0 lmax_item = 0 # find the length of the longest key for k in self: if len(k) > lmax_key: lmax_key = len(k) i = self[k] if not isinstance(i, str): # if the item is not a string it must be converted i = f"{i:f}" if len(i) > lmax_item: lmax_item = len(i) # define the format string for a single key-value pair kvfmt = "|%%-%is = %%-%is" % (lmax_key, lmax_item) cnt = 0 ostr += (3 * (lmax_key + lmax_item + 4) + 1) * "-" + "\n" ostr += "|Parameters:" + (3 * (lmax_key + lmax_item)) * " " + "|\n" ostr += (3 * (lmax_key + lmax_item + 4) + 1) * "-" + "\n" for key in self: value = self[key] if not isinstance(value, str): value = f"{value:f}" ostr += kvfmt % (key, value) cnt += 1 if cnt == 3: ostr += "|\n" cnt = 0 if cnt != 0: ostr += "|\n" ostr += (3 * (lmax_key + lmax_item + 4) + 1) * "-" + "\n" return ostr class SPECTRAFileDataColumn: def __init__(self, index, name, unit, type): self.index = int(index) self.name = name self.unit = unit self.type = type def __str__(self): ostr = "%i %s %s %s" % (self.index, self.name, self.unit, self.type) return ostr class SPECTRAFileData: def __init__(self): self.collist = [] self.data = None def append(self, col): self.collist.append(col) def __getitem__(self, key): try: return self.data[key] except IndexError as exc: print("XU.io.specta.SPECTRAFileData: data contains no column " "named: %s!" % key) raise exc def __str__(self): ostr = "" # determine the maximum lenght of every column string lmax = 0 for c in self.collist: if len(c.__str__()) > lmax: lmax = len(c.__str__()) lmax += 3 # want to print in three columns nc = 3 nres = len(self.collist) % nc nrows = (len(self.collist) - nres) / nc fmtstr = f"| %-{lmax}s| %-{lmax}s| %-{lmax}s|\n" ostr += (3 * lmax + 7) * "-" + "\n" ostr += "|Column names:" + (3 * lmax - 8) * " " + "|\n" ostr += (3 * lmax + 7) * "-" + "\n" # full output rows for i in range(nrows): c1 = self.collist[i * nc + 0] c2 = self.collist[i * nc + 1] c3 = self.collist[i * nc + 2] ostr += fmtstr % (c1.__str__(), c2.__str__(), c3.__str__()) # residual output row c = ['', '', ''] for j in range(nres): c[j] = self.collist[-nres + j] ostr += fmtstr % (c[0].__str__(), c[1].__str__(), c[2].__str__()) ostr += (3 * lmax + 7) * "-" + "\n" return ostr class SPECTRAFile: """ Represents a SPECTRA data file. The file is read during the Constructor call. This class should work for data stored at beamlines P08 and BW2 at HASYLAB. Parameters ---------- filename : str a string with the name of the SPECTRA file mcatmp : str, optional template for the MCA files mcastart, mcastop : int, optional start and stop index for the MCA files, if not given, the class tries to determine the start and stop index automatically. """ def __init__(self, filename, mcatmp=None, mcastart=None, mcastop=None): self.filename = filename self.comments = SPECTRAFileComments() self.params = SPECTRAFileParameters() self.data = SPECTRAFileData() self.mca = None self.mca_channels = None self.Read() # reads the .fio data file if mcatmp is not None: self.mca_file_template = mcatmp if mcastart is not None and mcastop is not None: self.mca_start_index = mcastart self.mca_stop_index = mcastop else: # try to determine the number of MCA spectra automatically spat = self.mca_file_template.replace("%i", "*") lst = glob.glob(spat) self.mca_start_index = 1 self.mca_stop_index = 0 if lst: self.mca_stop_index = self.data.data.size # len(l) if self.mca_stop_index != 0: self.ReadMCA() def Save2HDF5(self, h5file, name, group="/", mcaname="MCA"): """ Saves the scan to an HDF5 file. The scan is saved to a seperate group of name "name". h5file is either a string for the file name or a HDF5 file object. If the mca attribute is not None mca data will be stored to an chunked array of with name mcaname. Parameters ---------- h5file : file-handle or str HDF5 file object or name name : str name of the group where to store the data group : str, optional root group where to store the data mcaname : str, optional Name of the MCA in the HDF5 file Returns ------- bool or None The method returns None in the case of everything went fine, True otherwise. """ with xu_h5open(h5file, 'w') as h5: # create the group where to store the data try: g = h5.create_group(group + '/' + name) except ValueError: print("XU.io.spectra.Save2HDF5: cannot create group %s for " "writing data!" % name) return True # start with saving scan comments for k in self.comments: try: g.attrs[k] = self.comments[k] except IndexError: print("XU.io.spectra.Save2HDF5: cannot save file comment " "%s = %s to group %s!" % (k, self.comments[k], name)) # save scan parameters for k in self.params: try: g.attrs[k] = self.params[k] except IndexError: print("XU.io.spectra.Save2HDF5: cannot save file parametes" " %s to group %s!" % (k, name)) # ----------finally we need to save the data ------------------- kwds = {'fletcher32': True, 'compression': 'gzip'} try: g.create_dataset("data", data=self.data.data, **kwds) except (RuntimeError, ValueError): print("XU.io.spectra.Save2HDF5: cannot create table for " "storing scan data!") return True # if there is MCA data - store this if self.mca is not None: try: c = g.create_dataset(mcaname, data=self.mca, **kwds) except (RuntimeError, ValueError): print("XU.io.spectra.Save2HDF5: cannot create carray %s " "for MCA data!" % mcaname) return True # set MCA specific attributes c.attrs["channels"] = self.mca_channels c.attrs["nchannels"] = self.mca_channels.shape[0] h5.flush() return None def ReadMCA(self): dlist = [] for i in range(self.mca_start_index, self.mca_stop_index + 1): fname = self.mca_file_template % i data = numpy.loadtxt(fname) if i == self.mca_start_index: if len(data.shape) == 2: self.mca_channels = data[:, 0] else: self.mca_channels = numpy.arange(0, data.shape[0]) if len(data.shape) == 2: dlist.append(data[:, 1].tolist()) else: dlist.append(data.tolist()) self.mca = numpy.array(dlist, dtype=float) def __str__(self): ostr = self.params.__str__() ostr += self.data.__str__() return ostr def Read(self): """ Read the data from the file. """ def addkeyval(lst, k, v): """ add new key to a list. if key already exists a number will be appended to the key name Parameters ---------- lst : list k : str key v : object value """ kcnt = 0 key = k while key in lst: key = k + "_%i" % (kcnt + 1) kcnt += 1 lst[key] = v read_mode = 0 col_names = [] col_types = [] rec_list = [] with open(self.filename, 'rb') as fid: for line in fid: line = line.decode('utf8', 'ignore') line = line.strip() # read the next line if the line starts with a "!" if re_end_section.match(line): continue # select which section to read if re_comment_section.match(line): read_mode = 1 continue elif re_parameter_section.match(line): read_mode = 2 continue elif re_data_section.match(line): read_mode = 3 continue # here we decide how to proceed with the data if read_mode == 1: # read the file comments try: (key, value) = line.split("=") except ValueError: # avoid annoying output if config.VERBOSITY >= config.INFO_ALL: print("XU.io.SPECTRAFile.Read: cannot interpret " "the comment string: %s" % (line)) continue key = key.strip() # remove whitespaces to be conform with natural naming key = key.replace(' ', '') key = key.replace(':', '_') # remove possible number at first position if re_num.findall(key[0]) != []: key = "_" + key value = value.strip() if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECTRAFile.Read: " f"comment({key}): {value}") try: value = float(value) except ValueError: pass # need to handle the case, that a key may appear several # times in the list addkeyval(self.comments, key, value) elif read_mode == 2: # read scan parameters try: (key, value) = line.split("=") except ValueError: print("XU.io.SPECTRAFile.Read: cannot interpret the " f"parameter string: {line}") key = key.strip() # remove whitespaces to be conform with natural naming key = key.replace(' ', '') key = key.replace(':', '_') # remove possible number at first position if re_num.findall(key[0]) != []: key = "_" + key value = value.strip() if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECTRAFile.Read: parameter: k, v: %s, %s" % (key, value)) try: value = float(value) except ValueError: # if the conversion of the parameter to float # fails it will be saved as a string pass # need to handle the case, that a key may appear several # times in the list addkeyval(self.params, key, value) elif read_mode == 3: if re_column.match(line): try: unit = re_unit.findall(line)[0] except IndexError: unit = "NONE" try: sline = re_obracket.split(line) if len(sline) == 1: raise IndexError lval = sline[0] rval = re_cbracket.split(line)[-1] dtype = rval.strip() lv = re_wspaces.split(lval) index = int(lv[1]) name = "".join(lv[2:]) name = name.replace(':', '_') except IndexError: lv = re_wspaces.split(line) index = int(lv[1]) dtype = lv[-1] name = "".join(lv[2:-1]) name = name.replace(':', '_') # store column definition self.data.append( SPECTRAFileDataColumn(index, name, unit, dtype)) if name in col_names: name += f"{name}_1" col_names.append(f"{name}") col_types.append(f"{dtype_map[dtype]}") else: # read data dlist = re_wspaces.split(line) for i in range(len(dlist)): dlist[i] = float(dlist[i]) rec_list.append(tuple(dlist)) if config.VERBOSITY >= config.DEBUG: print("XU.io.SPECTRAFile.Read: data columns: name, type: %s, %s" % (col_names, col_types)) if rec_list: self.data.data = rec.fromrecords(rec_list, formats=col_types, names=col_names) else: self.data.data = None def geth5_spectra_map(h5file, scans, *args, **kwargs): """ function to obtain the omega and twotheta as well as intensity values for a reciprocal space map saved in an HDF5 file, which was created from a spectra file by the Save2HDF5 method. further more it is possible to obtain even more positions from the data file if more than two string arguments with its names are given Parameters ---------- h5f : file-handle or str file object of a HDF5 file opened using h5py scans : int, tuple or list number of the scans of the reciprocal space map args: str, optional arbitrary number of motor names - omname: name of the omega motor (or its equivalent) - ttname: name of the two theta motor (or its equivalent) kwargs : dict, optional mca : str, optional name of the mca data (if available). default: "MCA" samplename : str, optional string with the hdf5-group containing the scan data if omitted the first child node of h5f.root will be used to determine the sample name Returns ------- [ang1, ang2, ...] : list angular positions of the center channel of the position sensitive detector (numpy.ndarray 1D). one entry for every `args`-argument given to the function MAP : ndarray the data values as stored in the data file (includes the intensities e.g. MAP['MCA']). """ with xu_h5open(h5file) as h5: mca = kwargs.get('mca', 'MCA') if "samplename" in kwargs: basename = kwargs["samplename"] else: nodename = list(h5)[0] basenlist = re_underscore.split(nodename) basename = "_".join(basenlist[:-1]) if config.VERBOSITY >= config.DEBUG: print("XU.io.spectra.geth5_spectra_map: using \'%s\' as " "basename" % (basename)) if isinstance(scans, (list, tuple)): scanlist = scans else: scanlist = list([scans]) angles = dict.fromkeys(args) for key in angles: angles[key] = numpy.zeros(0) buf = numpy.zeros(0) MAP = numpy.zeros(0) for nr in scanlist: h5scan = h5.get(basename + "_%05d" % nr) sdata = h5scan.get('data') mcanode = h5.get(basename + "_%05d/%s" % (nr, mca)) mcadata = numpy.asarray(mcanode) # append scan data to MAP, where all data are stored mcatemp = mcadata.view([(mca, (mcadata.dtype, mcadata.shape[1]))]) sdtmp = numpy.lib.recfunctions.merge_arrays([sdata, mcatemp], flatten=True) if MAP.dtype == numpy.float64: MAP.dtype = sdtmp.dtype MAP = numpy.append(MAP, sdtmp) # check type of scan notscanmotors = [] for i in range(len(args)): motname = args[i] try: buf = sdata[motname] scanshape = buf.shape angles[motname] = numpy.concatenate((angles[motname], buf)) except ValueError: notscanmotors.append(i) for i in notscanmotors: motname = args[i] buf = numpy.ones(scanshape) * \ h5scan.attrs.get(f"{motname}") angles[motname] = numpy.concatenate((angles[motname], buf)) retval = [] for motname in args: # create return values in correct order retval.append(angles[motname]) return retval, MAP ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6415002 xrayutilities-1.7.10/lib/xrayutilities/materials/0000755000175100002000000000000014742413420021244 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/__init__.py0000644000175100002000000000314414742413365023367 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (c) 2010-2020, 2023 Dominik Kriegner # Copyright (C) 2022 Vinícius Frehse from . import elements from .atom import Atom from .cif import CIFFile, cifexport from .database import (DataBase, add_f0_from_intertab, add_f0_from_xop, add_f1f2_from_ascii_file, add_f1f2_from_henkedb, add_f1f2_from_kissel, add_mass_from_NIST, init_material_db) from .material import (Alloy, Amorphous, Crystal, CubicAlloy, CubicElasticTensor, HexagonalElasticTensor, Material, MonoclinicElasticTensor, PseudomorphicMaterial, TrigonalElasticTensor, WZTensorFromCub) from .plot import show_reciprocal_space_plane from .predefined_materials import * # noqa: F403 from .spacegrouplattice import SGLattice, SymOp ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/_create_database.py0000644000175100002000000000266514742413365025065 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009-2012 Eugen Wintersberger # Copyright (C) 2012-2020 Dominik Kriegner """ script to create the HDF5 database from the raw data of XOP. this file is only needed for administration and also used during the build It accepts two command line arguments. The first one is the filename of the database (required). The second optional argument is the directory of the source data file used to generate the database. If no path is given the 'data' sub-folder of the scripts directory is used. """ import sys # local import, make troubles for pylint # pylint: disable-next=import-error from database import createAndFillDatabase if __name__ == "__main__": createAndFillDatabase(*sys.argv[1:], verbose=False) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/atom.py0000644000175100002000000001260314742413365022570 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2015-2024 Dominik Kriegner """ module containing the Atom class which handles the database access for atomic scattering factors and the atomic mass. """ import hashlib import os.path import re import numpy from .. import config, utilities from . import __path__, database _db = database.DataBase(os.path.join(__path__[0], "data", config.DBNAME)) _db.Open() def get_key(*args): """ generate a hash key for several possible types of arguments """ tup = [] for a in args: if isinstance(a, numpy.ndarray): tup.append(hashlib.md5(a).digest()) elif isinstance(a, list): tup.append(hash(tuple(a))) else: tup.append(hash(a)) return hash(tuple(tup)) class Atom: max_cache_length = 1000 def __init__(self, name, num): self.name = name self.ostate = re.sub('[A-Za-z]', '', name) for r, o in zip(('dot', 'p', 'm'), ('.', '+', '-')): self.ostate = self.ostate.replace(o, r) self.basename = re.sub('[^A-Za-z]', '', name) self.num = num self.__weight = None self.__color = None self.__radius = numpy.nan self._dbcache = {prop: [] for prop in ('f0', 'f1', 'f2', 'f')} def __key__(self): """ key function to return the elements number """ return self.num def __lt__(self, other_el): """ make elements sortable by their key """ return self.__key__() < other_el.__key__() @property def weight(self): if not self.__weight: _db.SetMaterial(self.basename) self.__weight = _db.weight return self.__weight @property def color(self): if self.__color is None: _db.SetMaterial(self.basename) self.__color = _db.color return self.__color @property def radius(self): if self.__radius is numpy.nan: _db.SetMaterial(self.basename) self.__radius = _db.radius return self.__radius def get_cache(self, prop, key): """ check if a cached value exists to speed up repeated database requests Returns ------- bool True then result contains the cached otherwise False and result is None result : database value """ history = self._dbcache[prop] for idx, (k, result) in enumerate(history): if k == key: history.insert(0, history.pop(idx)) # move to front return True, result return False, None def set_cache(self, prop, key, result): """ set result to be cached to speed up future calls """ history = self._dbcache[prop] if len(history) == self.max_cache_length: history.pop(-1) history.insert(0, (key, result)) def f0(self, q): key = get_key(q) f, res = self.get_cache('f0', key) if f: return res _db.SetMaterial(self.basename) res = _db.GetF0(q, self.ostate) self.set_cache('f0', key, res) return res def f1(self, en='config'): key = get_key(en) f, res = self.get_cache('f1', key) if f: return res if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) _db.SetMaterial(self.basename) res = _db.GetF1(utilities.energy(en)) self.set_cache('f1', key, res) return res def f2(self, en='config'): key = get_key(en) f, res = self.get_cache('f2', key) if f: return res if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) _db.SetMaterial(self.basename) res = _db.GetF2(utilities.energy(en)) self.set_cache('f2', key, res) return res def f(self, q, en='config'): """ function to calculate the atomic structure factor F Parameters ---------- q : float, array-like momentum transfer en : float or str, optional energy for which F should be calculated, if omitted the value from the xrayutilities configuration is used Returns ------- float or array-like value(s) of the atomic structure factor """ key = get_key(q, en) f, res = self.get_cache('f', key) if f: return res res = self.f0(q) + self.f1(en) + 1.j * self.f2(en) self.set_cache('f', key, res) return res def __str__(self): ostr = self.name ostr += f" ({self.num:2d})" return ostr def __repr__(self): return self.__str__() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/cif.py0000644000175100002000000006476614742413365022412 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2021, 2023 Dominik Kriegner import copy import io import itertools import operator import os import re import shlex import numpy from .. import config from . import elements from . import spacegrouplattice as sgl from . import wyckpos re_data = re.compile(r"^data_", re.IGNORECASE) re_loop = re.compile(r"^loop_", re.IGNORECASE) re_symop = re.compile(r"^\s*(" "_space_group_symop_operation_xyz|" "_symmetry_equiv_pos_as_xyz)", re.IGNORECASE) re_name = re.compile(r"^\s*_chemical_formula_sum", re.IGNORECASE) re_atom = re.compile(r"^\s*_atom_site_label\s*$", re.IGNORECASE) re_atomtyp = re.compile(r"^\s*_atom_site_type_symbol\s*$", re.IGNORECASE) re_atomx = re.compile(r"^\s*_atom_site_fract_x", re.IGNORECASE) re_atomy = re.compile(r"^\s*_atom_site_fract_y", re.IGNORECASE) re_atomz = re.compile(r"^\s*_atom_site_fract_z", re.IGNORECASE) re_uiso = re.compile(r"^\s*_atom_site_U_iso_or_equiv", re.IGNORECASE) re_biso = re.compile(r"^\s*_atom_site_B_iso_or_equiv", re.IGNORECASE) re_atomocc = re.compile(r"^\s*_atom_site_occupancy", re.IGNORECASE) re_labelline = re.compile(r"^\s*_") re_emptyline = re.compile(r"^\s*$") re_quote = re.compile(r"'") re_spacegroupnr = re.compile(r"^\s*(_space_group_IT_number|" "_symmetry_Int_Tables_number)", re.IGNORECASE) re_spacegroupname = re.compile(r"^\s*(_symmetry_space_group_name_H-M|" "_space_group_name_H-M_alt)", re.IGNORECASE) re_spacegroupsetting = re.compile(r"^\s*_symmetry_cell_setting", re.IGNORECASE) re_cell_a = re.compile(r"^\s*_cell_length_a", re.IGNORECASE) re_cell_b = re.compile(r"^\s*_cell_length_b", re.IGNORECASE) re_cell_c = re.compile(r"^\s*_cell_length_c", re.IGNORECASE) re_cell_alpha = re.compile(r"^\s*_cell_angle_alpha", re.IGNORECASE) re_cell_beta = re.compile(r"^\s*_cell_angle_beta", re.IGNORECASE) re_cell_gamma = re.compile(r"^\s*_cell_angle_gamma", re.IGNORECASE) re_comment = re.compile(r"^\s*#") class CIFFile: """ class for parsing CIF (Crystallographic Information File) files. The class aims to provide an additional way of creating material classes instead of manual entering of the information the lattice constants and unit cell structure are parsed from the CIF file. If multiple datasets are present in the CIF file this class will attempt to parse all of them into the the data dictionary. By default all methods access the first data set found in the file. """ def __init__(self, filestr, digits=4): """ initialization of the CIFFile class Parameters ---------- filestr : str, bytes CIF filename or string representation of the CIF file digits : int, optional number of digits to check if position is unique """ self.digits = digits if os.path.isfile(filestr): self.filename = filestr try: fid = open(self.filename, "rb") except OSError as exc: raise IOError(f"cannot open CIF file {self.filename}") from exc else: if filestr.count('\n') == 0: print('XU.materials.CIFFile: "filestr" contains only one line ' 'but a file with that name does not exist! Continuing ' 'with the assumption this one line string is the ' 'content of a CIF file!') self.filename = '__from_str__' if isinstance(filestr, bytes): fid = io.BytesIO(filestr) else: fid = io.BytesIO(bytes(filestr.encode('ascii'))) if config.VERBOSITY >= config.INFO_ALL: print(f'XU.materials: parsing CIF file {self.filename}') self.default_dataset = None self.data = {} self.Parse(fid) fid.close() def Parse(self, fid): """ function to parse a CIF file. The function reads all the included data sets and adds them to the data dictionary. """ fidpos = fid.tell() while True: line = fid.readline() if not line: break fidpos = fid.tell() line = line.decode('ascii', 'ignore') m = re_data.match(line) if m: fid.seek(fidpos) name = line[m.end():].strip() self.data[name] = CIFDataset(fid, name, self.digits) if self.data[name].has_atoms and not self.default_dataset: self.default_dataset = name def SGLattice(self, dataset=None, use_p1=False): """ create a SGLattice object with the structure from the CIF dataset Parameters ---------- dataset : str, optional name of the dataset to use. if None the default one will be used. use_p1 : bool, optional force the use of P1 symmetry, default False """ if not dataset: dataset = self.default_dataset return self.data[dataset].SGLattice(use_p1=use_p1) def __str__(self): """ returns a string with positions and names of the atoms for all datasets """ ostr = "" ostr += f"CIF-File: {self.filename}\n" for name, dataset in self.data.items(): ostr += f"\nDataset: {name}" if name == self.default_dataset: ostr += " (default)" ostr += "\n" ostr += str(dataset) return ostr class CIFDataset: """ class for parsing CIF (Crystallographic Information File) files. The class aims to provide an additional way of creating material classes instead of manual entering of the information the lattice constants and unit cell structure are parsed from the CIF file """ def __init__(self, fid, name, digits): """ initialization of the CIFDataset class. This class parses one data block. Parameters ---------- fid : filehandle file handle set to the beginning of the data block to be parsed name : str identifier string of the dataset digits : int number of digits to check if position is unique """ self.name = name self.digits = digits self.has_atoms = False if config.VERBOSITY >= config.INFO_ALL: print(f'XU.materials: parsing cif dataset {self.name}') self.Parse(fid) self.SymStruct() def Parse(self, fid): """ function to parse a CIF data set. The function reads the space group symmetry operations and the basic atom positions as well as the lattice constants and unit cell angles """ self.symops = [] self.atoms = [] self.lattice_const = numpy.zeros(3, dtype=numpy.double) self.lattice_angles = numpy.zeros(3, dtype=numpy.double) loop_start = False symop_loop = False atom_loop = False def get_element(cifstring): el = re.sub(r"['\"]", r"", cifstring) if '+' in el or '-' in el: # add oxidation number if not present for sign in ('+', '-'): if sign in el: if not el[el.index(sign)-1].isdigit(): signidx = el.index(sign) el = el[:signidx] + '1' + el[signidx:] # replace special characters for r, o in zip(('dot', 'p', 'm'), ('.', '+', '-')): el = el.replace(o, r) else: el = re.sub(r"([0-9])", r"", el) el = re.sub(r"\(\w*\)", r"", el) try: element = getattr(elements, el) except AttributeError: # el not found, typ. due to oxidation state f = re.search('[0-9]', el) if not f and el == '?': element = elements.Dummy elif f is None: raise ValueError("XU.materials: element ('%s') could not" " be identified as chemical element. Only" " abbreviations of element names are " "supported." % (cifstring)) else: elname = el[:f.start()] if hasattr(elements, elname): # here one might want to find a closer alternative than # the neutral atom, but the effect this has should be # minimal, currently simply the neutral atom is used if config.VERBOSITY >= config.INFO_LOW: print(f'XU.materials: Warning: element {elname} ' f'used instead of {cifstring}') element = getattr(elements, elname) else: raise ValueError("XU.materials: element ('%s') could " "not be found" % (cifstring)) return element def floatconv(string): """ helper function to convert string with possible error given in brackets to float """ try: f = float(re.sub(r"\(.+\)", r"", string)) except ValueError: f = numpy.nan return f def intconv(string): """ helper function to convert string to integer """ try: i = int(string) except ValueError: i = None return i fidpos = fid.tell() for line in fid.readlines(): linelen = len(line) line = line.decode('ascii', 'ignore') if config.VERBOSITY >= config.DEBUG: print(line) print(fid.tell(), fidpos) if re_data.match(line): fid.seek(fidpos) break fidpos += linelen # ignore comment lines if re_comment.match(line): continue if re_loop.match(line): # start of loop if config.VERBOSITY >= config.DEBUG: print('XU.materials: loop start found') loop_start = True loop_labels = [] symop_loop = False symop_idx = None atom_loop = False alab_idx = None ax_idx = None ay_idx = None az_idx = None uiso_idx = None biso_idx = None occ_idx = None elif re_labelline.match(line): if re_cell_a.match(line): self.lattice_const[0] = floatconv(line.split()[1]) elif re_cell_b.match(line): self.lattice_const[1] = floatconv(line.split()[1]) elif re_cell_c.match(line): self.lattice_const[2] = floatconv(line.split()[1]) elif re_cell_alpha.match(line): self.lattice_angles[0] = floatconv(line.split()[1]) elif re_cell_beta.match(line): self.lattice_angles[1] = floatconv(line.split()[1]) elif re_cell_gamma.match(line): self.lattice_angles[2] = floatconv(line.split()[1]) elif re_spacegroupnr.match(line): i = intconv(line.split()[1]) if i: self.sgrp_nr = i elif re_spacegroupname.match(line): self.sgrp_name = ''.join(line.split()[1:]).strip("'") elif re_spacegroupsetting.match(line): i = intconv(line.split()[1]) if i: self.sgrp_setting = i elif re_name.match(line): try: self.name = shlex.split(line)[1] except IndexError: self.name = None if loop_start: loop_labels.append(line.strip()) if re_symop.match(line): # start of symmetry op. loop if config.VERBOSITY >= config.DEBUG: print('XU.materials: symop-loop identified') symop_loop = True symop_idx = len(loop_labels) - 1 elif re_atom.match(line) or re_atomtyp.match(line): # start of atom position loop if config.VERBOSITY >= config.DEBUG: print('XU.materials: atom position-loop found') atom_loop = True if re_atomtyp.match(line): alab_idx = len(loop_labels) - 1 elif not list(filter(re_atomtyp.match, loop_labels)): # ensure precedence of atom_site_type_symbol alab_idx = len(loop_labels) - 1 elif re_atomx.match(line): ax_idx = len(loop_labels) - 1 if config.VERBOSITY >= config.DEBUG: print('XU.materials: atom position x: col%d' % ax_idx) elif re_atomy.match(line): ay_idx = len(loop_labels) - 1 elif re_atomz.match(line): az_idx = len(loop_labels) - 1 elif re_uiso.match(line): uiso_idx = len(loop_labels) - 1 elif re_biso.match(line): biso_idx = len(loop_labels) - 1 elif re_atomocc.match(line): occ_idx = len(loop_labels) - 1 elif re_emptyline.match(line): loop_start = False symop_loop = False atom_loop = False continue elif symop_loop: # symmetry operation entry loop_start = False entry = shlex.split(line)[symop_idx] if re_quote.match(entry): opstr = entry else: opstr = "'" + entry + "'" opstr = re.sub(r"^'", r"(", opstr) opstr = re.sub(r"'$", r")", opstr) self.symops.append(opstr) elif atom_loop: # atom label and position loop_start = False asplit = line.split() try: atom = get_element(asplit[alab_idx]) apos = (floatconv(asplit[ax_idx]), floatconv(asplit[ay_idx]), floatconv(asplit[az_idx])) occ = floatconv(asplit[occ_idx]) if occ_idx else 1 if numpy.isnan(occ): occ = 1 uiso = floatconv(asplit[uiso_idx]) if uiso_idx else 0 biso = floatconv(asplit[biso_idx]) if biso_idx else 0 if numpy.isnan(uiso): uiso = 0 if numpy.isnan(biso): biso = 0 if biso == 0: biso = 8 * numpy.pi**2 * uiso self.atoms.append((atom, apos, occ, biso)) except IndexError: if config.VERBOSITY >= config.INFO_LOW: print('XU.materials: could not parse atom line: "%s"' % line.strip()) if self.atoms: self.has_atoms = True def SymStruct(self): """ function to obtain the list of different atom positions in the unit cell for the different types of atoms and determine the space group number and origin choice if available. The data are obtained from the data parsed from the CIF file. """ def rem_white(string): return string.replace(' ', '') if hasattr(self, 'sgrp_name'): # determine spacegroup cifsgn = rem_white(self.sgrp_name).split(':')[0] for nr, name in sgl.sgrp_name.items(): if cifsgn == rem_white(name): self.sgrp_nr = int(nr) if not hasattr(self, 'sgrp_nr'): # try ignoring the minuses for nr, name in sgl.sgrp_name.items(): if cifsgn == rem_white(name.replace('-', '')): self.sgrp_nr = int(nr) if len(self.sgrp_name.split(':')) > 1: self.sgrp_suf = ':' + self.sgrp_name.split(':')[1] elif hasattr(self, 'sgrp_setting'): self.sgrp_suf = ':%d' % self.sgrp_setting if not hasattr(self, 'sgrp_suf'): if hasattr(self, 'sgrp_nr'): self.sgrp_suf = sgl.get_possible_sgrp_suf(self.sgrp_nr) else: self.sgrp_suf = '' if isinstance(self.sgrp_suf, str): suffixes = [self.sgrp_suf, ] else: suffixes = copy.copy(self.sgrp_suf) for sgrp_suf in suffixes: self.sgrp_suf = sgrp_suf if hasattr(self, 'sgrp_nr'): self.sgrp = str(self.sgrp_nr) + self.sgrp_suf if config.VERBOSITY >= config.INFO_ALL: print(f'XU.materials: trying space group {self.sgrp}') # determine all unique positions for definition of a P1 space group symops = self.symops if not symops and hasattr(self, 'sgrp') and self.atoms: label = sorted(wyckpos.wp[self.sgrp], key=lambda s: int(s[:-1])) symops = wyckpos.wp[self.sgrp][label[-1]][1] if config.VERBOSITY >= config.INFO_ALL: print('XU.materials: no symmetry operations in CIF-Dataset' '; using built in general positions.') self.unique_positions = [] for el, (x, y, z), occ, biso in self.atoms: unique_pos = set() for symop in symops: pos = eval(symop, {'x': x, 'y': y, 'z': z}) pos = numpy.asarray(pos) # check that position is within unit cell pos = pos - numpy.round(pos, self.digits) // 1 unique_pos.add(tuple(numpy.round(pos, self.digits))) self.unique_positions.append((el, unique_pos, occ, biso)) # determine Wyckoff positions and free parameters of unit cell if hasattr(self, 'sgrp'): self.wp = [] self.occ = [] self.elements = [] self.biso = [] keys = list(wyckpos.wp[self.sgrp]) wpn = [int(re.sub(r"([a-zA-Z])", r"", k)) for k in keys] for i, (el, (x, y, z), occ, biso) in enumerate(self.atoms): # candidate positions from number of unique atoms natoms = len(self.unique_positions[i][1]) wpcand = [] for j, n in enumerate(wpn): if n == natoms: wpcand.append((keys[j], wyckpos.wp[self.sgrp][keys[j]])) for j, (k, wp) in enumerate( sorted(wpcand, key=operator.itemgetter(1))): parint, poslist, _ = wp for positem in poslist: foundwp, xyz = sgl.testwp(parint, positem, (x, y, z), self.digits) if foundwp: if xyz is None: self.wp.append(k) else: self.wp.append((k, xyz)) self.elements.append(el) self.occ.append(occ) self.biso.append(biso) break if foundwp: break if config.VERBOSITY >= config.INFO_ALL: print(f"XU.materials: {len(self.wp):d} of " f"{len(self.atoms):d} Wyckoff positions identified") if len(self.wp) < len(self.atoms): print(f"XU.materials: space group {self.sgrp} seems " "not to fit") # free unit cell parameters self.crystal_system, _ = sgl.sgrp_sym[self.sgrp_nr] self.crystal_system += self.sgrp_suf self.uc_params = [] p2i = {'a': 0, 'b': 1, 'c': 2, 'alpha': 0, 'beta': 1, 'gamma': 2} for pname in sgl.sgrp_params[self.crystal_system][0]: if pname in ('a', 'b', 'c'): self.uc_params.append(self.lattice_const[p2i[pname]]) if pname in ('alpha', 'beta', 'gamma'): self.uc_params.append(self.lattice_angles[p2i[pname]]) if len(self.wp) == len(self.atoms): if config.VERBOSITY >= config.INFO_ALL: print("XU.materials: identified space group as " f"{self.sgrp}") break def SGLattice(self, use_p1=False): """ create a SGLattice object with the structure from the CIF file """ if not use_p1: if hasattr(self, 'sgrp'): if len(self.wp) == len(self.atoms): return sgl.SGLattice(self.sgrp, *self.uc_params, atoms=self.elements, pos=self.wp, occ=self.occ, b=self.biso) if config.VERBOSITY >= config.INFO_LOW: print('XU.materials: Wyckoff positions missing, ' 'using P1') else: if config.VERBOSITY >= config.INFO_LOW: print('XU.materials: space-group detection failed, ' 'using P1') atomdict = {'atoms': [], 'pos': [], 'occ': [], 'b': []} for element, positions, o, b in self.unique_positions: for p in positions: atomdict['atoms'].append(element) atomdict['pos'].append(('1a', p)) atomdict['occ'].append(o) atomdict['b'].append(b) return sgl.SGLattice(1, *itertools.chain(self.lattice_const, self.lattice_angles), **atomdict) def __str__(self): """ returns a string with positions and names of the atoms """ ostr = "" ostr += "unit cell structure:" if hasattr(self, 'sgrp'): ostr += " %s %s %s\n" % (self.sgrp, self.crystal_system, getattr(self, 'sgrp_name', '')) else: ostr += "\n" ostr += "a: %8.4f b: %8.4f c: %8.4f\n" % tuple(self.lattice_const) ostr += "alpha: %6.2f beta: %6.2f gamma: %6.2f\n" % tuple( self.lattice_angles) if self.unique_positions: ostr += "Unique atom positions in unit cell\n" for atom in self.unique_positions: ostr += atom[0].name + " (%d): \n" % atom[0].num for pos in atom[1]: ostr += str(numpy.round(pos, self.digits)) + "\n" return ostr def cifexport(filename, mat): """ function to export a Crystal instance to CIF file. This in particular includes the atomic coordinates, however, ignores for example the elastic parameters. """ def unique_label(basename, names): num = 1 name = f'{basename}{num:d}' while name in names: num += 1 name = f'{basename}{num:d}' return name general = """data_global _chemical_formula_sum '{chemsum}' _cell_length_a {a:.5f} _cell_length_b {b:.5f} _cell_length_c {c:.5f} _cell_angle_alpha {alpha:.4f} _cell_angle_beta {beta:.4f} _cell_angle_gamma {gamma:.4f} _cell_volume {vol:.3f} _space_group_crystal_system {csystem} _space_group_IT_number {sgrpnr} _space_group_name_H-M_alt '{hmsymb}' """ csystem = mat.lattice.crystal_system if len(mat.lattice.space_group_suf) > 0: csystem = csystem[:-len(mat.lattice.space_group_suf)] ctxt = general.format(chemsum=mat.chemical_composition(with_spaces=True), a=mat.a, b=mat.b, c=mat.c, alpha=mat.alpha, beta=mat.beta, gamma=mat.gamma, vol=mat.lattice.UnitCellVolume(), csystem=csystem, sgrpnr=mat.lattice.space_group_nr, hmsymb=mat.lattice.name) sgrpsuf = mat.lattice.space_group_suf[1:] if sgrpsuf: ctxt += f'_symmetry_cell_setting {sgrpsuf}\n' symloop = """ loop_ _space_group_symop_operation_xyz """ for symop in mat.lattice.symops: symloop += "'" + symop.xyz() + "'\n" atomloop = """ loop_ _atom_site_label _atom_site_type_symbol _atom_site_symmetry_multiplicity _atom_site_Wyckoff_symbol _atom_site_fract_x _atom_site_fract_y _atom_site_fract_z _atom_site_occupancy _atom_site_B_iso_or_equiv """ nidx = 0 allatoms = list(mat.lattice.base()) names = [] for at, pos, occ, b in mat.lattice._wbase: wm, wl, _ = re.split('([a-z])', pos[0]) nsite = int(wm) x, y, z = allatoms[nidx][1] names.append(unique_label(at.name, names)) atomloop += '%s %s %d %c %.5f %.5f %.5f %.4f %.4f\n' % ( names[-1], at.name, nsite, wl, x, y, z, occ, b) nidx += nsite with open(filename, 'w') as f: f.write(ctxt) f.write(symloop) f.write(atomloop) ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6495001 xrayutilities-1.7.10/lib/xrayutilities/materials/data/0000755000175100002000000000000014742413420022155 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/data/README.txt0000644000175100002000000000072614742413365023670 0ustar00vstsdockerNotes about origin/copyright of files: f[01]*.dat.xz: database files from XOP/DABAX project [1] nist_atom.dat: included from NIST Physical Reference Database [2] colors.dat: colors for atoms as found in Jmol [3] atomic_radius.dat: atomic radii from Wikipedia [4] [1] http://ftp.esrf.eu/pub/scisoft/xop2.3/ [2] http://www.nist.gov/pml/data/comp.cfm [3] http://jmol.sourceforge.net/jscolors/ [4] https://en.wikipedia.org/wiki/Atomic_radii_of_the_elements_(data_page) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/data/atomic_radius.dat0000644000175100002000000000424214742413365025504 0ustar00vstsdocker1,H,hydrogen,25 2,He,helium,120 3,Li,lithium,145 4,Be,beryllium,105 5,B,boron,85 6,C,carbon,70 7,N,nitrogen,65 8,O,oxygen,60 9,F,fluorine,50 10,Ne,neon,160 11,Na,sodium,180 12,Mg,magnesium,150 13,Al,aluminium,125 14,Si,silicon,110 15,P,phosphorus,100 16,S,sulfur,100 17,Cl,chlorine,100 18,Ar,argon,71 19,K,potassium,220 20,Ca,calcium,180 21,Sc,scandium,160 22,Ti,titanium,140 23,V,vanadium,135 24,Cr,chromium,140 25,Mn,manganese,140 26,Fe,iron,140 27,Co,cobalt,135 28,Ni,nickel,135 29,Cu,copper,135 30,Zn,zinc,135 31,Ga,gallium,130 32,Ge,germanium,125 33,As,arsenic,115 34,Se,selenium,115 35,Br,bromine,115 36,Kr,krypton,nan 37,Rb,rubidium,235 38,Sr,strontium,200 39,Y,yttrium,180 40,Zr,zirconium,155 41,Nb,niobium,145 42,Mo,molybdenum,145 43,Tc,technetium,135 44,Ru,ruthenium,130 45,Rh,rhodium,135 46,Pd,palladium,140 47,Ag,silver,160 48,Cd,cadmium,155 49,In,indium,155 50,Sn,tin,145 51,Sb,antimony,145 52,Te,tellurium,140 53,I,iodine,140 54,Xe,xenon,nan 55,Cs,caesium,260 56,Ba,barium,215 57,La,lanthanum,195 58,Ce,cerium,185 59,Pr,praseodymium,185 60,Nd,neodymium,185 61,Pm,promethium,185 62,Sm,samarium,185 63,Eu,europium,185 64,Gd,gadolinium,180 65,Tb,terbium,175 66,Dy,dysprosium,175 67,Ho,holmium,175 68,Er,erbium,175 69,Tm,thulium,175 70,Yb,ytterbium,175 71,Lu,lutetium,175 72,Hf,hafnium,155 73,Ta,tantalum,145 74,W,tungsten,135 75,Re,rhenium,135 76,Os,osmium,130 77,Ir,iridium,135 78,Pt,platinum,135 79,Au,gold,135 80,Hg,mercury,150 81,Tl,thallium,190 82,Pb,lead,180 83,Bi,bismuth,160 84,Po,polonium,190 85,At,astatine,nan 86,Rn,radon,nan 87,Fr,francium,nan 88,Ra,radium,215 89,Ac,actinium,195 90,Th,thorium,180 91,Pa,protactinium,180 92,U,uranium,175 93,Np,neptunium,175 94,Pu,plutonium,175 95,Am,americium,175 96,Cm,curium,nan 97,Bk,berkelium,nan 98,Cf,californium,nan 99,Es,einsteinium,nan 100,Fm,fermium,nan 101,Md,mendelevium,nan 102,No,nobelium,nan 103,Lr,lawrencium,nan 104,Rf,rutherfordium,nan 105,Db,dubnium,nan 106,Sg,seaborgium,nan 107,Bh,bohrium,nan 108,Hs,hassium,nan 109,Mt,meitnerium,nan 110,Ds,darmstadtium,nan 111,Rg,roentgenium,nan 112,Cn,copernicium,nan 113,Nh,nihonium,nan 114,Fl,flerovium,nan 115,Mc,moscovium,nan 116,Lv,livermorium,nan 117,Ts,tennessine,nan 118,Og,oganesson,nan ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/data/colors.dat0000644000175100002000000000376114742413365024167 0ustar00vstsdocker1 H [255,255,255] 2 He [217,255,255] 3 Li [204,128,255] 4 Be [194,255,0] 5 B [255,181,181] 6 C [144,144,144] 7 N [48,80,248] 8 O [255,13,13] 9 F [144,224,80] 10 Ne [179,227,245] 11 Na [171,92,242] 12 Mg [138,255,0] 13 Al [191,166,166] 14 Si [240,200,160] 15 P [255,128,0] 16 S [255,255,48] 17 Cl [31,240,31] 18 Ar [128,209,227] 19 K [143,64,212] 20 Ca [61,255,0] 21 Sc [230,230,230] 22 Ti [191,194,199] 23 V [166,166,171] 24 Cr [138,153,199] 25 Mn [156,122,199] 26 Fe [224,102,51] 27 Co [240,144,160] 28 Ni [80,208,80] 29 Cu [200,128,51] 30 Zn [125,128,176] 31 Ga [194,143,143] 32 Ge [102,143,143] 33 As [189,128,227] 34 Se [255,161,0] 35 Br [166,41,41] 36 Kr [92,184,209] 37 Rb [112,46,176] 38 Sr [0,255,0] 39 Y [148,255,255] 40 Zr [148,224,224] 41 Nb [115,194,201] 42 Mo [84,181,181] 43 Tc [59,158,158] 44 Ru [36,143,143] 45 Rh [10,125,140] 46 Pd [0,105,133] 47 Ag [192,192,192] 48 Cd [255,217,143] 49 In [166,117,115] 50 Sn [102,128,128] 51 Sb [158,99,181] 52 Te [212,122,0] 53 I [148,0,148] 54 Xe [66,158,176] 55 Cs [87,23,143] 56 Ba [0,201,0] 57 La [112,212,255] 58 Ce [255,255,199] 59 Pr [217,255,199] 60 Nd [199,255,199] 61 Pm [163,255,199] 62 Sm [143,255,199] 63 Eu [97,255,199] 64 Gd [69,255,199] 65 Tb [48,255,199] 66 Dy [31,255,199] 67 Ho [0,255,156] 68 Er [0,230,117] 69 Tm [0,212,82] 70 Yb [0,191,56] 71 Lu [0,171,36] 72 Hf [77,194,255] 73 Ta [77,166,255] 74 W [33,148,214] 75 Re [38,125,171] 76 Os [38,102,150] 77 Ir [23,84,135] 78 Pt [208,208,224] 79 Au [255,209,35] 80 Hg [184,184,208] 81 Tl [166,84,77] 82 Pb [87,89,97] 83 Bi [158,79,181] 84 Po [171,92,0] 85 At [117,79,69] 86 Rn [66,130,150] 87 Fr [66,0,102] 88 Ra [0,125,0] 89 Ac [112,171,250] 90 Th [0,186,255] 91 Pa [0,161,255] 92 U [0,143,255] 93 Np [0,128,255] 94 Pu [0,107,255] 95 Am [84,92,242] 96 Cm [120,92,227] 97 Bk [138,79,227] 98 Cf [161,54,212] 99 Es [179,31,212] 100 Fm [179,31,186] 101 Md [179,13,166] 102 No [189,13,135] 103 Lr [199,0,102] 104 Rf [204,0,89] 105 Db [209,0,79] 106 Sg [217,0,69] 107 Bh [224,0,56] 108 Hs [230,0,46] 109 Mt [235,0,38] ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/data/f0_InterTables.dat.xz0000644000175100002000000002064414742413365026126 0ustar00vstsdockerý7zXZæÖ´F!t/å£à‰)!d]‘€•6­%­5Š©ù“rTnŒa~s•`‹8'úCB'¶›q#Z OŽÓGrüÀbŠd#_üeªüGc'LlRóËm–Irì÷¤¿Œ××ÿÐ ®Oá_¨œmÙwâÖcã}8ÑSÏBåàïÁ ,v‡?šú.u{œ^V¢ =ñs|žÁ\¶ÍæH)ß*óª\æIrtð/Y4ʹ-ù£´«=š*”°¡êE¬«V }ƒ#B.meÇ]r?ÎÕ­òÚäöµZ™À[‹Ð=SfmM‹Á™:|A3Ð Šøè‘Æ 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6Rû–•h<ãdCw²¤à«9ÞæR´®H>çMç’Èh‡1jâ‘Òˆíÿ×Ä‹ÔÒušÂVoõ³´ Ê'ÀZç¶Ã(ŸJb° «Ö‡„}Z×I^_|ïûs=tz]üUêÎã~IºE¯¶ˆÛ… ÎK–'× 5„å(Á„æpËÓPãî“úÎÐÑU#§ëŸ-ý0:²òp2Œ<ó‘ÊËïÇ,Ìxi;çcoM®møƒzõ€¡ª\Änï‘°3VD JæºNT1¥·ºê¡l× q2n.ÅTC3âK›ó‹¥‚Tq/s…<«Nz¤ß¤†zaªÜ#¾)Æ„³õ¦…ôdq{‘^øfJxôº$ð°ìE% …:áq ÆjÜ¿LáoDì•kà© 0K3dôœ†«  š™;0YZ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/data/nist_atom.dat0000644000175100002000000016672214742413365024672 0ustar00vstsdocker# This file is part of xrayutilities. # # data included from # NIST > Physical Reference Data > Atomic Weights # see http://www.nist.gov/pml/data/comp.cfm # use settings: # Linearized ASCII Output # Most common isotopes Atomic Number = 1 Atomic Symbol = H Mass Number = 1 Relative Atomic Mass = 1.00782503223(9) Isotopic Composition = 0.999885(70) Standard Atomic Weight = [1.00784,1.00811] Notes = m Atomic Number = 1 Atomic Symbol = D Mass Number = 2 Relative Atomic Mass = 2.01410177812(12) Isotopic Composition = 0.000115(70) Standard Atomic Weight = [1.00784,1.00811] Notes = m Atomic Number = 1 Atomic Symbol = T Mass Number = 3 Relative Atomic Mass = 3.0160492779(24) Isotopic Composition = Standard Atomic Weight = [1.00784,1.00811] Notes = m Atomic Number = 2 Atomic Symbol = He Mass Number = 3 Relative Atomic Mass = 3.0160293201(25) Isotopic Composition = 0.00000134(3) Standard Atomic Weight = 4.002602(2) Notes = g,r Atomic Number = 2 Atomic Symbol = He Mass Number = 4 Relative Atomic Mass = 4.00260325413(6) Isotopic Composition = 0.99999866(3) Standard Atomic Weight = 4.002602(2) Notes = g,r Atomic Number = 3 Atomic Symbol = Li Mass Number = 6 Relative Atomic Mass = 6.0151228874(16) Isotopic Composition = 0.0759(4) Standard Atomic Weight = [6.938,6.997] Notes = m Atomic Number = 3 Atomic Symbol = Li Mass Number = 7 Relative Atomic Mass = 7.0160034366(45) Isotopic Composition = 0.9241(4) Standard Atomic Weight = [6.938,6.997] Notes = m Atomic Number = 4 Atomic Symbol = Be Mass Number = 9 Relative Atomic Mass = 9.012183065(82) Isotopic Composition = 1 Standard Atomic Weight = 9.0121831(5) Notes = Atomic Number = 5 Atomic Symbol = B Mass Number = 10 Relative Atomic Mass = 10.01293695(41) Isotopic Composition = 0.199(7) Standard Atomic Weight = [10.806,10.821] Notes = m Atomic Number = 5 Atomic Symbol = B Mass Number = 11 Relative Atomic Mass = 11.00930536(45) Isotopic Composition = 0.801(7) Standard Atomic Weight = [10.806,10.821] Notes = m Atomic Number = 6 Atomic Symbol = C Mass Number = 12 Relative Atomic Mass = 12.0000000(00) Isotopic Composition = 0.9893(8) Standard Atomic Weight = [12.0096,12.0116] Notes = Atomic Number = 6 Atomic Symbol = C Mass Number = 13 Relative Atomic Mass = 13.00335483507(23) Isotopic Composition = 0.0107(8) Standard Atomic Weight = [12.0096,12.0116] Notes = Atomic Number = 6 Atomic Symbol = C Mass Number = 14 Relative Atomic Mass = 14.0032419884(40) Isotopic Composition = Standard Atomic Weight = [12.0096,12.0116] Notes = Atomic Number = 7 Atomic Symbol = N Mass Number = 14 Relative Atomic Mass = 14.00307400443(20) Isotopic Composition = 0.99636(20) Standard Atomic Weight = [14.00643,14.00728] Notes = Atomic Number = 7 Atomic Symbol = N Mass Number = 15 Relative Atomic Mass = 15.00010889888(64) Isotopic Composition = 0.00364(20) Standard Atomic Weight = [14.00643,14.00728] Notes = Atomic Number = 8 Atomic Symbol = O Mass Number = 16 Relative Atomic Mass = 15.99491461957(17) Isotopic Composition = 0.99757(16) Standard Atomic Weight = [15.99903,15.99977] Notes = Atomic Number = 8 Atomic Symbol = O Mass Number = 17 Relative Atomic Mass = 16.99913175650(69) Isotopic Composition = 0.00038(1) Standard Atomic Weight = [15.99903,15.99977] Notes = Atomic Number = 8 Atomic Symbol = O Mass Number = 18 Relative Atomic Mass = 17.99915961286(76) Isotopic Composition = 0.00205(14) Standard Atomic Weight = [15.99903,15.99977] Notes = Atomic Number = 9 Atomic Symbol = F Mass Number = 19 Relative Atomic Mass = 18.99840316273(92) Isotopic Composition = 1 Standard Atomic Weight = 18.998403163(6) Notes = Atomic Number = 10 Atomic Symbol = Ne Mass Number = 20 Relative Atomic Mass = 19.9924401762(17) Isotopic Composition = 0.9048(3) Standard Atomic Weight = 20.1797(6) Notes = g,m Atomic Number = 10 Atomic Symbol = Ne Mass Number = 21 Relative Atomic Mass = 20.993846685(41) Isotopic Composition = 0.0027(1) Standard Atomic Weight = 20.1797(6) Notes = g,m Atomic Number = 10 Atomic Symbol = Ne Mass Number = 22 Relative Atomic Mass = 21.991385114(18) Isotopic Composition = 0.0925(3) Standard Atomic Weight = 20.1797(6) Notes = g,m Atomic Number = 11 Atomic Symbol = Na Mass Number = 23 Relative Atomic Mass = 22.9897692820(19) Isotopic Composition = 1 Standard Atomic Weight = 22.98976928(2) Notes = Atomic Number = 12 Atomic Symbol = Mg Mass Number = 24 Relative Atomic Mass = 23.985041697(14) Isotopic Composition = 0.7899(4) Standard Atomic Weight = [24.304,24.307] Notes = Atomic Number = 12 Atomic Symbol = Mg Mass Number = 25 Relative Atomic Mass = 24.985836976(50) Isotopic Composition = 0.1000(1) Standard Atomic Weight = [24.304,24.307] Notes = Atomic Number = 12 Atomic Symbol = Mg Mass Number = 26 Relative Atomic Mass = 25.982592968(31) Isotopic Composition = 0.1101(3) Standard Atomic Weight = [24.304,24.307] Notes = Atomic Number = 13 Atomic Symbol = Al Mass Number = 27 Relative Atomic Mass = 26.98153853(11) Isotopic Composition = 1 Standard Atomic Weight = 26.9815385(7) Notes = Atomic Number = 14 Atomic Symbol = Si Mass Number = 28 Relative Atomic Mass = 27.97692653465(44) Isotopic Composition = 0.92223(19) Standard Atomic Weight = [28.084,28.086] Notes = Atomic Number = 14 Atomic Symbol = Si Mass Number = 29 Relative Atomic Mass = 28.97649466490(52) Isotopic Composition = 0.04685(8) Standard Atomic Weight = [28.084,28.086] Notes = Atomic Number = 14 Atomic Symbol = Si Mass Number = 30 Relative Atomic Mass = 29.973770136(23) Isotopic Composition = 0.03092(11) Standard Atomic Weight = [28.084,28.086] Notes = Atomic Number = 15 Atomic Symbol = P Mass Number = 31 Relative Atomic Mass = 30.97376199842(70) Isotopic Composition = 1 Standard Atomic Weight = 30.973761998(5) Notes = Atomic Number = 16 Atomic Symbol = S Mass Number = 32 Relative Atomic Mass = 31.9720711744(14) Isotopic Composition = 0.9499(26) Standard Atomic Weight = [32.059,32.076] Notes = Atomic Number = 16 Atomic Symbol = S Mass Number = 33 Relative Atomic Mass = 32.9714589098(15) Isotopic Composition = 0.0075(2) Standard Atomic Weight = [32.059,32.076] Notes = Atomic Number = 16 Atomic Symbol = S Mass Number = 34 Relative Atomic Mass = 33.967867004(47) Isotopic Composition = 0.0425(24) Standard Atomic Weight = [32.059,32.076] Notes = Atomic Number = 16 Atomic Symbol = S Mass Number = 36 Relative Atomic Mass = 35.96708071(20) Isotopic Composition = 0.0001(1) Standard Atomic Weight = [32.059,32.076] Notes = Atomic Number = 17 Atomic Symbol = Cl Mass Number = 35 Relative Atomic Mass = 34.968852682(37) Isotopic Composition = 0.7576(10) Standard Atomic Weight = [35.446,35.457] Notes = m Atomic Number = 17 Atomic Symbol = Cl Mass Number = 37 Relative Atomic Mass = 36.965902602(55) Isotopic Composition = 0.2424(10) Standard Atomic Weight = [35.446,35.457] Notes = m Atomic Number = 18 Atomic Symbol = Ar Mass Number = 36 Relative Atomic Mass = 35.967545105(28) Isotopic Composition = 0.003336(21) Standard Atomic Weight = 39.948(1) Notes = g,r Atomic Number = 18 Atomic Symbol = Ar Mass Number = 38 Relative Atomic Mass = 37.96273211(21) Isotopic Composition = 0.000629(7) Standard Atomic Weight = 39.948(1) Notes = g,r Atomic Number = 18 Atomic Symbol = Ar Mass Number = 40 Relative Atomic Mass = 39.9623831237(24) Isotopic Composition = 0.996035(25) Standard Atomic Weight = 39.948(1) Notes = g,r Atomic Number = 19 Atomic Symbol = K Mass Number = 39 Relative Atomic Mass = 38.9637064864(49) Isotopic Composition = 0.932581(44) Standard Atomic Weight = 39.0983(1) Notes = Atomic Number = 19 Atomic Symbol = K Mass Number = 40 Relative Atomic Mass = 39.963998166(60) Isotopic Composition = 0.000117(1) Standard Atomic Weight = 39.0983(1) Notes = Atomic Number = 19 Atomic Symbol = K Mass Number = 41 Relative Atomic Mass = 40.9618252579(41) Isotopic Composition = 0.067302(44) Standard Atomic Weight = 39.0983(1) Notes = Atomic Number = 20 Atomic Symbol = Ca Mass Number = 40 Relative Atomic Mass = 39.962590863(22) Isotopic Composition = 0.96941(156) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 20 Atomic Symbol = Ca Mass Number = 42 Relative Atomic Mass = 41.95861783(16) Isotopic Composition = 0.00647(23) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 20 Atomic Symbol = Ca Mass Number = 43 Relative Atomic Mass = 42.95876644(24) Isotopic Composition = 0.00135(10) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 20 Atomic Symbol = Ca Mass Number = 44 Relative Atomic Mass = 43.95548156(35) Isotopic Composition = 0.02086(110) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 20 Atomic Symbol = Ca Mass Number = 46 Relative Atomic Mass = 45.9536890(24) Isotopic Composition = 0.00004(3) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 20 Atomic Symbol = Ca Mass Number = 48 Relative Atomic Mass = 47.95252276(13) Isotopic Composition = 0.00187(21) Standard Atomic Weight = 40.078(4) Notes = g Atomic Number = 21 Atomic Symbol = Sc Mass Number = 45 Relative Atomic Mass = 44.95590828(77) Isotopic Composition = 1 Standard Atomic Weight = 44.955908(5) Notes = Atomic Number = 22 Atomic Symbol = Ti Mass Number = 46 Relative Atomic Mass = 45.95262772(35) Isotopic Composition = 0.0825(3) Standard Atomic Weight = 47.867(1) Notes = Atomic Number = 22 Atomic Symbol = Ti Mass Number = 47 Relative Atomic Mass = 46.95175879(38) Isotopic Composition = 0.0744(2) Standard Atomic Weight = 47.867(1) Notes = Atomic Number = 22 Atomic Symbol = Ti Mass Number = 48 Relative Atomic Mass = 47.94794198(38) Isotopic Composition = 0.7372(3) Standard Atomic Weight = 47.867(1) Notes = Atomic Number = 22 Atomic Symbol = Ti Mass Number = 49 Relative Atomic Mass = 48.94786568(39) Isotopic Composition = 0.0541(2) Standard Atomic Weight = 47.867(1) Notes = Atomic Number = 22 Atomic Symbol = Ti Mass Number = 50 Relative Atomic Mass = 49.94478689(39) Isotopic Composition = 0.0518(2) Standard Atomic Weight = 47.867(1) Notes = Atomic Number = 23 Atomic Symbol = V Mass Number = 50 Relative Atomic Mass = 49.94715601(95) Isotopic Composition = 0.00250(4) Standard Atomic Weight = 50.9415(1) Notes = Atomic Number = 23 Atomic Symbol = V Mass Number = 51 Relative Atomic Mass = 50.94395704(94) Isotopic Composition = 0.99750(4) Standard Atomic Weight = 50.9415(1) Notes = Atomic Number = 24 Atomic Symbol = Cr Mass Number = 50 Relative Atomic Mass = 49.94604183(94) Isotopic Composition = 0.04345(13) Standard Atomic Weight = 51.9961(6) Notes = Atomic Number = 24 Atomic Symbol = Cr Mass Number = 52 Relative Atomic Mass = 51.94050623(63) Isotopic Composition = 0.83789(18) Standard Atomic Weight = 51.9961(6) Notes = Atomic Number = 24 Atomic Symbol = Cr Mass Number = 53 Relative Atomic Mass = 52.94064815(62) Isotopic Composition = 0.09501(17) Standard Atomic Weight = 51.9961(6) Notes = Atomic Number = 24 Atomic Symbol = Cr Mass Number = 54 Relative Atomic Mass = 53.93887916(61) Isotopic Composition = 0.02365(7) Standard Atomic Weight = 51.9961(6) Notes = Atomic Number = 25 Atomic Symbol = Mn Mass Number = 55 Relative Atomic Mass = 54.93804391(48) Isotopic Composition = 1 Standard Atomic Weight = 54.938044(3) Notes = Atomic Number = 26 Atomic Symbol = Fe Mass Number = 54 Relative Atomic Mass = 53.93960899(53) Isotopic Composition = 0.05845(35) Standard Atomic Weight = 55.845(2) Notes = Atomic Number = 26 Atomic Symbol = Fe Mass Number = 56 Relative Atomic Mass = 55.93493633(49) Isotopic Composition = 0.91754(36) Standard Atomic Weight = 55.845(2) Notes = Atomic Number = 26 Atomic Symbol = Fe Mass Number = 57 Relative Atomic Mass = 56.93539284(49) Isotopic Composition = 0.02119(10) Standard Atomic Weight = 55.845(2) Notes = Atomic Number = 26 Atomic Symbol = Fe Mass Number = 58 Relative Atomic Mass = 57.93327443(53) Isotopic Composition = 0.00282(4) Standard Atomic Weight = 55.845(2) Notes = Atomic Number = 27 Atomic Symbol = Co Mass Number = 59 Relative Atomic Mass = 58.93319429(56) Isotopic Composition = 1 Standard Atomic Weight = 58.933194(4) Notes = Atomic Number = 28 Atomic Symbol = Ni Mass Number = 58 Relative Atomic Mass = 57.93534241(52) Isotopic Composition = 0.68077(19) Standard Atomic Weight = 58.6934(4) Notes = r Atomic Number = 28 Atomic Symbol = Ni Mass Number = 60 Relative Atomic Mass = 59.93078588(52) Isotopic Composition = 0.26223(15) Standard Atomic Weight = 58.6934(4) Notes = r Atomic Number = 28 Atomic Symbol = Ni Mass Number = 61 Relative Atomic Mass = 60.93105557(52) Isotopic Composition = 0.011399(13) Standard Atomic Weight = 58.6934(4) Notes = r Atomic Number = 28 Atomic Symbol = Ni Mass Number = 62 Relative Atomic Mass = 61.92834537(55) Isotopic Composition = 0.036346(40) Standard Atomic Weight = 58.6934(4) Notes = r Atomic Number = 28 Atomic Symbol = Ni Mass Number = 64 Relative Atomic Mass = 63.92796682(58) Isotopic Composition = 0.009255(19) Standard Atomic Weight = 58.6934(4) Notes = r Atomic Number = 29 Atomic Symbol = Cu Mass Number = 63 Relative Atomic Mass = 62.92959772(56) Isotopic Composition = 0.6915(15) Standard Atomic Weight = 63.546(3) Notes = r Atomic Number = 29 Atomic Symbol = Cu Mass Number = 65 Relative Atomic Mass = 64.92778970(71) Isotopic Composition = 0.3085(15) Standard Atomic Weight = 63.546(3) Notes = r Atomic Number = 30 Atomic Symbol = Zn Mass Number = 64 Relative Atomic Mass = 63.92914201(71) Isotopic Composition = 0.4917(75) Standard Atomic Weight = 65.38(2) Notes = r Atomic Number = 30 Atomic Symbol = Zn Mass Number = 66 Relative Atomic Mass = 65.92603381(94) Isotopic Composition = 0.2773(98) Standard Atomic Weight = 65.38(2) Notes = r Atomic Number = 30 Atomic Symbol = Zn Mass Number = 67 Relative Atomic Mass = 66.92712775(96) Isotopic Composition = 0.0404(16) Standard Atomic Weight = 65.38(2) Notes = r Atomic Number = 30 Atomic Symbol = Zn Mass Number = 68 Relative Atomic Mass = 67.92484455(98) Isotopic Composition = 0.1845(63) Standard Atomic Weight = 65.38(2) Notes = r Atomic Number = 30 Atomic Symbol = Zn Mass Number = 70 Relative Atomic Mass = 69.9253192(21) Isotopic Composition = 0.0061(10) Standard Atomic Weight = 65.38(2) Notes = r Atomic Number = 31 Atomic Symbol = Ga Mass Number = 69 Relative Atomic Mass = 68.9255735(13) Isotopic Composition = 0.60108(9) Standard Atomic Weight = 69.723(1) Notes = Atomic Number = 31 Atomic Symbol = Ga Mass Number = 71 Relative Atomic Mass = 70.92470258(87) Isotopic Composition = 0.39892(9) Standard Atomic Weight = 69.723(1) Notes = Atomic Number = 32 Atomic Symbol = Ge Mass Number = 70 Relative Atomic Mass = 69.92424875(90) Isotopic Composition = 0.2057(27) Standard Atomic Weight = 72.630(8) Notes = Atomic Number = 32 Atomic Symbol = Ge Mass Number = 72 Relative Atomic Mass = 71.922075826(81) Isotopic Composition = 0.2745(32) Standard Atomic Weight = 72.630(8) Notes = Atomic Number = 32 Atomic Symbol = Ge Mass Number = 73 Relative Atomic Mass = 72.923458956(61) Isotopic Composition = 0.0775(12) Standard Atomic Weight = 72.630(8) Notes = Atomic Number = 32 Atomic Symbol = Ge Mass Number = 74 Relative Atomic Mass = 73.921177761(13) Isotopic Composition = 0.3650(20) Standard Atomic Weight = 72.630(8) Notes = Atomic Number = 32 Atomic Symbol = Ge Mass Number = 76 Relative Atomic Mass = 75.921402726(19) Isotopic Composition = 0.0773(12) Standard Atomic Weight = 72.630(8) Notes = Atomic Number = 33 Atomic Symbol = As Mass Number = 75 Relative Atomic Mass = 74.92159457(95) Isotopic Composition = 1 Standard Atomic Weight = 74.921595(6) Notes = Atomic Number = 34 Atomic Symbol = Se Mass Number = 74 Relative Atomic Mass = 73.922475934(15) Isotopic Composition = 0.0089(4) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 34 Atomic Symbol = Se Mass Number = 76 Relative Atomic Mass = 75.919213704(17) Isotopic Composition = 0.0937(29) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 34 Atomic Symbol = Se Mass Number = 77 Relative Atomic Mass = 76.919914154(67) Isotopic Composition = 0.0763(16) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 34 Atomic Symbol = Se Mass Number = 78 Relative Atomic Mass = 77.91730928(20) Isotopic Composition = 0.2377(28) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 34 Atomic Symbol = Se Mass Number = 80 Relative Atomic Mass = 79.9165218(13) Isotopic Composition = 0.4961(41) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 34 Atomic Symbol = Se Mass Number = 82 Relative Atomic Mass = 81.9166995(15) Isotopic Composition = 0.0873(22) Standard Atomic Weight = 78.971(8) Notes = r Atomic Number = 35 Atomic Symbol = Br Mass Number = 79 Relative Atomic Mass = 78.9183376(14) Isotopic Composition = 0.5069(7) Standard Atomic Weight = [79.901,79.907] Notes = Atomic Number = 35 Atomic Symbol = Br Mass Number = 81 Relative Atomic Mass = 80.9162897(14) Isotopic Composition = 0.4931(7) Standard Atomic Weight = [79.901,79.907] Notes = Atomic Number = 36 Atomic Symbol = Kr Mass Number = 78 Relative Atomic Mass = 77.92036494(76) Isotopic Composition = 0.00355(3) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 36 Atomic Symbol = Kr Mass Number = 80 Relative Atomic Mass = 79.91637808(75) Isotopic Composition = 0.02286(10) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 36 Atomic Symbol = Kr Mass Number = 82 Relative Atomic Mass = 81.91348273(94) Isotopic Composition = 0.11593(31) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 36 Atomic Symbol = Kr Mass Number = 83 Relative Atomic Mass = 82.91412716(32) Isotopic Composition = 0.11500(19) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 36 Atomic Symbol = Kr Mass Number = 84 Relative Atomic Mass = 83.9114977282(44) Isotopic Composition = 0.56987(15) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 36 Atomic Symbol = Kr Mass Number = 86 Relative Atomic Mass = 85.9106106269(41) Isotopic Composition = 0.17279(41) Standard Atomic Weight = 83.798(2) Notes = g,m Atomic Number = 37 Atomic Symbol = Rb Mass Number = 85 Relative Atomic Mass = 84.9117897379(54) Isotopic Composition = 0.7217(2) Standard Atomic Weight = 85.4678(3) Notes = g Atomic Number = 37 Atomic Symbol = Rb Mass Number = 87 Relative Atomic Mass = 86.9091805310(60) Isotopic Composition = 0.2783(2) Standard Atomic Weight = 85.4678(3) Notes = g Atomic Number = 38 Atomic Symbol = Sr Mass Number = 84 Relative Atomic Mass = 83.9134191(13) Isotopic Composition = 0.0056(1) Standard Atomic Weight = 87.62(1) Notes = g,r Atomic Number = 38 Atomic Symbol = Sr Mass Number = 86 Relative Atomic Mass = 85.9092606(12) Isotopic Composition = 0.0986(1) Standard Atomic Weight = 87.62(1) Notes = g,r Atomic Number = 38 Atomic Symbol = Sr Mass Number = 87 Relative Atomic Mass = 86.9088775(12) Isotopic Composition = 0.0700(1) Standard Atomic Weight = 87.62(1) Notes = g,r Atomic Number = 38 Atomic Symbol = Sr Mass Number = 88 Relative Atomic Mass = 87.9056125(12) Isotopic Composition = 0.8258(1) Standard Atomic Weight = 87.62(1) Notes = g,r Atomic Number = 39 Atomic Symbol = Y Mass Number = 89 Relative Atomic Mass = 88.9058403(24) Isotopic Composition = 1 Standard Atomic Weight = 88.90584(2) Notes = Atomic Number = 40 Atomic Symbol = Zr Mass Number = 90 Relative Atomic Mass = 89.9046977(20) Isotopic Composition = 0.5145(40) Standard Atomic Weight = 91.224(2) Notes = g Atomic Number = 40 Atomic Symbol = Zr Mass Number = 91 Relative Atomic Mass = 90.9056396(20) Isotopic Composition = 0.1122(5) Standard Atomic Weight = 91.224(2) Notes = g Atomic Number = 40 Atomic Symbol = Zr Mass Number = 92 Relative Atomic Mass = 91.9050347(20) Isotopic Composition = 0.1715(8) Standard Atomic Weight = 91.224(2) Notes = g Atomic Number = 40 Atomic Symbol = Zr Mass Number = 94 Relative Atomic Mass = 93.9063108(20) Isotopic Composition = 0.1738(28) Standard Atomic Weight = 91.224(2) Notes = g Atomic Number = 40 Atomic Symbol = Zr Mass Number = 96 Relative Atomic Mass = 95.9082714(21) Isotopic Composition = 0.0280(9) Standard Atomic Weight = 91.224(2) Notes = g Atomic Number = 41 Atomic Symbol = Nb Mass Number = 93 Relative Atomic Mass = 92.9063730(20) Isotopic Composition = 1 Standard Atomic Weight = 92.90637(2) Notes = Atomic Number = 42 Atomic Symbol = Mo Mass Number = 92 Relative Atomic Mass = 91.90680796(84) Isotopic Composition = 0.1453(30) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 94 Relative Atomic Mass = 93.90508490(48) Isotopic Composition = 0.0915(9) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 95 Relative Atomic Mass = 94.90583877(47) Isotopic Composition = 0.1584(11) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 96 Relative Atomic Mass = 95.90467612(47) Isotopic Composition = 0.1667(15) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 97 Relative Atomic Mass = 96.90601812(49) Isotopic Composition = 0.0960(14) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 98 Relative Atomic Mass = 97.90540482(49) Isotopic Composition = 0.2439(37) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 42 Atomic Symbol = Mo Mass Number = 100 Relative Atomic Mass = 99.9074718(11) Isotopic Composition = 0.0982(31) Standard Atomic Weight = 95.95(1) Notes = g Atomic Number = 43 Atomic Symbol = Tc Mass Number = 97 Relative Atomic Mass = 96.9063667(40) Isotopic Composition = Standard Atomic Weight = [98] Notes = Atomic Number = 43 Atomic Symbol = Tc Mass Number = 98 Relative Atomic Mass = 97.9072124(36) Isotopic Composition = Standard Atomic Weight = [98] Notes = Atomic Number = 43 Atomic Symbol = Tc Mass Number = 99 Relative Atomic Mass = 98.9062508(10) Isotopic Composition = Standard Atomic Weight = [98] Notes = Atomic Number = 44 Atomic Symbol = Ru Mass Number = 96 Relative Atomic Mass = 95.90759025(49) Isotopic Composition = 0.0554(14) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 98 Relative Atomic Mass = 97.9052868(69) Isotopic Composition = 0.0187(3) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 99 Relative Atomic Mass = 98.9059341(11) Isotopic Composition = 0.1276(14) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 100 Relative Atomic Mass = 99.9042143(11) Isotopic Composition = 0.1260(7) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 101 Relative Atomic Mass = 100.9055769(12) Isotopic Composition = 0.1706(2) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 102 Relative Atomic Mass = 101.9043441(12) Isotopic Composition = 0.3155(14) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 44 Atomic Symbol = Ru Mass Number = 104 Relative Atomic Mass = 103.9054275(28) Isotopic Composition = 0.1862(27) Standard Atomic Weight = 101.07(2) Notes = g Atomic Number = 45 Atomic Symbol = Rh Mass Number = 103 Relative Atomic Mass = 102.9054980(26) Isotopic Composition = 1 Standard Atomic Weight = 102.90550(2) Notes = Atomic Number = 46 Atomic Symbol = Pd Mass Number = 102 Relative Atomic Mass = 101.9056022(28) Isotopic Composition = 0.0102(1) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 46 Atomic Symbol = Pd Mass Number = 104 Relative Atomic Mass = 103.9040305(14) Isotopic Composition = 0.1114(8) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 46 Atomic Symbol = Pd Mass Number = 105 Relative Atomic Mass = 104.9050796(12) Isotopic Composition = 0.2233(8) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 46 Atomic Symbol = Pd Mass Number = 106 Relative Atomic Mass = 105.9034804(12) Isotopic Composition = 0.2733(3) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 46 Atomic Symbol = Pd Mass Number = 108 Relative Atomic Mass = 107.9038916(12) Isotopic Composition = 0.2646(9) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 46 Atomic Symbol = Pd Mass Number = 110 Relative Atomic Mass = 109.90517220(75) Isotopic Composition = 0.1172(9) Standard Atomic Weight = 106.42(1) Notes = g Atomic Number = 47 Atomic Symbol = Ag Mass Number = 107 Relative Atomic Mass = 106.9050916(26) Isotopic Composition = 0.51839(8) Standard Atomic Weight = 107.8682(2) Notes = g Atomic Number = 47 Atomic Symbol = Ag Mass Number = 109 Relative Atomic Mass = 108.9047553(14) Isotopic Composition = 0.48161(8) Standard Atomic Weight = 107.8682(2) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 106 Relative Atomic Mass = 105.9064599(12) Isotopic Composition = 0.0125(6) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 108 Relative Atomic Mass = 107.9041834(12) Isotopic Composition = 0.0089(3) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 110 Relative Atomic Mass = 109.90300661(61) Isotopic Composition = 0.1249(18) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 111 Relative Atomic Mass = 110.90418287(61) Isotopic Composition = 0.1280(12) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 112 Relative Atomic Mass = 111.90276287(60) Isotopic Composition = 0.2413(21) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 113 Relative Atomic Mass = 112.90440813(45) Isotopic Composition = 0.1222(12) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 114 Relative Atomic Mass = 113.90336509(43) Isotopic Composition = 0.2873(42) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 48 Atomic Symbol = Cd Mass Number = 116 Relative Atomic Mass = 115.90476315(17) Isotopic Composition = 0.0749(18) Standard Atomic Weight = 112.414(4) Notes = g Atomic Number = 49 Atomic Symbol = In Mass Number = 113 Relative Atomic Mass = 112.90406184(91) Isotopic Composition = 0.0429(5) Standard Atomic Weight = 114.818(1) Notes = Atomic Number = 49 Atomic Symbol = In Mass Number = 115 Relative Atomic Mass = 114.903878776(12) Isotopic Composition = 0.9571(5) Standard Atomic Weight = 114.818(1) Notes = Atomic Number = 50 Atomic Symbol = Sn Mass Number = 112 Relative Atomic Mass = 111.90482387(61) Isotopic Composition = 0.0097(1) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 114 Relative Atomic Mass = 113.9027827(10) Isotopic Composition = 0.0066(1) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 115 Relative Atomic Mass = 114.903344699(16) Isotopic Composition = 0.0034(1) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 116 Relative Atomic Mass = 115.90174280(10) Isotopic Composition = 0.1454(9) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 117 Relative Atomic Mass = 116.90295398(52) Isotopic Composition = 0.0768(7) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 118 Relative Atomic Mass = 117.90160657(54) Isotopic Composition = 0.2422(9) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 119 Relative Atomic Mass = 118.90331117(78) Isotopic Composition = 0.0859(4) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 120 Relative Atomic Mass = 119.90220163(97) Isotopic Composition = 0.3258(9) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 122 Relative Atomic Mass = 121.9034438(26) Isotopic Composition = 0.0463(3) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 50 Atomic Symbol = Sn Mass Number = 124 Relative Atomic Mass = 123.9052766(11) Isotopic Composition = 0.0579(5) Standard Atomic Weight = 118.710(7) Notes = g Atomic Number = 51 Atomic Symbol = Sb Mass Number = 121 Relative Atomic Mass = 120.9038120(30) Isotopic Composition = 0.5721(5) Standard Atomic Weight = 121.760(1) Notes = g Atomic Number = 51 Atomic Symbol = Sb Mass Number = 123 Relative Atomic Mass = 122.9042132(23) Isotopic Composition = 0.4279(5) Standard Atomic Weight = 121.760(1) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 120 Relative Atomic Mass = 119.9040593(33) Isotopic Composition = 0.0009(1) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 122 Relative Atomic Mass = 121.9030435(16) Isotopic Composition = 0.0255(12) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 123 Relative Atomic Mass = 122.9042698(16) Isotopic Composition = 0.0089(3) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 124 Relative Atomic Mass = 123.9028171(16) Isotopic Composition = 0.0474(14) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 125 Relative Atomic Mass = 124.9044299(16) Isotopic Composition = 0.0707(15) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 126 Relative Atomic Mass = 125.9033109(16) Isotopic Composition = 0.1884(25) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 128 Relative Atomic Mass = 127.90446128(93) Isotopic Composition = 0.3174(8) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 52 Atomic Symbol = Te Mass Number = 130 Relative Atomic Mass = 129.906222748(12) Isotopic Composition = 0.3408(62) Standard Atomic Weight = 127.60(3) Notes = g Atomic Number = 53 Atomic Symbol = I Mass Number = 127 Relative Atomic Mass = 126.9044719(39) Isotopic Composition = 1 Standard Atomic Weight = 126.90447(3) Notes = Atomic Number = 54 Atomic Symbol = Xe Mass Number = 124 Relative Atomic Mass = 123.9058920(19) Isotopic Composition = 0.000952(3) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 126 Relative Atomic Mass = 125.9042983(38) Isotopic Composition = 0.000890(2) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 128 Relative Atomic Mass = 127.9035310(11) Isotopic Composition = 0.019102(8) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 129 Relative Atomic Mass = 128.9047808611(60) Isotopic Composition = 0.264006(82) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 130 Relative Atomic Mass = 129.903509349(10) Isotopic Composition = 0.040710(13) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 131 Relative Atomic Mass = 130.90508406(24) Isotopic Composition = 0.212324(30) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 132 Relative Atomic Mass = 131.9041550856(56) Isotopic Composition = 0.269086(33) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 134 Relative Atomic Mass = 133.90539466(90) Isotopic Composition = 0.104357(21) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 54 Atomic Symbol = Xe Mass Number = 136 Relative Atomic Mass = 135.907214484(11) Isotopic Composition = 0.088573(44) Standard Atomic Weight = 131.293(6) Notes = g,m Atomic Number = 55 Atomic Symbol = Cs Mass Number = 133 Relative Atomic Mass = 132.9054519610(80) Isotopic Composition = 1 Standard Atomic Weight = 132.90545196(6) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 130 Relative Atomic Mass = 129.9063207(28) Isotopic Composition = 0.00106(1) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 132 Relative Atomic Mass = 131.9050611(11) Isotopic Composition = 0.00101(1) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 134 Relative Atomic Mass = 133.90450818(30) Isotopic Composition = 0.02417(18) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 135 Relative Atomic Mass = 134.90568838(29) Isotopic Composition = 0.06592(12) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 136 Relative Atomic Mass = 135.90457573(29) Isotopic Composition = 0.07854(24) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 137 Relative Atomic Mass = 136.90582714(30) Isotopic Composition = 0.11232(24) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 56 Atomic Symbol = Ba Mass Number = 138 Relative Atomic Mass = 137.90524700(31) Isotopic Composition = 0.71698(42) Standard Atomic Weight = 137.327(7) Notes = Atomic Number = 57 Atomic Symbol = La Mass Number = 138 Relative Atomic Mass = 137.9071149(37) Isotopic Composition = 0.0008881(71) Standard Atomic Weight = 138.90547(7) Notes = g Atomic Number = 57 Atomic Symbol = La Mass Number = 139 Relative Atomic Mass = 138.9063563(24) Isotopic Composition = 0.9991119(71) Standard Atomic Weight = 138.90547(7) Notes = g Atomic Number = 58 Atomic Symbol = Ce Mass Number = 136 Relative Atomic Mass = 135.90712921(41) Isotopic Composition = 0.00185(2) Standard Atomic Weight = 140.116(1) Notes = g Atomic Number = 58 Atomic Symbol = Ce Mass Number = 138 Relative Atomic Mass = 137.905991(11) Isotopic Composition = 0.00251(2) Standard Atomic Weight = 140.116(1) Notes = g Atomic Number = 58 Atomic Symbol = Ce Mass Number = 140 Relative Atomic Mass = 139.9054431(23) Isotopic Composition = 0.88450(51) Standard Atomic Weight = 140.116(1) Notes = g Atomic Number = 58 Atomic Symbol = Ce Mass Number = 142 Relative Atomic Mass = 141.9092504(29) Isotopic Composition = 0.11114(51) Standard Atomic Weight = 140.116(1) Notes = g Atomic Number = 59 Atomic Symbol = Pr Mass Number = 141 Relative Atomic Mass = 140.9076576(23) Isotopic Composition = 1 Standard Atomic Weight = 140.90766(2) Notes = Atomic Number = 60 Atomic Symbol = Nd Mass Number = 142 Relative Atomic Mass = 141.9077290(20) Isotopic Composition = 0.27152(40) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 143 Relative Atomic Mass = 142.9098200(20) Isotopic Composition = 0.12174(26) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 144 Relative Atomic Mass = 143.9100930(20) Isotopic Composition = 0.23798(19) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 145 Relative Atomic Mass = 144.9125793(20) Isotopic Composition = 0.08293(12) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 146 Relative Atomic Mass = 145.9131226(20) Isotopic Composition = 0.17189(32) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 148 Relative Atomic Mass = 147.9168993(26) Isotopic Composition = 0.05756(21) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 60 Atomic Symbol = Nd Mass Number = 150 Relative Atomic Mass = 149.9209022(18) Isotopic Composition = 0.05638(28) Standard Atomic Weight = 144.242(3) Notes = g Atomic Number = 61 Atomic Symbol = Pm Mass Number = 145 Relative Atomic Mass = 144.9127559(33) Isotopic Composition = Standard Atomic Weight = [145] Notes = Atomic Number = 61 Atomic Symbol = Pm Mass Number = 147 Relative Atomic Mass = 146.9151450(19) Isotopic Composition = Standard Atomic Weight = [145] Notes = Atomic Number = 62 Atomic Symbol = Sm Mass Number = 144 Relative Atomic Mass = 143.9120065(21) Isotopic Composition = 0.0307(7) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 147 Relative Atomic Mass = 146.9149044(19) Isotopic Composition = 0.1499(18) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 148 Relative Atomic Mass = 147.9148292(19) Isotopic Composition = 0.1124(10) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 149 Relative Atomic Mass = 148.9171921(18) Isotopic Composition = 0.1382(7) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 150 Relative Atomic Mass = 149.9172829(18) Isotopic Composition = 0.0738(1) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 152 Relative Atomic Mass = 151.9197397(18) Isotopic Composition = 0.2675(16) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 62 Atomic Symbol = Sm Mass Number = 154 Relative Atomic Mass = 153.9222169(20) Isotopic Composition = 0.2275(29) Standard Atomic Weight = 150.36(2) Notes = g Atomic Number = 63 Atomic Symbol = Eu Mass Number = 151 Relative Atomic Mass = 150.9198578(18) Isotopic Composition = 0.4781(6) Standard Atomic Weight = 151.964(1) Notes = g Atomic Number = 63 Atomic Symbol = Eu Mass Number = 153 Relative Atomic Mass = 152.9212380(18) Isotopic Composition = 0.5219(6) Standard Atomic Weight = 151.964(1) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 152 Relative Atomic Mass = 151.9197995(18) Isotopic Composition = 0.0020(1) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 154 Relative Atomic Mass = 153.9208741(17) Isotopic Composition = 0.0218(3) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 155 Relative Atomic Mass = 154.9226305(17) Isotopic Composition = 0.1480(12) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 156 Relative Atomic Mass = 155.9221312(17) Isotopic Composition = 0.2047(9) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 157 Relative Atomic Mass = 156.9239686(17) Isotopic Composition = 0.1565(2) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 158 Relative Atomic Mass = 157.9241123(17) Isotopic Composition = 0.2484(7) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 64 Atomic Symbol = Gd Mass Number = 160 Relative Atomic Mass = 159.9270624(18) Isotopic Composition = 0.2186(19) Standard Atomic Weight = 157.25(3) Notes = g Atomic Number = 65 Atomic Symbol = Tb Mass Number = 159 Relative Atomic Mass = 158.9253547(19) Isotopic Composition = 1 Standard Atomic Weight = 158.92535(2) Notes = Atomic Number = 66 Atomic Symbol = Dy Mass Number = 156 Relative Atomic Mass = 155.9242847(17) Isotopic Composition = 0.00056(3) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 158 Relative Atomic Mass = 157.9244159(31) Isotopic Composition = 0.00095(3) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 160 Relative Atomic Mass = 159.9252046(20) Isotopic Composition = 0.02329(18) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 161 Relative Atomic Mass = 160.9269405(20) Isotopic Composition = 0.18889(42) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 162 Relative Atomic Mass = 161.9268056(20) Isotopic Composition = 0.25475(36) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 163 Relative Atomic Mass = 162.9287383(20) Isotopic Composition = 0.24896(42) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 66 Atomic Symbol = Dy Mass Number = 164 Relative Atomic Mass = 163.9291819(20) Isotopic Composition = 0.28260(54) Standard Atomic Weight = 162.500(1) Notes = g Atomic Number = 67 Atomic Symbol = Ho Mass Number = 165 Relative Atomic Mass = 164.9303288(21) Isotopic Composition = 1 Standard Atomic Weight = 164.93033(2) Notes = Atomic Number = 68 Atomic Symbol = Er Mass Number = 162 Relative Atomic Mass = 161.9287884(20) Isotopic Composition = 0.00139(5) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 68 Atomic Symbol = Er Mass Number = 164 Relative Atomic Mass = 163.9292088(20) Isotopic Composition = 0.01601(3) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 68 Atomic Symbol = Er Mass Number = 166 Relative Atomic Mass = 165.9302995(22) Isotopic Composition = 0.33503(36) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 68 Atomic Symbol = Er Mass Number = 167 Relative Atomic Mass = 166.9320546(22) Isotopic Composition = 0.22869(9) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 68 Atomic Symbol = Er Mass Number = 168 Relative Atomic Mass = 167.9323767(22) Isotopic Composition = 0.26978(18) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 68 Atomic Symbol = Er Mass Number = 170 Relative Atomic Mass = 169.9354702(26) Isotopic Composition = 0.14910(36) Standard Atomic Weight = 167.259(3) Notes = g Atomic Number = 69 Atomic Symbol = Tm Mass Number = 169 Relative Atomic Mass = 168.9342179(22) Isotopic Composition = 1 Standard Atomic Weight = 168.93422(2) Notes = Atomic Number = 70 Atomic Symbol = Yb Mass Number = 168 Relative Atomic Mass = 167.9338896(22) Isotopic Composition = 0.00123(3) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 170 Relative Atomic Mass = 169.9347664(22) Isotopic Composition = 0.02982(39) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 171 Relative Atomic Mass = 170.9363302(22) Isotopic Composition = 0.1409(14) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 172 Relative Atomic Mass = 171.9363859(22) Isotopic Composition = 0.2168(13) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 173 Relative Atomic Mass = 172.9382151(22) Isotopic Composition = 0.16103(63) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 174 Relative Atomic Mass = 173.9388664(22) Isotopic Composition = 0.32026(80) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 70 Atomic Symbol = Yb Mass Number = 176 Relative Atomic Mass = 175.9425764(24) Isotopic Composition = 0.12996(83) Standard Atomic Weight = 173.054(5) Notes = g Atomic Number = 71 Atomic Symbol = Lu Mass Number = 175 Relative Atomic Mass = 174.9407752(20) Isotopic Composition = 0.97401(13) Standard Atomic Weight = 174.9668(1) Notes = g Atomic Number = 71 Atomic Symbol = Lu Mass Number = 176 Relative Atomic Mass = 175.9426897(20) Isotopic Composition = 0.02599(13) Standard Atomic Weight = 174.9668(1) Notes = g Atomic Number = 72 Atomic Symbol = Hf Mass Number = 174 Relative Atomic Mass = 173.9400461(28) Isotopic Composition = 0.0016(1) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 72 Atomic Symbol = Hf Mass Number = 176 Relative Atomic Mass = 175.9414076(22) Isotopic Composition = 0.0526(7) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 72 Atomic Symbol = Hf Mass Number = 177 Relative Atomic Mass = 176.9432277(20) Isotopic Composition = 0.1860(9) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 72 Atomic Symbol = Hf Mass Number = 178 Relative Atomic Mass = 177.9437058(20) Isotopic Composition = 0.2728(7) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 72 Atomic Symbol = Hf Mass Number = 179 Relative Atomic Mass = 178.9458232(20) Isotopic Composition = 0.1362(2) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 72 Atomic Symbol = Hf Mass Number = 180 Relative Atomic Mass = 179.9465570(20) Isotopic Composition = 0.3508(16) Standard Atomic Weight = 178.49(2) Notes = Atomic Number = 73 Atomic Symbol = Ta Mass Number = 180 Relative Atomic Mass = 179.9474648(24) Isotopic Composition = 0.0001201(32) Standard Atomic Weight = 180.94788(2) Notes = Atomic Number = 73 Atomic Symbol = Ta Mass Number = 181 Relative Atomic Mass = 180.9479958(20) Isotopic Composition = 0.9998799(32) Standard Atomic Weight = 180.94788(2) Notes = Atomic Number = 74 Atomic Symbol = W Mass Number = 180 Relative Atomic Mass = 179.9467108(20) Isotopic Composition = 0.0012(1) Standard Atomic Weight = 183.84(1) Notes = Atomic Number = 74 Atomic Symbol = W Mass Number = 182 Relative Atomic Mass = 181.94820394(91) Isotopic Composition = 0.2650(16) Standard Atomic Weight = 183.84(1) Notes = Atomic Number = 74 Atomic Symbol = W Mass Number = 183 Relative Atomic Mass = 182.95022275(90) Isotopic Composition = 0.1431(4) Standard Atomic Weight = 183.84(1) Notes = Atomic Number = 74 Atomic Symbol = W Mass Number = 184 Relative Atomic Mass = 183.95093092(94) Isotopic Composition = 0.3064(2) Standard Atomic Weight = 183.84(1) Notes = Atomic Number = 74 Atomic Symbol = W Mass Number = 186 Relative Atomic Mass = 185.9543628(17) Isotopic Composition = 0.2843(19) Standard Atomic Weight = 183.84(1) Notes = Atomic Number = 75 Atomic Symbol = Re Mass Number = 185 Relative Atomic Mass = 184.9529545(13) Isotopic Composition = 0.3740(2) Standard Atomic Weight = 186.207(1) Notes = Atomic Number = 75 Atomic Symbol = Re Mass Number = 187 Relative Atomic Mass = 186.9557501(16) Isotopic Composition = 0.6260(2) Standard Atomic Weight = 186.207(1) Notes = Atomic Number = 76 Atomic Symbol = Os Mass Number = 184 Relative Atomic Mass = 183.9524885(14) Isotopic Composition = 0.0002(1) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 186 Relative Atomic Mass = 185.9538350(16) Isotopic Composition = 0.0159(3) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 187 Relative Atomic Mass = 186.9557474(16) Isotopic Composition = 0.0196(2) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 188 Relative Atomic Mass = 187.9558352(16) Isotopic Composition = 0.1324(8) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 189 Relative Atomic Mass = 188.9581442(17) Isotopic Composition = 0.1615(5) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 190 Relative Atomic Mass = 189.9584437(17) Isotopic Composition = 0.2626(2) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 76 Atomic Symbol = Os Mass Number = 192 Relative Atomic Mass = 191.9614770(29) Isotopic Composition = 0.4078(19) Standard Atomic Weight = 190.23(3) Notes = g Atomic Number = 77 Atomic Symbol = Ir Mass Number = 191 Relative Atomic Mass = 190.9605893(21) Isotopic Composition = 0.373(2) Standard Atomic Weight = 192.217(3) Notes = Atomic Number = 77 Atomic Symbol = Ir Mass Number = 193 Relative Atomic Mass = 192.9629216(21) Isotopic Composition = 0.627(2) Standard Atomic Weight = 192.217(3) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 190 Relative Atomic Mass = 189.9599297(63) Isotopic Composition = 0.00012(2) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 192 Relative Atomic Mass = 191.9610387(32) Isotopic Composition = 0.00782(24) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 194 Relative Atomic Mass = 193.9626809(10) Isotopic Composition = 0.3286(40) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 195 Relative Atomic Mass = 194.9647917(10) Isotopic Composition = 0.3378(24) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 196 Relative Atomic Mass = 195.96495209(99) Isotopic Composition = 0.2521(34) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 78 Atomic Symbol = Pt Mass Number = 198 Relative Atomic Mass = 197.9678949(23) Isotopic Composition = 0.07356(130) Standard Atomic Weight = 195.084(9) Notes = Atomic Number = 79 Atomic Symbol = Au Mass Number = 197 Relative Atomic Mass = 196.96656879(71) Isotopic Composition = 1 Standard Atomic Weight = 196.966569(5) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 196 Relative Atomic Mass = 195.9658326(32) Isotopic Composition = 0.0015(1) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 198 Relative Atomic Mass = 197.96676860(52) Isotopic Composition = 0.0997(20) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 199 Relative Atomic Mass = 198.96828064(46) Isotopic Composition = 0.1687(22) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 200 Relative Atomic Mass = 199.96832659(47) Isotopic Composition = 0.2310(19) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 201 Relative Atomic Mass = 200.97030284(69) Isotopic Composition = 0.1318(9) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 202 Relative Atomic Mass = 201.97064340(69) Isotopic Composition = 0.2986(26) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 80 Atomic Symbol = Hg Mass Number = 204 Relative Atomic Mass = 203.97349398(53) Isotopic Composition = 0.0687(15) Standard Atomic Weight = 200.592(3) Notes = Atomic Number = 81 Atomic Symbol = Tl Mass Number = 203 Relative Atomic Mass = 202.9723446(14) Isotopic Composition = 0.2952(1) Standard Atomic Weight = [204.382,204.385] Notes = Atomic Number = 81 Atomic Symbol = Tl Mass Number = 205 Relative Atomic Mass = 204.9744278(14) Isotopic Composition = 0.7048(1) Standard Atomic Weight = [204.382,204.385] Notes = Atomic Number = 82 Atomic Symbol = Pb Mass Number = 204 Relative Atomic Mass = 203.9730440(13) Isotopic Composition = 0.014(1) Standard Atomic Weight = 207.2(1) Notes = g,r Atomic Number = 82 Atomic Symbol = Pb Mass Number = 206 Relative Atomic Mass = 205.9744657(13) Isotopic Composition = 0.241(1) Standard Atomic Weight = 207.2(1) Notes = g,r Atomic Number = 82 Atomic Symbol = Pb Mass Number = 207 Relative Atomic Mass = 206.9758973(13) Isotopic Composition = 0.221(1) Standard Atomic Weight = 207.2(1) Notes = g,r Atomic Number = 82 Atomic Symbol = Pb Mass Number = 208 Relative Atomic Mass = 207.9766525(13) Isotopic Composition = 0.524(1) Standard Atomic Weight = 207.2(1) Notes = g,r Atomic Number = 83 Atomic Symbol = Bi Mass Number = 209 Relative Atomic Mass = 208.9803991(16) Isotopic Composition = 1 Standard Atomic Weight = 208.98040(1) Notes = Atomic Number = 84 Atomic Symbol = Po Mass Number = 209 Relative Atomic Mass = 208.9824308(20) Isotopic Composition = Standard Atomic Weight = [209] Notes = Atomic Number = 84 Atomic Symbol = Po Mass Number = 210 Relative Atomic Mass = 209.9828741(13) Isotopic Composition = Standard Atomic Weight = [209] Notes = Atomic Number = 85 Atomic Symbol = At Mass Number = 210 Relative Atomic Mass = 209.9871479(83) Isotopic Composition = Standard Atomic Weight = [210] Notes = Atomic Number = 85 Atomic Symbol = At Mass Number = 211 Relative Atomic Mass = 210.9874966(30) Isotopic Composition = Standard Atomic Weight = [210] Notes = Atomic Number = 86 Atomic Symbol = Rn Mass Number = 211 Relative Atomic Mass = 210.9906011(73) Isotopic Composition = Standard Atomic Weight = [222] Notes = Atomic Number = 86 Atomic Symbol = Rn Mass Number = 220 Relative Atomic Mass = 220.0113941(23) Isotopic Composition = Standard Atomic Weight = [222] Notes = Atomic Number = 86 Atomic Symbol = Rn Mass Number = 222 Relative Atomic Mass = 222.0175782(25) Isotopic Composition = Standard Atomic Weight = [222] Notes = Atomic Number = 87 Atomic Symbol = Fr Mass Number = 223 Relative Atomic Mass = 223.0197360(25) Isotopic Composition = Standard Atomic Weight = [223] Notes = Atomic Number = 88 Atomic Symbol = Ra Mass Number = 223 Relative Atomic Mass = 223.0185023(27) Isotopic Composition = Standard Atomic Weight = [226] Notes = Atomic Number = 88 Atomic Symbol = Ra Mass Number = 224 Relative Atomic Mass = 224.0202120(23) Isotopic Composition = Standard Atomic Weight = [226] Notes = Atomic Number = 88 Atomic Symbol = Ra Mass Number = 226 Relative Atomic Mass = 226.0254103(25) Isotopic Composition = Standard Atomic Weight = [226] Notes = Atomic Number = 88 Atomic Symbol = Ra Mass Number = 228 Relative Atomic Mass = 228.0310707(26) Isotopic Composition = Standard Atomic Weight = [226] Notes = Atomic Number = 89 Atomic Symbol = Ac Mass Number = 227 Relative Atomic Mass = 227.0277523(25) Isotopic Composition = Standard Atomic Weight = [227] Notes = Atomic Number = 90 Atomic Symbol = Th Mass Number = 230 Relative Atomic Mass = 230.0331341(19) Isotopic Composition = Standard Atomic Weight = 232.0377(4) Notes = g Atomic Number = 90 Atomic Symbol = Th Mass Number = 232 Relative Atomic Mass = 232.0380558(21) Isotopic Composition = 1 Standard Atomic Weight = 232.0377(4) Notes = g Atomic Number = 91 Atomic Symbol = Pa Mass Number = 231 Relative Atomic Mass = 231.0358842(24) Isotopic Composition = 1 Standard Atomic Weight = 231.03588(2) Notes = Atomic Number = 92 Atomic Symbol = U Mass Number = 233 Relative Atomic Mass = 233.0396355(29) Isotopic Composition = Standard Atomic Weight = 238.02891(3) Notes = g,m Atomic Number = 92 Atomic Symbol = U Mass Number = 234 Relative Atomic Mass = 234.0409523(19) Isotopic Composition = 0.000054(5) Standard Atomic Weight = 238.02891(3) Notes = g,m Atomic Number = 92 Atomic Symbol = U Mass Number = 235 Relative Atomic Mass = 235.0439301(19) Isotopic Composition = 0.007204(6) Standard Atomic Weight = 238.02891(3) Notes = g,m Atomic Number = 92 Atomic Symbol = U Mass Number = 236 Relative Atomic Mass = 236.0455682(19) Isotopic Composition = Standard Atomic Weight = 238.02891(3) Notes = g,m Atomic Number = 92 Atomic Symbol = U Mass Number = 238 Relative Atomic Mass = 238.0507884(20) Isotopic Composition = 0.992742(10) Standard Atomic Weight = 238.02891(3) Notes = g,m Atomic Number = 93 Atomic Symbol = Np Mass Number = 236 Relative Atomic Mass = 236.046570(54) Isotopic Composition = Standard Atomic Weight = [237] Notes = Atomic Number = 93 Atomic Symbol = Np Mass Number = 237 Relative Atomic Mass = 237.0481736(19) Isotopic Composition = Standard Atomic Weight = [237] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 238 Relative Atomic Mass = 238.0495601(19) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 239 Relative Atomic Mass = 239.0521636(19) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 240 Relative Atomic Mass = 240.0538138(19) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 241 Relative Atomic Mass = 241.0568517(19) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 242 Relative Atomic Mass = 242.0587428(20) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 94 Atomic Symbol = Pu Mass Number = 244 Relative Atomic Mass = 244.0642053(56) Isotopic Composition = Standard Atomic Weight = [244] Notes = Atomic Number = 95 Atomic Symbol = Am Mass Number = 241 Relative Atomic Mass = 241.0568293(19) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 95 Atomic Symbol = Am Mass Number = 243 Relative Atomic Mass = 243.0613813(24) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 243 Relative Atomic Mass = 243.0613893(22) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 244 Relative Atomic Mass = 244.0627528(19) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 245 Relative Atomic Mass = 245.0654915(22) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 246 Relative Atomic Mass = 246.0672238(22) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 247 Relative Atomic Mass = 247.0703541(47) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 96 Atomic Symbol = Cm Mass Number = 248 Relative Atomic Mass = 248.0723499(56) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 97 Atomic Symbol = Bk Mass Number = 247 Relative Atomic Mass = 247.0703073(59) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 97 Atomic Symbol = Bk Mass Number = 249 Relative Atomic Mass = 249.0749877(27) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 98 Atomic Symbol = Cf Mass Number = 249 Relative Atomic Mass = 249.0748539(23) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 98 Atomic Symbol = Cf Mass Number = 250 Relative Atomic Mass = 250.0764062(22) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 98 Atomic Symbol = Cf Mass Number = 251 Relative Atomic Mass = 251.0795886(48) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 98 Atomic Symbol = Cf Mass Number = 252 Relative Atomic Mass = 252.0816272(56) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 99 Atomic Symbol = Es Mass Number = 252 Relative Atomic Mass = 252.082980(54) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 100 Atomic Symbol = Fm Mass Number = 257 Relative Atomic Mass = 257.0951061(69) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 101 Atomic Symbol = Md Mass Number = 258 Relative Atomic Mass = 258.0984315(50) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 101 Atomic Symbol = Md Mass Number = 260 Relative Atomic Mass = 260.10365(34#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 102 Atomic Symbol = No Mass Number = 259 Relative Atomic Mass = 259.10103(11#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 103 Atomic Symbol = Lr Mass Number = 262 Relative Atomic Mass = 262.10961(22#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 104 Atomic Symbol = Rf Mass Number = 267 Relative Atomic Mass = 267.12179(62#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 105 Atomic Symbol = Db Mass Number = 268 Relative Atomic Mass = 268.12567(57#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 106 Atomic Symbol = Sg Mass Number = 271 Relative Atomic Mass = 271.13393(63#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 107 Atomic Symbol = Bh Mass Number = 272 Relative Atomic Mass = 272.13826(58#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 108 Atomic Symbol = Hs Mass Number = 270 Relative Atomic Mass = 270.13429(27#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 109 Atomic Symbol = Mt Mass Number = 276 Relative Atomic Mass = 276.15159(59#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 110 Atomic Symbol = Ds Mass Number = 281 Relative Atomic Mass = 281.16451(59#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 111 Atomic Symbol = Rg Mass Number = 280 Relative Atomic Mass = 280.16514(61#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 112 Atomic Symbol = Cn Mass Number = 285 Relative Atomic Mass = 285.17712(60#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 113 Atomic Symbol = Nh Mass Number = 284 Relative Atomic Mass = 284.17873(62#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 114 Atomic Symbol = Fl Mass Number = 289 Relative Atomic Mass = 289.19042(60#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 115 Atomic Symbol = Mc Mass Number = 288 Relative Atomic Mass = 288.19274(62#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 116 Atomic Symbol = Lv Mass Number = 293 Relative Atomic Mass = 293.20449(60#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 117 Atomic Symbol = Ts Mass Number = 292 Relative Atomic Mass = 292.20746(75#) Isotopic Composition = Standard Atomic Weight = Notes = Atomic Number = 118 Atomic Symbol = Og Mass Number = 294 Relative Atomic Mass = 294.21392(71#) Isotopic Composition = Standard Atomic Weight = Notes = ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/database.py0000644000175100002000000006612014742413365023377 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (c) 2009-2020, 2023 Dominik Kriegner """ module to handle the access to the optical parameters database """ import lzma import os.path import re import h5py import numpy import scipy.constants class DataBase: def __init__(self, fname): self.fname = fname self.h5file = None # HDF5 file object holding the database self.h5group = None # Group pointing to the actual element self.f0_params = None self.f1_en = None self.f1 = None self.f2_en = None self.f2 = None self.weight = None self.color = None self.radius = numpy.nan self.matname = None def Create(self, dbname, dbdesc): """ Creates a new database. If the database file already exists its content is delete. Parameters ---------- dbname : str name of the database dbdesc : str a short description of the database """ if self.h5file is not None: print("database already opened - " "close first to create new database") return # tryp to open the database file try: self.h5file = h5py.File(self.fname, 'w') except OSError: print(f'cannot create database file {self.fname}!') raise # set attributes to the root group with database name and # description self.h5file.attrs['DBName'] = dbname self.h5file.attrs['DBDesc'] = dbdesc def Open(self, mode='r'): """ Open an existing database file. """ if self.h5file is not None: print('database already opened - ' 'close first to open new database!') return try: self.h5file = h5py.File(self.fname, mode) except OSError: print(f"cannot open database file {self.fname}!") def Close(self): """ Close an opend database file. """ if self.h5file is None: print("no database file opened!") return self.h5file.close() self.h5file = None def CreateMaterial(self, name, description): """ This method creates a new material. If the material group already exists the procedure is aborted. Parameters ---------- name : str name of the material description : str description of the material """ if self.h5file is None: print("no database file opened!") return if name in self.h5file: # if the material node already exists a warning message is printed print("material node already exists") else: g = self.h5file.create_group(name) g.attrs['name'] = description def SetWeight(self, weight): """ Save weight of the element as float Parameters ---------- weight : float atomic standard weight of the element """ if not isinstance(weight, float): raise TypeError("weight parameter must be a float!") self.h5group.attrs['atomic_standard_weight'] = weight self.h5file.flush() def SetColor(self, color): """ Save color of the element for visualization Parameters ---------- color : tuple, str matplotlib color for the element """ if not isinstance(color, (tuple, str)): raise TypeError("color parameter must be a tuple or str!") self.h5group.attrs['color'] = color self.h5file.flush() def SetRadius(self, radius): """ Save atomic radius for visualization Parameters ---------- radius: float atomic radius in angstrom """ if not isinstance(radius, (float, int)): raise TypeError("radius parameter must be a number!") self.h5group.attrs['atomic_radius'] = float(radius) self.h5file.flush() def SetF0(self, parameters, subset='default'): """ Save f0 fit parameters for the set material. The fit parameters are stored in the following order: c, a1, b1,......., a4, b4 Parameters ---------- parameters : list or array-like fit parameters subset : str, optional name the f0 dataset """ if isinstance(parameters, list): p = numpy.array(parameters, dtype=numpy.float32) elif isinstance(parameters, numpy.ndarray): p = parameters.astype(numpy.float32) else: raise TypeError("f0 fit parameters must be a " "list or a numpy array!") if not subset: subset = 'default' try: del self.h5group[f'f0/{subset}'] except KeyError: pass self.h5group.create_dataset(f'f0/{subset}', data=p) self.h5file.flush() def SetF1F2(self, en, f1, f2): """ Set f1, f2 values for the active material. Parameters ---------- en : list or array-like energy in (eV) f1 : list or array-like f1 values f2 : list or array-like f2 values """ if isinstance(en, (list, tuple)): end = numpy.array(en, dtype=numpy.float32) elif isinstance(en, numpy.ndarray): end = en.astype(numpy.float32) else: raise TypeError("energy values must be a list or a numpy array!") if isinstance(f1, (list, tuple)): f1d = numpy.array(f1, dtype=numpy.float32) elif isinstance(f1, numpy.ndarray): f1d = f1.astype(numpy.float32) else: raise TypeError("f1 values must be a list or a numpy array!") if isinstance(f2, (list, tuple)): f2d = numpy.array(f2, dtype=numpy.float32) elif isinstance(f2, numpy.ndarray): f2d = f2.astype(numpy.float32) else: raise TypeError("f2 values must be a list or a numpy array!") try: del self.h5group['en_f12'] except KeyError: pass try: del self.h5group['f1'] except KeyError: pass try: del self.h5group['f2'] except KeyError: pass self.h5group.create_dataset('en_f12', data=end) self.h5group.create_dataset('f1', data=f1d) self.h5group.create_dataset('f2', data=f2d) self.h5file.flush() def SetMaterial(self, name): """ Set a particular material in the database as the actual material. All operations like setting and getting optical constants are done for this particular material. Parameters ---------- name : str name of the material """ if self.matname == name: return try: self.h5group = self.h5file[name] except KeyError: print(f"XU.materials.database: material '{name}' not existing!") try: self.f0_params = self.h5group['f0'] except KeyError: self.f0_params = None try: self.f1_en = self.h5group['en_f12'] self.f1 = self.h5group['f1'] except KeyError: self.f1_en = None self.f1 = None try: self.f2_en = self.h5group['en_f12'] self.f2 = self.h5group['f2'] except KeyError: self.f2_en = None self.f2 = None try: self.weight = self.h5group.attrs['atomic_standard_weight'] except KeyError: self.weight = None try: self.radius = self.h5group.attrs['atomic_radius'] except KeyError: self.radius = numpy.nan try: self.color = self.h5group.attrs['color'] except KeyError: self.color = None self.matname = name def GetF0(self, q, dset='default'): """ Obtain the f0 scattering factor component for a particular momentum transfer q. Parameters ---------- q : float or array-like momentum transfer dset : str, optional specifies which dataset (different oxidation states) should be used """ # get parameters from file if not dset: dset = 'default' f0_params = self.f0_params[dset] # calculate f0 if isinstance(q, (numpy.ndarray, list, tuple)): ql = numpy.asarray(q) f0 = f0_params[0] * numpy.ones(ql.shape) else: ql = q f0 = f0_params[0] k = ql / (4. * numpy.pi) for i in range(1, len(f0_params) - 1, 2): a = f0_params[i] b = f0_params[i + 1] f0 += a * numpy.exp(-b * k ** 2) return f0 def GetF1(self, en): """ Return the second, energy dependent, real part of the scattering factor for a certain energy en. Parameters ---------- en : float or array-like energy """ if1 = numpy.interp(en, self.f1_en, self.f1, left=numpy.nan, right=numpy.nan) return if1 def GetF2(self, en): """ Return the imaginary part of the scattering factor for a certain energy en. Parameters ---------- en : float or array-like energy """ if2 = numpy.interp(en, self.f2_en, self.f2, left=numpy.nan, right=numpy.nan) return if2 def init_material_db(db): db.CreateMaterial("Dummy", "Dummy atom") db.CreateMaterial("H", "Hydrogen") db.CreateMaterial("D", "Deuterium") db.CreateMaterial("T", "Tritium") db.CreateMaterial("He", "Helium") db.CreateMaterial("Li", "Lithium") db.CreateMaterial("Be", "Berylium") db.CreateMaterial("B", "Bor") db.CreateMaterial("C", "Carbon") db.CreateMaterial("N", "Nitrogen") db.CreateMaterial("O", "Oxygen") db.CreateMaterial("F", "Flourine") db.CreateMaterial("Ne", "Neon") db.CreateMaterial("Na", "Sodium") db.CreateMaterial("Mg", "Magnesium") db.CreateMaterial("Al", "Aluminium") db.CreateMaterial("Si", "Silicon") db.CreateMaterial("P", "Phosphorus") db.CreateMaterial("S", "Sulfur") db.CreateMaterial("Cl", "Chlorine") db.CreateMaterial("Ar", "Argon") db.CreateMaterial("K", "Potassium") db.CreateMaterial("Ca", "Calcium") db.CreateMaterial("Sc", "Scandium") db.CreateMaterial("Ti", "Titanium") db.CreateMaterial("V", "Vanadium") db.CreateMaterial("Cr", "Chromium") db.CreateMaterial("Mn", "Manganese") db.CreateMaterial("Fe", "Iron") db.CreateMaterial("Co", "Cobalt") db.CreateMaterial("Ni", "Nickel") db.CreateMaterial("Cu", "Copper") db.CreateMaterial("Zn", "Zinc") db.CreateMaterial("Ga", "Gallium") db.CreateMaterial("Ge", "Germanium") db.CreateMaterial("As", "Arsenic") db.CreateMaterial("Se", "Selenium") db.CreateMaterial("Br", "Bromine") db.CreateMaterial("Kr", "Krypton") db.CreateMaterial("Rb", "Rubidium") db.CreateMaterial("Sr", "Strontium") db.CreateMaterial("Y", "Yttrium") db.CreateMaterial("Zr", "Zirconium") db.CreateMaterial("Nb", "Niobium") db.CreateMaterial("Mo", "Molybdenum") db.CreateMaterial("Tc", "Technetium") db.CreateMaterial("Ru", "Ruthenium") db.CreateMaterial("Rh", "Rhodium") db.CreateMaterial("Pd", "Palladium") db.CreateMaterial("Ag", "Silver") db.CreateMaterial("Cd", "Cadmium") db.CreateMaterial("In", "Indium") db.CreateMaterial("Sn", "Tin") db.CreateMaterial("Sb", "Antimony") db.CreateMaterial("Te", "Tellurium") db.CreateMaterial("I", "Iodine") db.CreateMaterial("Xe", "Xenon") db.CreateMaterial("Cs", "Caesium") db.CreateMaterial("Ba", "Barium") db.CreateMaterial("La", "Lanthanum") db.CreateMaterial("Ce", "Cerium") db.CreateMaterial("Pr", "Praseordymium") db.CreateMaterial("Nd", "Neodymium") db.CreateMaterial("Pm", "Promethium") db.CreateMaterial("Sm", "Samarium") db.CreateMaterial("Eu", "Europium") db.CreateMaterial("Gd", "Gadolinium") db.CreateMaterial("Tb", "Terbium") db.CreateMaterial("Dy", "Dysprosium") db.CreateMaterial("Ho", "Holmium") db.CreateMaterial("Er", "Erbium") db.CreateMaterial("Tm", "Thulium") db.CreateMaterial("Yb", "Ytterbium") db.CreateMaterial("Lu", "Lutetium") db.CreateMaterial("Hf", "Hafnium") db.CreateMaterial("Ta", "Tantalum") db.CreateMaterial("W", "Tungsten") db.CreateMaterial("Re", "Rhenium") db.CreateMaterial("Os", "Osmium") db.CreateMaterial("Ir", "Iridium") db.CreateMaterial("Pt", "Platinum") db.CreateMaterial("Au", "Gold") db.CreateMaterial("Hg", "Mercury") db.CreateMaterial("Tl", "Thallium") db.CreateMaterial("Pb", "Lead") db.CreateMaterial("Bi", "Bismuth") db.CreateMaterial("Po", "Polonium") db.CreateMaterial("At", "Astatine") db.CreateMaterial("Rn", "Radon") db.CreateMaterial("Fr", "Fancium") db.CreateMaterial("Ra", "Radium") db.CreateMaterial("Ac", "Actinium") db.CreateMaterial("Th", "Thorium") db.CreateMaterial("Pa", "Protactinium") db.CreateMaterial("U", "Urianium") db.CreateMaterial("Np", "Neptunium") db.CreateMaterial("Pu", "Plutonium") db.CreateMaterial("Am", "Americium") db.CreateMaterial("Cm", "Curium") db.CreateMaterial("Bk", "Berkelium") db.CreateMaterial("Cf", "Californium") db.CreateMaterial("Es", "Einsteinium") db.CreateMaterial("Fm", "Fermium") db.CreateMaterial("Md", "Mendelevium") db.CreateMaterial("No", "Nobelium") db.CreateMaterial("Lr", "Lawrencium") db.CreateMaterial("Rf", "Rutherfordium") db.CreateMaterial("Db", "Dubnium") db.CreateMaterial("Sg", "Seaborgium") db.CreateMaterial("Bh", "Bohrium") db.CreateMaterial("Hs", "Hassium") db.CreateMaterial("Mt", "Meitnerium") db.CreateMaterial("Ds", "Darmstadtium") db.CreateMaterial("Rg", "Roentgenium") db.CreateMaterial("Cn", "Copernicium") db.CreateMaterial("Nh", "Nihonium") db.CreateMaterial("Fl", "Flerovium") db.CreateMaterial("Mc", "Moscovium") db.CreateMaterial("Lv", "Livermorium") db.CreateMaterial("Ts", "Tennessine") db.CreateMaterial("Og", "Oganesson") # functions to read database files def add_f0_from_intertab(db, itf, verbose=False): """ Read f0 data from International Tables of Crystallography and add it to the database. """ # some regular expressions elementstr = re.compile(r"^#S") multiblank = re.compile(r"\s+") while True: lb = itf.readline().decode("utf-8") if lb == "": break lb = lb.strip() if elementstr.match(lb): # found new element lb = multiblank.split(lb) # determine oxidation state and element name elemstate = re.sub('[A-Za-z]', '', lb[2]) for r, o in zip(('dot', 'p', 'm'), ('.', '+', '-')): elemstate = elemstate.replace(o, r) if elemstate == 'p2': # fix wrong name in the source file elemstate = '2p' ename = re.sub('[^A-Za-z]', '', lb[2]) if verbose: print(f"{ename + elemstate} = Atom('{lb[2]}', {lb[1]})") db.SetMaterial(ename) # make two dummy reads itf.readline() itf.readline() # read fit parameters lb = itf.readline().decode("utf-8") lb = lb.strip() lb = multiblank.split(lb) a1 = float(lb[0]) a2 = float(lb[1]) a3 = float(lb[2]) a4 = float(lb[3]) c = float(lb[4]) b1 = float(lb[5]) b2 = float(lb[6]) b3 = float(lb[7]) b4 = float(lb[8]) db.SetF0([c, a1, b1, a2, b2, a3, b3, a4, b4], subset=elemstate) def add_f0_from_xop(db, xop, verbose=False): """ Read f0 data from f0_xop.dat and add it to the database. """ # some regular expressions elementstr = re.compile(r"^#S") multiblank = re.compile(r"\s+") while True: lb = xop.readline().decode("utf-8") if lb == "": break lb = lb.strip() if elementstr.match(lb): # found new element lb = multiblank.split(lb) # determine oxidation state and element name elemstate = re.sub('[A-Za-z]', '', lb[2]) for r, o in zip(('dot', 'p', 'm'), ('.', '+', '-')): elemstate = elemstate.replace(o, r) ename = re.sub('[^A-Za-z]', '', lb[2]) if verbose: print(f"{ename + elemstate} = Atom('{lb[2]}', {lb[1]})") db.SetMaterial(ename) # make nine dummy reads for _ in range(9): xop.readline() # read fit parameters lb = xop.readline().decode("utf-8") lb = lb.strip() lb = multiblank.split(lb) a1 = float(lb[0]) a2 = float(lb[1]) a3 = float(lb[2]) a4 = float(lb[3]) a5 = float(lb[4]) c = float(lb[5]) b1 = float(lb[6]) b2 = float(lb[7]) b3 = float(lb[8]) b4 = float(lb[9]) b5 = float(lb[10]) db.SetF0([c, a1, b1, a2, b2, a3, b3, a4, b4, a5, b5]) def add_f1f2_from_henkedb(db, hf, verbose=False): """ Read f1 and f2 data from Henke database and add it to the database. """ # some regular expressions elementstr = re.compile(r"^#S") multiblank = re.compile(r"\s+") invalidelem = re.compile(r"[^A-Za-z]") while True: lb = hf.readline().decode("utf-8") if lb == "": break lb = lb.strip() if elementstr.match(lb): # found new element lb = multiblank.split(lb) enum = lb[1] ename = lb[2] # check if this is not some funny isotope if invalidelem.findall(ename) == []: if verbose: print(f"set element {ename}") db.SetMaterial(ename) # make one dummy read for _ in range(5): hf.readline() # read data en_list = [] f1_list = [] f2_list = [] while True: lb = hf.readline().decode("utf-8") lb = lb.strip() lb = multiblank.split(lb) en = float(lb[0]) # to account for wrong f1 definition in Henke db f1 = float(lb[1]) - float(enum) f2 = float(lb[2]) en_list.append(en) f1_list.append(f1) f2_list.append(f2) if en == 30000.: db.SetF1F2(en_list, f1_list, f2_list) break def add_f1f2_from_kissel(db, kf, verbose=False): """ Read f1 and f2 data from Henke database and add it to the database. """ # some regular expressions elementstr = re.compile(r"^#S") multiblank = re.compile(r"\s+") invalidelem = re.compile(r"[^A-Za-z]") while True: lb = kf.readline().decode("utf-8") if lb == "": break lb = lb.strip() if elementstr.match(lb): # found new element lb = multiblank.split(lb) enum = lb[1] ename = lb[2] # check if this is not some funny isotope if invalidelem.findall(ename) == []: if verbose: print(f"set element {ename}") db.SetMaterial(ename) # make 28 dummy reads for _ in range(28): kf.readline() # read data en_list = [] f1_list = [] f2_list = [] while True: lb = kf.readline().decode("utf-8") lb = lb.strip() lb = multiblank.split(lb) en = float(lb[0]) * 1000 # convert energy # to account for wrong f1 definition in Henke db f1 = float(lb[4]) - float(enum) f2 = float(lb[5]) en_list.append(en) f1_list.append(f1) f2_list.append(f2) if en == 10000000.: db.SetF1F2(en_list, f1_list, f2_list) break def add_f1f2_from_ascii_file(db, asciifile, element, verbose=False): """ Read f1 and f2 data for specific element from ASCII file (3 columns) and save it to the database. """ # parse the f1f2 file try: af = numpy.loadtxt(asciifile) except OSError: print("cannot open f1f2 database file") return if verbose: print(f"set element {element}") db.SetMaterial(element) en = af[:, 0] f1 = af[:, 1] f2 = af[:, 2] db.SetF1F2(en, f1, f2) def add_mass_from_NIST(db, nistfile, verbose=False): """ Read atoms standard mass and save it to the database. The mass of the natural isotope mixture is taken from the NIST data! """ # some regular expressions isotope = re.compile(r"^Atomic Number =") standardw = re.compile(r"^Standard Atomic Weight") relativew = re.compile(r"^Relative Atomic Mass") number = re.compile(r"[0-9.]+") multiblank = re.compile(r"\s+") # parse the nist file with open(nistfile, "r") as nf: while True: lb = nf.readline() if lb == "": break lb = lb.strip() if isotope.match(lb): # found new element lb = multiblank.split(lb) lb = nf.readline() lb = lb.strip() lb = multiblank.split(lb) ename = lb[-1] if verbose: print(f"set element {ename}") db.SetMaterial(ename) # read data while True: lb = nf.readline() lb = lb.strip() if relativew.match(lb): lb = multiblank.split(lb) # extract fallback weight w = float(number.findall(lb[-1])[0]) db.SetWeight(w * scipy.constants.atomic_mass) elif standardw.match(lb): lb = multiblank.split(lb) # extract average weight try: w = float(number.findall(lb[-1])[0]) db.SetWeight(w * scipy.constants.atomic_mass) except IndexError: pass break def add_color_from_JMOL(db, cfile, verbose=False): """ Read color from JMOL color table and save it to the database. """ with open(cfile, "r") as f: for line in f.readlines(): s = line.split() ename = s[1] color = [float(num)/255. for num in s[2].strip('[]').split(',')] color = tuple(color) if verbose: print(f"set element {ename}") db.SetMaterial(ename) db.SetColor(color) def add_radius_from_WIKI(db, dfile, verbose=False): """ Read radius from Wikipedia radius table and save it to the database. """ with open(dfile, "r") as f: for line in f.readlines(): s = line.split(',') ename = s[1] radius = float(s[3]) / 100. if verbose: print(f"set element {ename}") db.SetMaterial(ename) db.SetRadius(radius) def createAndFillDatabase(fname, dpath=None, verbose=False): """ function to create the database and fill it with values from the various source files. Parameters ---------- fname : str Filename of the database to be created (including the path) dpath : str, optional directory where all the source data files are stored verbose : bool, optional flag to determine the verbosity of the script (default: False) """ if dpath is None: dpath = os.path.join(os.path.dirname(__file__), 'data') dbf = DataBase(fname) dbf.Create('elementdata', 'Database with elemental data from XOP and Kissel databases') init_material_db(dbf) # add a dummy element, this is useful not only for testing and should be # kept in future! It can be used for structure factor calculation tests, # and shows how the a database entry can be generated manually dbf.SetMaterial('Dummy') dbf.SetF0([1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0]) # atomic structure factors dbf.SetF1F2((0, 1e5), (0, 0), (0, 0)) # zero dispersion correction dbf.SetWeight(scipy.constants.atomic_mass) dbf.SetRadius(1) add_mass_from_NIST(dbf, os.path.join(dpath, 'nist_atom.dat'), verbose) add_color_from_JMOL(dbf, os.path.join(dpath, 'colors.dat'), verbose) add_radius_from_WIKI(dbf, os.path.join(dpath, 'atomic_radius.dat'), verbose) # add F0(Q) for every element # with lzma.open(os.path.join('data', 'f0_xop.dat.xz'), 'r') as xop: # add_f0_from_xop(dbf, xop, verbose) with lzma.open(os.path.join(dpath, 'f0_InterTables.dat.xz'), 'r') as itf: add_f0_from_intertab(dbf, itf, verbose) # add F1 and F2 from database with lzma.open(os.path.join(dpath, 'f1f2_asf_Kissel.dat.xz'), 'r') as kf: add_f1f2_from_kissel(dbf, kf, verbose) # with lzma.open(os.path.join(dpath, 'f1f2_Henke.dat'), 'r') as hf: # add_f1f2_from_henkedb(dbf, hf, verbose) # Also its possible to add custom data from different databases; e.g. # created by Hepaestus (http://bruceravel.github.io/demeter/). This is also # possible for specific elements only, therefore extract the data from # Hephaestus or any other source producing ASCII files with three columns # (energy (eV), f1, f2). To import such data use: # add_f1f2_from_ascii_file(dbf, os.path.join(dpath, 'Ga.f1f2'), 'Ga', # verbose) dbf.Close() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/elements.py0000644000175100002000000001356314742413365023452 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (C) 2010-2020 Dominik Kriegner from .atom import Atom Dummy = Atom('Dummy', 0) H = Atom('H', 1) Hdot = Atom('H.', 1) H1m = Atom('H1-', 1) D = Atom('D', 1) T = Atom('T', 1) He = Atom('He', 2) Li = Atom('Li', 3) Li1p = Atom('Li1+', 3) Be = Atom('Be', 4) Be2p = Atom('Be2+', 4) B = Atom('B', 5) C = Atom('C', 6) Cdot = Atom('C.', 6) N = Atom('N', 7) O = Atom('O', 8) O1m = Atom('O1-', 8) O2mdot = Atom('O2-.', 8) O2m = Atom('O2-.', 8) F = Atom('F', 9) F1m = Atom('F1-', 9) Ne = Atom('Ne', 10) Na = Atom('Na', 11) Na1p = Atom('Na1+', 11) Mg = Atom('Mg', 12) Mg2p = Atom('Mg2+', 12) Al = Atom('Al', 13) Al3p = Atom('Al3+', 13) Si = Atom('Si', 14) Sidot = Atom('Si.', 14) Si4p = Atom('Si4+', 14) P = Atom('P', 15) S = Atom('S', 16) Cl = Atom('Cl', 17) Cl1m = Atom('Cl1-', 17) Ar = Atom('Ar', 18) K = Atom('K', 19) K1p = Atom('K1+', 19) Ca = Atom('Ca', 20) Ca2p = Atom('Ca2+', 20) Sc = Atom('Sc', 21) Sc3p = Atom('Sc3+', 21) Ti = Atom('Ti', 22) Ti2p = Atom('Ti2+', 22) Ti3p = Atom('Ti3+', 22) Ti4p = Atom('Ti4+', 22) V = Atom('V', 23) V2p = Atom('V2+', 23) V3p = Atom('V3+', 23) V5p = Atom('V5+', 23) Cr = Atom('Cr', 24) Cr2p = Atom('Cr2+', 24) Cr3p = Atom('Cr3+', 24) Mn = Atom('Mn', 25) Mn2p = Atom('Mn2+', 25) Mn3p = Atom('Mn3+', 25) Mn4p = Atom('Mn4+', 25) Fe = Atom('Fe', 26) Fe2p = Atom('Fe2+', 26) Fe3p = Atom('Fe3+', 26) Co = Atom('Co', 27) Co2p = Atom('Co2+', 27) Co3p = Atom('Co3+', 27) Ni = Atom('Ni', 28) Ni2p = Atom('Ni2+', 28) Ni3p = Atom('Ni3+', 28) Cu = Atom('Cu', 29) Cu1p = Atom('Cu1+', 29) Cu2p = Atom('Cu2+', 29) Zn = Atom('Zn', 30) Zn2p = Atom('Zn2+', 30) Ga = Atom('Ga', 31) Ga3p = Atom('Ga3+', 31) Ge = Atom('Ge', 32) Ge4p = Atom('Ge4+', 32) As = Atom('As', 33) Se = Atom('Se', 34) Br = Atom('Br', 35) Br1m = Atom('Br1-', 35) Kr = Atom('Kr', 36) Rb = Atom('Rb', 37) Rb1p = Atom('Rb1+', 37) Sr = Atom('Sr', 38) Sr2p = Atom('Sr2+', 38) Y = Atom('Y', 39) Y3p = Atom('Y3+', 39) Zr = Atom('Zr', 40) Zr4p = Atom('Zr4+', 40) Nb = Atom('Nb', 41) Nb3p = Atom('Nb3+', 41) Nb5p = Atom('Nb5+', 41) Mo = Atom('Mo', 42) Mo3p = Atom('Mo3+', 42) Mo5p = Atom('Mo5+', 42) Mo6p = Atom('Mo6+', 42) Tc = Atom('Tc', 43) Ru = Atom('Ru', 44) Ru3p = Atom('Ru3+', 44) Ru4p = Atom('Ru4+', 44) Rh = Atom('Rh', 45) Rh3p = Atom('Rh3+', 45) Rh4p = Atom('Rh4+', 45) Pd = Atom('Pd', 46) Pd2p = Atom('Pd2+', 46) Pd4p = Atom('Pd4+', 46) Ag = Atom('Ag', 47) Ag1p = Atom('Ag1+', 47) Ag2p = Atom('Ag2+', 47) Cd = Atom('Cd', 48) Cd2p = Atom('Cd2+', 48) In = Atom('In', 49) In3p = Atom('In3+', 49) Sn = Atom('Sn', 50) Sn2p = Atom('Sn2+', 50) Sn4p = Atom('Sn4+', 50) Sb = Atom('Sb', 51) Sb3p = Atom('Sb3+', 51) Sb5p = Atom('Sb5+', 51) Te = Atom('Te', 52) I = Atom('I', 53) I1m = Atom('I1-', 53) Xe = Atom('Xe', 54) Cs = Atom('Cs', 55) Cs1p = Atom('Cs1+', 55) Ba = Atom('Ba', 56) Ba2p = Atom('Ba2+', 56) La = Atom('La', 57) La3p = Atom('La3+', 57) Ce = Atom('Ce', 58) Ce3p = Atom('Ce3+', 58) Ce4p = Atom('Ce4+', 58) Pr = Atom('Pr', 59) Pr3p = Atom('Pr3+', 59) Pr4p = Atom('Pr4+', 59) Nd = Atom('Nd', 60) Nd3p = Atom('Nd3+', 60) Pm = Atom('Pm', 61) Pm3p = Atom('Pm3+', 61) Sm = Atom('Sm', 62) Sm3p = Atom('Sm3+', 62) Eu = Atom('Eu', 63) Eu2p = Atom('Eu2+', 63) Eu3p = Atom('Eu3+', 63) Gd = Atom('Gd', 64) Gd3p = Atom('Gd3+', 64) Tb = Atom('Tb', 65) Tb3p = Atom('Tb3+', 65) Dy = Atom('Dy', 66) Dy3p = Atom('Dy3+', 66) Ho = Atom('Ho', 67) Ho3p = Atom('Ho3+', 67) Er = Atom('Er', 68) Er3p = Atom('Er3+', 68) Tm = Atom('Tm', 69) Tm3p = Atom('Tm3+', 69) Yb = Atom('Yb', 70) Yb2p = Atom('Yb2+', 70) Yb3p = Atom('Yb3+', 70) Lu = Atom('Lu', 71) Lu3p = Atom('Lu3+', 71) Hf = Atom('Hf', 72) Hf4p = Atom('Hf4+', 72) Ta = Atom('Ta', 73) Ta5p = Atom('Ta5+', 73) W = Atom('W', 74) W6p = Atom('W6+', 74) Re = Atom('Re', 75) Os = Atom('Os', 76) Os4p = Atom('Os4+', 76) Ir = Atom('Ir', 77) Ir3p = Atom('Ir3+', 77) Ir4p = Atom('Ir4+', 77) Pt = Atom('Pt', 78) Pt2p = Atom('Pt2+', 78) Pt4p = Atom('Pt4+', 78) Au = Atom('Au', 79) Au1p = Atom('Au1+', 79) Au3p = Atom('Au3+', 79) Hg = Atom('Hg', 80) Hg1p = Atom('Hg1+', 80) Hg2p = Atom('Hg2+', 80) Tl = Atom('Tl', 81) Tl1p = Atom('Tl1+', 81) Tl3p = Atom('Tl3+', 81) Pb = Atom('Pb', 82) Pb2p = Atom('Pb2+', 82) Pb4p = Atom('Pb4+', 82) Bi = Atom('Bi', 83) Bi3p = Atom('Bi3+', 83) Bi5p = Atom('Bi5+', 83) Po = Atom('Po', 84) At = Atom('At', 85) Rn = Atom('Rn', 86) Fr = Atom('Fr', 87) Ra = Atom('Ra', 88) Ra2p = Atom('Ra2+', 88) Ac = Atom('Ac', 89) Ac3p = Atom('Ac3+', 89) Th = Atom('Th', 90) Th4p = Atom('Th4+', 90) Pa = Atom('Pa', 91) U = Atom('U', 92) U3p = Atom('U3+', 92) U4p = Atom('U4+', 92) U6p = Atom('U6+', 92) Np = Atom('Np', 93) Np3p = Atom('Np3+', 93) Np4p = Atom('Np4+', 93) Np6p = Atom('Np6+', 93) Pu = Atom('Pu', 94) Pu3p = Atom('Pu3+', 94) Pu4p = Atom('Pu4+', 94) Pu6p = Atom('Pu6+', 94) Am = Atom('Am', 95) Cm = Atom('Cm', 96) Bk = Atom('Bk', 97) Cf = Atom('Cf', 98) Es = Atom("Es", 99) Fm = Atom("Fm", 100) Md = Atom("Md", 101) No = Atom("No", 102) Lr = Atom("Lr", 103) Rf = Atom("Rf", 104) Db = Atom("Db", 105) Sg = Atom("Sg", 106) Bh = Atom("Bh", 107) Hs = Atom("Hs", 108) Mt = Atom("Mt", 109) Ds = Atom("Ds", 110) Rg = Atom("Rg", 111) Cn = Atom("Cn", 112) Uut = Atom("Uut", 113) Uuq = Atom("Uuq", 114) Uup = Atom("Uup", 115) Uuh = Atom("Uuh", 116) Uus = Atom("Uus", 117) Uuo = Atom("Uuo", 118) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/heuslerlib.py0000644000175100002000000002267514742413365024000 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2018-2020, 2023 Dominik Kriegner """ implement convenience functions to define Heusler materials. """ from . import elements from .material import Crystal from .spacegrouplattice import SGLattice __all__ = ['FullHeuslerCubic225', 'FullHeuslerCubic225_A2', 'FullHeuslerCubic225_B2', 'FullHeuslerCubic225_DO3', 'HeuslerHexagonal194', 'HeuslerTetragonal119', 'HeuslerTetragonal139', 'InverseHeuslerCubic216'] def _check_elements(*elem): ret = [] for el in elem: if isinstance(el, str): ret.append(getattr(elements, el)) else: ret.append(el) return ret def FullHeuslerCubic225(X, Y, Z, a, biso=(0, 0, 0), occ=(1, 1, 1)): """ Full Heusler structure with formula X2YZ. Strukturberichte symbol L2_1; space group Fm-3m (225) Parameters ---------- X, Y, Z : str or Element elements a : float cubic lattice parameter in angstrom biso : list of floats, optional Debye Waller factors for X, Y, Z elements occ : list of floats, optional occupation numbers for the elements X, Y, Z Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(225, a, atoms=[x, y, z], pos=['8c', '4a', '4b'], b=biso, occ=occ)) def FullHeuslerCubic225_B2(X, Y, Z, a, b2dis, biso=(0, 0, 0), occ=(1, 1, 1)): """ Full Heusler structure with formula X2YZ. Strukturberichte symbol L2_1; space group Fm-3m (225) with B2-type (CsCl) disorder Parameters ---------- X, Y, Z : str or Element elements a : float cubic lattice parameter in angstrom b2dis : float amount of B2-type disorder (0: fully ordered, 1: fully disordered) biso : list of floats, optional Debye Waller factors for X, Y, Z elements occ : list of floats, optional occupation numbers for the elements X, Y, Z Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(225, a, atoms=[x, y, z, y, z], pos=['8c', '4a', '4b', '4b', '4a'], occ=[1*occ[0], (1-b2dis/2.)*occ[1], (1-b2dis/2.)*occ[2], b2dis/2.*occ[1], b2dis/2.*occ[2]], b=biso + [biso[1], biso[2]])) def FullHeuslerCubic225_A2(X, Y, Z, a, a2dis, biso=(0, 0, 0), occ=(1, 1, 1)): """ Full Heusler structure with formula X2YZ. Strukturberichte symbol L2_1; space group Fm-3m (225) with A2-type (W) disorder Parameters ---------- X, Y, Z : str or Element elements a : float cubic lattice parameter in angstrom a2dis : float amount of A2-type disorder (0: fully ordered, 1: fully disordered) biso : list of floats, optional Debye Waller factors for X, Y, Z elements occ : list of floats, optional occupation numbers for the elements X, Y, Z Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(225, a, atoms=[x, x, x, y, y, y, z, z, z], pos=['8c', '4a', '4b', '8c', '4a', '4b', '8c', '4a', '4b'], occ=[(1-a2dis/2.)*occ[0], a2dis/2.*occ[0], a2dis/2.*occ[0], a2dis/4.*occ[1], (1-a2dis*3./4.)*occ[1], a2dis/4.*occ[1], a2dis/4.*occ[2], a2dis/4.*occ[2], (1-a2dis*3./4.)*occ[2]], b=[biso[0], ]*3 + [biso[1], ]*3 + [biso[2], ]*3)) def FullHeuslerCubic225_DO3(X, Y, Z, a, do3disxy, do3disxz, biso=(0, 0, 0), occ=(1, 1, 1)): """ Full Heusler structure with formula X2YZ. Strukturberichte symbol L2_1; space group Fm-3m (225) with DO_3-type (BiF3) disorder, either between atoms X <-> Y or X <-> Z. Parameters ---------- X, Y, Z : str or Element elements a : float cubic lattice parameter in angstrom do3disxy : float amount of DO_3-type disorder between X and Y atoms (0: fully ordered, 1: fully disordered) do3disxz : float amount of DO_3-type disorder between X and Z atoms (0: fully ordered, 1: fully disordered) biso : list of floats, optional Debye Waller factors for X, Y, Z elements occ : list of floats, optional occupation numbers for the elements X, Y, Z Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(225, a, atoms=[x, y, z, x, y, x, z], pos=['8c', '4a', '4b', '4a', '8c', '4b', '8c'], occ=[(1-do3disxy/3.-do3disxz/3.)*occ[0], (1-do3disxy*2/3.)*occ[1], (1-do3disxz*2/3.)*occ[2], do3disxy*2/3.*occ[0], do3disxy*1/3.*occ[1], do3disxz*2/3.*occ[0], do3disxz*1/3.*occ[2]], b=biso + [biso[0], biso[1]] + [biso[0], biso[2]])) def InverseHeuslerCubic216(X, Y, Z, a, biso=(0, 0, 0), occ=(1, 1, 1)): """ Full Heusler structure with formula (XY)X'Z structure; space group F-43m (216) Parameters ---------- X, Y, Z : str or Element elements a : float cubic lattice parameter in angstrom Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'({x.basename}{y.basename}){x.basename}\'{z.basename}', SGLattice(216, a, atoms=[x, x, y, z], pos=['4a', '4d', '4b', '4c'], b=[biso[0], ] + biso, occ=[occ[0], ] + occ)) def HeuslerTetragonal139(X, Y, Z, a, c, biso=(0, 0, 0), occ=(1, 1, 1)): """ Tetragonal Heusler structure with formula X2YZ space group I4/mmm (139) Parameters ---------- X, Y, Z : str or Element elements a, c : float tetragonal lattice parameters in angstrom Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(139, a, c, atoms=[x, y, z], pos=['4d', '2b', '2a'], b=biso, occ=occ)) def HeuslerTetragonal119(X, Y, Z, a, c, biso=(0, 0, 0), occ=(1, 1, 1)): """ Tetragonal Heusler structure with formula X2YZ space group I-4m2 (119) Parameters ---------- X, Y, Z : str or Element elements a, c : float tetragonal lattice parameters in angstrom Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}2{y.basename}{z.basename}', SGLattice(119, a, c, atoms=[x, x, y, z], pos=['2b', '2c', '2d', '2a'], b=[biso[0], ] + biso, occ=[occ[0], ] + occ)) def HeuslerHexagonal194(X, Y, Z, a, c, biso=(0, 0, 0), occ=(1, 1, 1)): """ Hexagonal Heusler structure with formula XYZ space group P63/mmc (194) Parameters ---------- X, Y, Z : str or Element elements a, c : float hexagonal lattice parameters in angstrom Returns ------- Crystal Crystal describing the Heusler material """ x, y, z = _check_elements(X, Y, Z) return Crystal(f'{x.basename}{y.basename}{z.basename}', SGLattice(194, a, c, atoms=[x, y, z], pos=['2a', '2c', '2d'], b=biso, occ=occ)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/material.py0000644000175100002000000021431214742413365023427 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (c) 2009-2025 Dominik Kriegner # Copyright (C) 2012 Tanja Etzelstorfer # Copyright (C) 2022 Vinícius Frehse """ Classes decribing materials. Materials are devided with respect to their crystalline state in either Amorphous or Crystal types. While for most materials their crystalline state is defined few materials are also included as amorphous which can be useful for calculation of their optical properties. """ import abc import copy import numbers import operator import re import warnings from math import ceil, copysign, isclose import numpy import scipy.optimize from .. import config, math, utilities from ..exception import InputError from ..math import VecCross, VecDot, VecNorm from . import cif, elements from .atom import Atom from .spacegrouplattice import WyckoffBase numpy.seterr(divide='ignore', invalid='ignore') map_ijkl2ij = {"00": 0, "11": 1, "22": 2, "12": 3, "20": 4, "01": 5, "21": 6, "02": 7, "10": 8} map_ij2ijkl = {"0": [0, 0], "1": [1, 1], "2": [2, 2], "3": [1, 2], "4": [2, 0], "5": [0, 1], "6": [2, 1], "7": [0, 2], "8": [1, 0]} def index_map_ijkl2ij(i, j): return map_ijkl2ij[f"{i}{j}"] def index_map_ij2ijkl(ij): return map_ij2ijkl[f"{ij}"] def check_symmetric(matrix): return numpy.allclose(matrix, matrix.T, rtol=1e-05, atol=1e-08) def Cij2Cijkl(cij): """ Converts the elastic constants matrix (tensor of rank 2) to the full rank 4 cijkl tensor. Parameters ---------- cij : array-like (6, 6) cij matrix Returns ------- cijkl ndarray (3, 3, 3, 3) cijkl tensor as numpy array """ # first have to build a 9x9 matrix from the 6x6 one m = numpy.zeros((9, 9), dtype=numpy.double) m[0:6, 0:6] = cij[:, :] m[6:9, 0:6] = cij[3:6, :] m[0:6, 6:9] = cij[:, 3:6] m[6:9, 6:9] = cij[3:6, 3:6] # now create the full tensor cijkl = numpy.empty((3, 3, 3, 3), dtype=numpy.double) for i in range(0, 3): for j in range(0, 3): for k in range(0, 3): for n in range(0, 3): mi = index_map_ijkl2ij(i, j) mj = index_map_ijkl2ij(k, n) cijkl[i, j, k, n] = m[mi, mj] return cijkl def Cij2Sijkl(cij): """ Converts the elastic constants matrix (tensor of rank 2) to the full rank 4 sijkl compliance tensor. Parameters ---------- cij : array-like (6, 6) cij matrix Returns ------- sijkl ndarray (3, 3, 3, 3) sijkl tensor as numpy array """ sij = numpy.linalg.inv(cij) sij[0:3, 0:3] = sij[0:3, 0:3] sij[3:6, 3:6] = sij[3:6, 3:6]/4 sij[0:3, 3:6] = sij[0:3, 3:6]/2 sij[3:6, 0:3] = sij[3:6, 0:3]/2 sijkl = Cij2Cijkl(sij) return sijkl def Cijkl2Cij(cijkl): """ Converts the full rank 4 tensor of the elastic constants to the (6, 6) matrix of elastic constants. Parameters ---------- cijkl ndarray (3, 3, 3, 3) cijkl tensor as numpy array Returns ------- cij : array-like (6, 6) cij matrix """ cij = numpy.empty((6, 6), dtype=numpy.double) for i in range(6): for j in range(6): ij = index_map_ij2ijkl(i) kl = index_map_ij2ijkl(j) cij[i, j] = cijkl[ij[0], ij[1], kl[0], kl[1]] return cij class Material(utilities.ABC): """ base class for all Materials. common properties of amorphous and crystalline materials are described by this class from which Amorphous and Crystal are derived from. """ def __init__(self, name, cij=None): if cij is None: self.cij = numpy.zeros((6, 6), dtype=numpy.double) self.cijkl = numpy.zeros((3, 3, 3, 3), dtype=numpy.double) elif isinstance(cij, (tuple, list, numpy.ndarray)): self.cij = numpy.asarray(cij, dtype=numpy.double) self.cijkl = Cij2Cijkl(self.cij) else: raise TypeError("Elastic constants must be a list or numpy array!") self.name = name self.transform = lambda x: x self._density = None def __getattr__(self, name): if name.startswith("c"): index = name[1:] if len(index) > 2: raise AttributeError("Cij indices must be between 1 and 6") i = int(index[0]) j = int(index[1]) if i > 6 or i < 1 or j > 6 or j < 1: raise AttributeError("Cij indices must be between 1 and 6") cij = Cijkl2Cij(self.transform(Cij2Cijkl(self.cij))) return cij[i - 1, j - 1] return object.__getattribute__(self, name) def _getmu(self): return self.cij[3, 3] def _getlam(self): return self.cij[0, 1] def _getnu(self): return self.lam / 2. / (self.mu + self.lam) def _getdensity(self): return self._density density = property(_getdensity) mu = property(_getmu) lam = property(_getlam) nu = property(_getnu) @abc.abstractmethod def delta(self, en='config'): """ abstract method which every implementation of a Material has to override """ @abc.abstractmethod def ibeta(self, en='config'): """ abstract method which every implementation of a Material has to override """ def chi0(self, en='config'): """ calculates the complex chi_0 values often needed in simulations. They are closely related to delta and beta (n = 1 + chi_r0/2 + i*chi_i0/2 vs. n = 1 - delta + i*beta) """ return (-2 * self.delta(en) + 2j * self.ibeta(en)) def idx_refraction(self, en="config"): """ function to calculate the complex index of refraction of a material in the x-ray range Parameters ---------- en : energy of the x-rays, if omitted the value from the xrayutilities configuration is used Returns ------- n (complex) """ n = 1. - self.delta(en) + 1.j * self.ibeta(en) return n def critical_angle(self, en='config', deg=True): """ calculate critical angle for total external reflection Parameters ---------- en : float or str, optional energy of the x-rays in eV, if omitted the value from the xrayutilities configuration is used deg : bool, optional return angle in degree if True otherwise radians (default:True) Returns ------- float Angle of total external reflection """ rn = 1. - self.delta(en) alphac = numpy.arccos(rn) if deg: alphac = numpy.degrees(alphac) return alphac def absorption_length(self, en='config'): """ wavelength dependent x-ray absorption length defined as mu = lambda/(2*pi*2*beta) with lambda and beta as the x-ray wavelength and complex part of the refractive index respectively. Parameters ---------- en : float or str, optional energy of the x-rays in eV Returns ------- float the absorption length in um """ if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) return utilities.en2lam(en) / (2 * numpy.pi * self.ibeta(en) * 2) / 1e4 def youngs_modulus(self, direction, sijkl=None): """ Obtain Youngs Modulus for a certain direction Parameters ---------- direction: vector (array of length 3) Vectorial direction for this the Youngs modulus should be obtained. This does not need to be normalized. Returns ------- Youngs modulus in Pa """ n = math.VecUnit(direction) if sijkl is None: sijkl = Cij2Sijkl(self.cij) return 1 / numpy.einsum("ijkl,i,j,k,l", sijkl, n, n, n, n) def poisson_ratio(self, direction, perpendicular): """ Obtain the Poisson ratio for a certain extenstion direction and one perpendicular direction. Parameters ---------- direction: vector (array of length 3) Axial extension direction. perpendicular: vector Lateral contraction direction. Returns ------- Poisson ratio """ n = math.VecUnit(direction) m = math.VecUnit(perpendicular) sijkl = Cij2Sijkl(self.cij) E = self.youngs_modulus(n, sijkl=sijkl) return -E * numpy.einsum("ijkl,i,j,k,l", sijkl, n, n, m, m) def __str__(self): ostr = f"{self.__class__.__name__}: {self.name}\n" if numpy.any(self.cij): ostr += "Elastic tensor (6x6):\n" d = numpy.get_printoptions() numpy.set_printoptions(precision=2, linewidth=78, suppress=False) ostr += str(self.cij) + '\n' numpy.set_printoptions(**d) return ostr def GetStrain(self, sig): """ Obtains the strain matrix (3x3) from an applied stress matrix (3x3) using a material's full rank elastic tensor (3x3x3x3). The full stress matrix (3x3) needs to be given. The results can then be used as an input in ApplyStrain. Inverse operation of GetStress. Parameters ---------- sig : list, tuple or array-like stress matrix (3x3) in N/m^2 """ if isinstance(sig, (list, tuple)): if check_symmetric(sig): sig = numpy.asarray(sig, dtype=numpy.double) else: raise InputError("GetStrain needs a symmetric matrix") if sig.shape != (3, 3): raise InputError("GetStrain needs a 3x3 matrix " "with stress values") if not numpy.any(self.cij): raise InputError("GetStrain needs a crystal " "with a defined Elastic Tensor") elastic_fr = Cij2Sijkl(self.cij) strain = numpy.einsum('ijkl,kl->ij', elastic_fr, sig) return strain def GetStress(self, eps): """ Obtains the stress matrix (3x3) from an applied strain matrix (3x3) using a material's full rank elastic tensor (3x3x3x3). The full strain matrix (3x3) needs to be given. Inverse operation of GetStrain. Parameters ---------- eps : list, tuple or array-like strain matrix (3x3) """ if isinstance(eps, (list, tuple)): if check_symmetric(eps): eps = numpy.asarray(eps, dtype=numpy.double) else: raise InputError("GetStress needs a symmetric matrix") if eps.shape != (3, 3): raise InputError("GetStress needs a 3x3 matrix " "with stress values") if not numpy.any(self.cij): raise InputError("GetStress needs a crystal " "with a defined Elastic Tensor") elastic_fr = Cij2Cijkl(self.cij) stress = numpy.einsum('ijkl,kl->ij', elastic_fr, eps) return stress class Amorphous(Material): """ amorphous materials are described by this class """ def __init__(self, name, density, atoms=None, cij=None): """ constructor of an amorphous material. The amorphous material is described by its density and atom composition. Parameters ---------- name : str name of the material. To allow automatic parsing of the chemical elements use the abbreviation of the chemical element from the periodic table. To specify alloys, use e.g. 'Ir0.2Mn0.8' or 'H2O'. density : float mass density in kg/m^3 atoms : list, optional list of atoms together with their fractional content. When the name is a simply chemical formula then this can be None. To specify more complicated materials use [('Ir', 0.2), ('Mn', 0.8), ...]. Instead of the elements as string you can also use an Atom object. If the contents to not add up to 1 they will be normalized without notice. cij : array-like, optional elasticity matrix """ super().__init__(name, cij) self._density = density self.base = [] if atoms is None: comp = Amorphous.parseChemForm(name) if config.VERBOSITY >= config.DEBUG: ceq = "".join([f"{e.name}{c:.2f} " for e, c in comp]) print(f"XU.materials.Amorphous: using '{ceq}' as formula") for (e, c) in comp: self.base.append((e, c)) else: frsum = numpy.sum([at[1] for at in atoms]) for at, fr in atoms: if not isinstance(at, Atom): a = getattr(elements, at) else: a = at self.base.append((a, fr/frsum)) @staticmethod def parseChemForm(cstring): """ Parse a string containing a simple chemical formula and transform it to a list of elements together with their relative atomic fraction. e.g. 'H2O' -> [(H, 2/3), (O, 1/3)], where H and O are the Element objects of Hydrogen and Oxygen. Note that every chemical element needs to start with a capital letter! Complicated formulas containing bracket are not supported! Parameters ---------- cstring : str string containing the chemical fomula Returns ------- list of tuples chemical element and atomic fraction """ if re.findall(r'[\(\)]', cstring): raise ValueError( f"unsupported chemical formula ({cstring}) given.") elems = re.findall('[A-Z][^A-Z]*', cstring) r = re.compile(r"([a-zA-Z]+)([0-9\.]+)") ret = [] csum = 0 for e in elems: if r.match(e): elstr, cont = r.match(e).groups() cont = float(cont) else: elstr, cont = (e, 1.0) ret.append((elstr, cont)) csum += cont for i, r in enumerate(ret): ret[i] = (getattr(elements, r[0]), r[1]/csum) return ret def _get_f(self, q, en): """ optimized method to calculate the atomic scattering factor for all atoms in the unit cell by calling the database only as much as needed. Parameters ---------- q : float or array-like momentum transfer for which the atomic scattering factor should be calculated en : float or str x-ray energy (eV) Returns ------- list atomic scattering factors for every atom in the unit cell """ f = {} for at, _ in self.base: if at.num not in f: f[at.num] = at.f(q, en) return [f[a.num] for a, o in self.base] def delta(self, en='config'): """ function to calculate the real part of the deviation of the refractive index from 1 (n=1-delta+i*beta) Parameters ---------- en : float, array-like or str, optional energy of the x-rays in eV Returns ------- float or array-like """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) lam = utilities.en2lam(en) delta = 0. m = 0. f = self._get_f(0., en) for (at, occ), fa in zip(self.base, f): delta += numpy.real(fa) * occ m += at.weight * occ delta *= er / (2 * numpy.pi) * lam ** 2 / (m / self.density) * 1e-30 return delta def ibeta(self, en='config'): """ function to calculate the imaginary part of the deviation of the refractive index from 1 (n=1-delta+i*beta) Parameters ---------- en : float, array-like or str, optional energy of the x-rays in eV Returns ------- float or array-like """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) lam = utilities.en2lam(en) beta = 0. m = 0. f = self._get_f(0., en) for (at, occ), fa in zip(self.base, f): beta += numpy.imag(fa) * occ m += at.weight * occ beta *= er / (2 * numpy.pi) * lam ** 2 / (m / self.density) * 1e-30 return beta def chi0(self, en='config'): """ calculates the complex chi_0 values often needed in simulations. They are closely related to delta and beta (n = 1 + chi_r0/2 + i*chi_i0/2 vs. n = 1 - delta + i*beta) """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) lam = utilities.en2lam(en) beta = 0. delta = 0. m = 0. f = self._get_f(0., en) for (at, occ), f0 in zip(self.base, f): beta += numpy.imag(f0) * occ delta += numpy.real(f0) * occ m += at.weight * occ beta *= er / (2 * numpy.pi) * lam ** 2 / (m / self.density) * 1e-30 delta *= er / (2 * numpy.pi) * lam ** 2 / (m / self.density) * 1e-30 return -2 * delta + 2j * beta def __str__(self): ostr = super().__str__() ostr += f"density: {self.density:.2f}\n" if self.base: ostr += "atoms: " for at, o in self.base: ostr += f"({at.name}, {o:.3f}) " ostr += "\n" return ostr class Crystal(Material): """ Crystalline materials are described by this class """ def __init__(self, name, lat, cij=None, thetaDebye=None): super().__init__(name, cij) self.lattice = lat if isinstance(thetaDebye, numbers.Number): self.thetaDebye = float(thetaDebye) else: self.thetaDebye = thetaDebye Crystal.a = property( lambda self: self.lattice.a, lambda self, value: setattr(self.lattice, "a", value) ) Crystal.b = property( lambda self: self.lattice.b, lambda self, value: setattr(self.lattice, "b", value) ) Crystal.c = property( lambda self: self.lattice.c, lambda self, value: setattr(self.lattice, "c", value) ) Crystal.alpha = property( lambda self: self.lattice.alpha, lambda self, value: setattr(self.lattice, "alpha", value) ) Crystal.beta = property( lambda self: self.lattice.beta, lambda self, value: setattr(self.lattice, "beta", value) ) Crystal.gamma = property( lambda self: self.lattice.gamma, lambda self, value: setattr(self.lattice, "gamma", value) ) @classmethod def fromCIF(cls, ciffilestr, **kwargs): """ Create a Crystal from a CIF file. The default data-set from the cif file will be used to create the Crystal. Parameters ---------- ciffilestr : str, bytes filename of the CIF file or string representation of the CIF file kwargs : dict keyword arguments are passed to the init-method of CIFFile Returns ------- Crystal """ cf = cif.CIFFile(ciffilestr, **kwargs) lat = cf.SGLattice() return cls(cf.data[cf.default_dataset].name, lat) def loadLatticefromCIF(self, ciffilestr): """ load the unit cell data (lattice) from the CIF file. Other material properties stay unchanged. Parameters ---------- ciffilestr : str, bytes filename of the CIF file or string representation of the CIF file """ cf = cif.CIFFile(ciffilestr) self.lattice = cf.SGLattice() def toCIF(self, ciffilename): """ Export the Crystal to a CIF file. Parameters ---------- ciffilename : str filename of the CIF file """ cif.cifexport(ciffilename, self) @property def a1(self): return self.lattice.ai[0, :] @property def a2(self): return self.lattice.ai[1, :] @property def a3(self): return self.lattice.ai[2, :] @property def B(self): return self.lattice._qtransform.matrix def __eq__(self, other): """ compare if another Crystal instance is equal to the current one. Currently this considers only the lattice to be equal. Additional parameters like thetaDebye and the eleastic parameters are ignored. Parameters ---------- other: Crystal another instance of Crystal to compare """ return self.lattice == other.lattice def Q(self, *hkl): """ Return the Q-space position for a certain material. Parameters ---------- hkl : list or array-like Miller indices (or Q(h, k, l) is also possible) """ return self.lattice.GetQ(*hkl) def HKL(self, *q): """ Return the HKL-coordinates for a certain Q-space position. Parameters ---------- q : list or array-like Q-position. its also possible to use HKL(qx, qy, qz). """ return self.lattice.GetHKL(*q) def chemical_composition(self, natoms=None, with_spaces=False, ndigits=2): """ determine chemical composition from occupancy of atomic positions. Parameters ---------- mat : Crystal instance of Crystal natoms : int, optional number of atoms to normalize the formula, if None some automatic normalization is attempted using the greatest common divisor of the number of atoms per unit cell. If the number of atoms of any element is fractional natoms=1 is used. with_spaces : bool, optional add spaces between the different entries in the output string for CIF combatibility ndigits : int, optional number of digits to which floating point numbers are rounded to Returns ------- str representation of the chemical composition """ elem = {} for a in self.lattice.base(): e = a[0].name occ = a[2] if e in elem: elem[e] += occ else: elem[e] = occ natom = sum(list(elem.values())) isint = True for e in elem.values(): if not float(e).is_integer(): isint = False # determine number of atoms if not natoms: if isint: gcd = math.gcd([int(e) for e in elem.values()]) natoms = natom/gcd else: natoms = 1 # generate output strig cstr = "" fmtstr = "%d" if isint else f"%.{ndigits}f" for name, e in elem.items(): n = e / float(natom) * natoms cstr += name if n != 1: cstr += fmtstr % n cstr += " " if with_spaces else "" return cstr.strip() def environment(self, *pos, **kwargs): """ Returns a list of neighboring atoms for a given position within the unit cell. If the material does not contain any atoms a dummy atom will be placed on the unit cell corners. Parameters ---------- pos : list or array-like fractional coordinate in the unit cell maxdist : float maximum distance wanted in the list of neighbors (default: 7) Returns ------- list of tuples (distance, atomType, multiplicity) giving distance sorted list of atoms """ valid_kwargs = {'maxdist': 'maximum distance needed in the output'} utilities.check_kwargs(kwargs, valid_kwargs, 'Crystal.environment') maxdist = kwargs.get('maxdist', 7) if len(pos) < 3: pos = pos[0] if len(pos) < 3: raise InputError("need 3 coordinates of the " "reference position") refpos = self.lattice.ai.T @ pos lst = [] # determine lattice base if self.lattice.nsites > 0: base = list(self.lattice.base()) else: base = [(elements.Dummy, (0, 0, 0), 1, 0)] # find maximally needed super cell na = int(ceil(maxdist / math.VecNorm(self.a1))) nb = int(ceil(maxdist / math.VecNorm(self.a2))) nc = int(ceil(maxdist / math.VecNorm(self.a3))) nab = int(ceil(maxdist / math.VecNorm(self.a1 + self.a2))) nac = int(ceil(maxdist / math.VecNorm(self.a1 + self.a3))) nbc = int(ceil(maxdist / math.VecNorm(self.a2 + self.a3))) nabc = int(ceil(maxdist / math.VecNorm(self.a1 + self.a2 + self.a3))) Na = max(na, nab, nac, nabc) Nb = max(nb, nab, nbc, nabc) Nc = max(nc, nac, nbc, nabc) # determine distance of all atoms w.r.t. the refpos # pylint: disable=no-member ucidx = numpy.mgrid[-Na:Na+1, -Nb:Nb+1, -Nc:Nc+1].reshape(3, -1) for a, p, o, _ in base: ucpos = self.lattice.ai.T @ p pos = ucpos + numpy.einsum('ji, ...i', self.lattice.ai.T, ucidx.T) distance = math.VecNorm(pos - refpos) lst += [(d, a, o) for d in distance] # sort and merge return list lst.sort(key=operator.itemgetter(0, 1)) rl = [] if len(lst) < 1 or lst[0][0] > maxdist: return rl mult = lst[0][2] for i in range(1, len(lst)): if (isclose(lst[i - 1][0] - lst[i][0], 0, abs_tol=1e-8) and lst[i - 1][1] == lst[i][1]): mult += lst[i - 1][2] # add occupancy else: rl.append((lst[i - 1][0], lst[i - 1][1], mult)) mult = lst[i][2] if lst[i][0] > maxdist: break return rl def planeDistance(self, *hkl): """ determines the lattice plane spacing for the planes specified by (hkl) Parameters ---------- h, k, l : list, tuple or floats Miller indices of the lattice planes given either as list, tuple or seperate arguments Returns ------- float the lattice plane spacing Examples -------- >>> import xrayutilities as xu >>> xu.materials.Si.planeDistance(0, 0, 4) 1.3577600000000003 or >>> xu.materials.Si.planeDistance((1, 1, 1)) 3.1356124059796264 """ if len(hkl) < 3: hkl = hkl[0] if len(hkl) < 3: raise InputError("need 3 indices for the lattice point") return 2 * numpy.pi / math.VecNorm(self.Q(hkl)) def _getdensity(self): """ calculates the mass density of an material from the mass of the atoms in the unit cell. Returns ------- float mass density in kg/m^3 """ m = 0. for at, _, occ, _ in self.lattice.base(): m += at.weight * occ return m / self.lattice.UnitCellVolume() * 1e30 density = property(_getdensity) def _get_f(self, q, en): """ optimized method to calculate the atomic scattering factor for all atoms in the unit cell by calling the database only as much as needed. Parameters ---------- q : float or array-like momentum transfer for which the atomic scattering factor should be calculated en : float or str x-ray energy (eV) Returns ------- list atomic scattering factors for every atom in the unit cell """ f = {} if self.lattice.nsites > 0: for at, _, _, _ in self.lattice.base(): if at.num not in f: f[at.num] = at.f(q, en) return [f[a.num] for a, _, _, _ in self.lattice.base()] return None def _get_lamen(self, en): if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) lam = utilities.en2lam(en) return lam, en def delta(self, en='config'): """ function to calculate the real part of the deviation of the refractive index from 1 (n=1-delta+i*beta) Parameters ---------- en : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used Returns ------- float """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 lam, en = self._get_lamen(en) delta = 0. f = self._get_f(0, en) for (_, _, occ, _), fa in zip(self.lattice.base(), f): delta += numpy.real(fa) * occ delta *= er / (2 * numpy.pi) * lam ** 2 / \ self.lattice.UnitCellVolume() return delta def ibeta(self, en='config'): """ function to calculate the imaginary part of the deviation of the refractive index from 1 (n=1-delta+i*beta) Parameters ---------- en : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used Returns ------- float """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 lam, en = self._get_lamen(en) beta = 0. f = self._get_f(0, en) for (_, _, occ, _), fa in zip(self.lattice.base(), f): beta += numpy.imag(fa) * occ beta *= er / (2 * numpy.pi) * lam ** 2 / self.lattice.UnitCellVolume() return beta def chi0(self, en='config'): """ calculates the complex chi_0 values often needed in simulations. They are closely related to delta and beta (n = 1 + chi_r0/2 + i*chi_i0/2 vs. n = 1 - delta + i*beta) """ er = scipy.constants.physical_constants['classical electron radius'][0] er *= 1e10 lam, en = self._get_lamen(en) beta = 0. delta = 0. if self.lattice.nsites > 0: f = self._get_f(0, en) for (_, _, occ, _), f0 in zip(self.lattice.base(), f): beta += numpy.imag(f0) * occ delta += numpy.real(f0) * occ v = self.lattice.UnitCellVolume() beta *= er / (2 * numpy.pi) * lam ** 2 / v delta *= er / (2 * numpy.pi) * lam ** 2 / v return -2 * delta + 2j * beta def _debyewallerfactor(self, temp, qnorm): """ Calculate the Debye Waller temperature factor according to the Debye temperature Parameters ---------- temp : float actual temperature (K) qnorm : float or array-like norm of the q-vector(s) for which the factor should be calculated Returns ------- float or array-like the Debye Waller factor(s) with the same shape as qnorm """ if temp != 0 and self.thetaDebye: # W(q) = 3/2* hbar^2*q^2/(m*kB*tD) * (D1(tD/T)/(tD/T) + 1/4) # DWF = exp(-W(q)) consistent with Vaclav H. and several books hbar = scipy.constants.hbar kb = scipy.constants.Boltzmann x = self.thetaDebye / float(temp) m = 0. im = 0 for a, _, _, _ in self.lattice.base(): m += a.weight im += 1 m = m / float(im) exponentf = 3 / 2. * hbar ** 2 * 1.0e20 / \ (m * kb * self.thetaDebye) * (math.Debye1(x) / x + 0.25) if config.VERBOSITY >= config.DEBUG: print("XU.materials.Crystal: DWF = exp(-W*q**2) " f"W= {exponentf:g}") dwf = numpy.exp(-exponentf * qnorm ** 2) else: dwf = 1.0 return dwf def chih(self, q, en='config', temp=0, polarization='S'): """ calculates the complex polarizability of a material for a certain momentum transfer and energy Parameters ---------- q : list, tuple or array-like momentum transfer vector in (1/A) en : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used temp : float, optional temperature used for Debye-Waller-factor calculation polarization : {'S', 'P'}, optional sigma or pi polarization Returns ------- tuple (abs(chih_real), abs(chih_imag)) complex polarizability """ if isinstance(q, (list, tuple)): q = numpy.array(q, dtype=numpy.double) elif isinstance(q, numpy.ndarray): pass else: raise TypeError("q must be a list or numpy array!") qnorm = math.VecNorm(q) if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) if polarization not in ('S', 'P'): raise ValueError("polarization must be 'S':sigma or 'P': pi!") if self.lattice.nsites == 0: return (0, 0) dwf = self._debyewallerfactor(temp, qnorm) sr = 0. + 0.j si = 0. + 0.j # a: atom, p: position, o: occupancy, b: temperature-factor f = self._get_f(qnorm, en) for (_, p, o, b), F in zip(self.lattice.base(), f): r = self.lattice.GetPoint(p) if temp == 0: dwf = numpy.exp(-b * qnorm ** 2 / (4 * numpy.pi) ** 2) fr = numpy.real(F) * o fi = numpy.imag(F) * o sr += fr * numpy.exp(-1.j * math.VecDot(q, r)) * dwf si += fi * numpy.exp(-1.j * math.VecDot(q, r)) * dwf # classical electron radius c = scipy.constants r_e = 1 / (4 * numpy.pi * c.epsilon_0) * c.e ** 2 / \ (c.electron_mass * c.speed_of_light ** 2) * 1e10 lam = utilities.en2lam(en) fact = -lam ** 2 * r_e / (numpy.pi * self.lattice.UnitCellVolume()) rchi = numpy.abs(fact * sr) ichi = numpy.abs(fact * si) if polarization == 'P': theta = numpy.arcsin(qnorm * utilities.en2lam(en) / (4*numpy.pi)) rchi *= numpy.cos(2 * theta) ichi *= numpy.cos(2 * theta) return rchi, ichi def dTheta(self, Q, en='config'): """ function to calculate the refractive peak shift Parameters ---------- Q : list, tuple or array-like momentum transfer vector (1/A) en : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used Returns ------- float peak shift in degree """ if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) lam = utilities.en2lam(en) dth = numpy.degrees( 2 * self.delta(en) / numpy.sin(2 * numpy.arcsin( lam * VecNorm(Q) / (4 * numpy.pi)))) return dth def __str__(self): ostr = super().__str__() ostr += "Lattice:\n" ostr += str(self.lattice) return ostr def StructureFactor(self, q, en='config', temp=0): """ calculates the structure factor of a material for a certain momentum transfer and energy at a certain temperature of the material Parameters ---------- q : list, tuple or array-like vectorial momentum transfer en : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used temp : float temperature used for Debye-Waller-factor calculation Returns ------- complex the complex structure factor """ if isinstance(q, (list, tuple)): q = numpy.array(q, dtype=numpy.double) elif isinstance(q, numpy.ndarray): pass else: raise TypeError("q must be a list or numpy array!") if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) if self.lattice.nsites == 0: return 1. qnorm = math.VecNorm(q) dwf = self._debyewallerfactor(temp, qnorm) s = 0. + 0.j f = self._get_f(qnorm, en) # p: position, o: occupancy, b: temperature-factor for (_, p, o, b), fq in zip(self.lattice.base(), f): r = self.lattice.GetPoint(p) if temp == 0: dwf = numpy.exp(-b * qnorm ** 2 / (4 * numpy.pi) ** 2) s += fq * o * numpy.exp(-1.j * math.VecDot(q, r)) * dwf return s def StructureFactorForEnergy(self, q0, en, temp=0): """ calculates the structure factor of a material for a certain momentum transfer and a bunch of energies Parameters ---------- q0 : list, tuple or array-like vectorial momentum transfer en : list, tuple or array-like energy values in eV temp : float temperature used for Debye-Waller-factor calculation Returns ------- array-like complex valued structure factor array """ if isinstance(q0, (list, tuple)): q = numpy.array(q0, dtype=numpy.double) elif isinstance(q0, numpy.ndarray): q = q0 else: raise TypeError("q must be a list or numpy array!") qnorm = math.VecNorm(q) if isinstance(en, (list, tuple)): en = numpy.array(en, dtype=numpy.double) elif isinstance(en, numpy.ndarray): pass else: raise TypeError("Energy data must be provided as a list " "or numpy array!") if self.lattice.nsites == 0: return numpy.ones(len(en)) dwf = self._debyewallerfactor(temp, qnorm) s = 0. + 0.j f = self._get_f(qnorm, en) # p: position, o: occupancy, b: temperature-factor for (_, p, o, b), fq in zip(self.lattice.base(), f): if temp == 0: dwf = numpy.exp(-b * qnorm ** 2 / (4 * numpy.pi) ** 2) r = self.lattice.GetPoint(p) s += fq * o * dwf * numpy.exp(-1.j * math.VecDot(q, r)) return s def StructureFactorForQ(self, q, en0='config', temp=0): """ calculates the structure factor of a material for a bunch of momentum transfers and a certain energy Parameters ---------- q : list of vectors or array-like vectorial momentum transfers; list of vectores (list, tuple or array) of length 3 e.g.: (Si.Q(0, 0, 4), Si.Q(0, 0, 4.1),...) or numpy.array([Si.Q(0, 0, 4), Si.Q(0, 0, 4.1)]) en0 : float or str, optional x-ray energy eV, if omitted the value from the xrayutilities configuration is used temp : float temperature used for Debye-Waller-factor calculation Returns ------- array-like complex valued structure factor array """ if isinstance(q, (list, tuple, numpy.ndarray)): q = numpy.asarray(q, dtype=numpy.double) else: raise TypeError("q must be a list or numpy array!") if len(q.shape) != 2: raise ValueError(f"q does not have the correct shape ({q.shape})") qnorm = numpy.linalg.norm(q, axis=1) if isinstance(en0, str) and en0 == 'config': en0 = utilities.energy(config.ENERGY) if self.lattice.nsites == 0: return numpy.ones(len(q)) dwf = self._debyewallerfactor(temp, qnorm) s = 0. + 0.j f = self._get_f(qnorm, en0) # p: position, o: occupancy, b: temperature-factor for (_, p, o, b), fq in zip(self.lattice.base(), f): if temp == 0: dwf = numpy.exp(-b * qnorm ** 2 / (4 * numpy.pi) ** 2) r = self.lattice.GetPoint(p) s += fq * o * numpy.exp(-1.j * numpy.dot(q, r)) * dwf return s def ApplyStrain(self, strain): """ Applies a certain strain on the lattice of the material. The result is a change in the base vectors of the real space as well as reciprocal space lattice. The full strain matrix (3x3) needs to be given, which can be GetStrain's output. Note: NO elastic response of the material will be considered! """ # let strain act on the unit cell vectors self.lattice.ApplyStrain(strain) def GetMismatch(self, mat): """ Calculate the mismatch strain between the material and a second material """ raise NotImplementedError("XU.material.GetMismatch: " "not implemented yet") def distances(self): """ function to obtain distances of atoms in the crystal up to the unit cell size (largest value of a, b, c is the cut-off) returns a list of tuples with distance d and number of occurence n [(d1, n1), (d2, n2),...] Note: if the base of the material is empty the list will be empty """ if self.lattice.nsites == 0: return [] cutoff = numpy.max((self.lattice.a, self.lattice.b, self.lattice.c)) tmp_data = [] for at1 in self.lattice.base(): for at2 in self.lattice.base(): dis = math.VecNorm(self.lattice.GetPoint(at1[1] - at2[1])) dis2 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((1, 0, 0)))) dis3 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((0, 1, 0)))) dis4 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((0, 0, 1)))) dis5 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((-1, 0, 0)))) dis6 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((0, -1, 0)))) dis7 = math.VecNorm(self.lattice.GetPoint( at1[1] - at2[1] + numpy.array((0, 0, -1)))) distances = sorted([dis, dis2, dis3, dis4, dis5, dis6, dis7]) for dis in distances: if dis < cutoff: tmp_data.append(dis) # sort the list and compress equal entries tmp_data.sort() self._distances = [0] self._dis_hist = [0] for dis in tmp_data: if numpy.round(dis - self._distances[-1], config.DIGITS) == 0: self._dis_hist[-1] += 1 else: self._distances.append(dis) self._dis_hist.append(1) return list(zip(self._distances, self._dis_hist)) def show_unitcell(self, fig=None, subplot=111, scale=0.6, complexity=11, linewidth=1.5, mode='matplotlib'): """ visualization of the unit cell using either matplotlibs basic 3D functionality (expect rendering inaccuracies!) or the mayavi mlab package (accurate rendering -> recommended!) Note: For more flexible visualization consider using the CIF-export feature and use a proper crystal structure viewer. Parameters ---------- fig : matplotlib Figure, Mayavi Scene, or None, optional subplot : int or list, optional subplot to use for the visualization when using matplotlib. This argument of fowarded to the first argument of matplotlibs `add_subplot` function scale : float, optional scale the size of the atoms by this additional factor. By default the size of the atoms corresponds to 60% of their atomic radius. complexity : int, optional number of steps to approximate the atoms as spheres. Higher values make spheres more accurate, but cause slower plotting. linewidth : float, optional line thickness of the unit cell outline mode : str, optional defines the plot backend used, can be 'matplotlib' (default) or 'mayavi'. Returns ------- figure object of either matplotlib or Mayavi """ if mode == 'matplotlib': plot, plt = utilities.import_matplotlib_pyplot('XU.materials') try: import mpl_toolkits.mplot3d # noqa: F401 except ImportError: plot = False else: plot, mlab = utilities.import_mayavi_mlab('XU.materials') try: import mayavi from matplotlib.colors import to_rgb except ImportError: plot = False if not plot: print('matplotlib and/or mayavi.mlab needed for show_unitcell()') return None def plot_sphere(fig, vecpos, r, alpha, complexity, color): """ Visualize a sphere using either matplotlib or Mayavi """ if mode == 'matplotlib': ax = fig.gca() phi, theta = numpy.mgrid[0:numpy.pi:1j*complexity, 0:2*numpy.pi:1j*complexity] x = r*numpy.sin(phi)*numpy.cos(theta) + vecpos[0] y = r*numpy.sin(phi)*numpy.sin(theta) + vecpos[1] z = r*numpy.cos(phi) + vecpos[2] ax.plot_surface(x, y, z, rstride=1, cstride=1, color=color, alpha=alpha, linewidth=0) else: mlab.points3d(vecpos[0], vecpos[1], vecpos[2], r, opacity=alpha, transparent=False, color=to_rgb(color), resolution=complexity, scale_factor=2, figure=fig) def plot_line(fig, start, end, color, linewidth): """ Draw a line between two 3D points, either using matplotlib or Mayavi. """ if mode == 'matplotlib': ax = fig.gca() ax.plot((start[0], end[0]), (start[1], end[1]), (start[2], end[2]), color=color, lw=linewidth) else: mlab.plot3d((start[0], end[0]), (start[1], end[1]), (start[2], end[2]), color=to_rgb(color), tube_radius=linewidth/20, figure=fig) if mode == 'matplotlib': if fig is None: fig = plt.figure() elif not isinstance(fig, plt.Figure): raise TypeError("'fig' argument must be a matplotlib figure!") fig.add_subplot(subplot, projection='3d') else: if fig is None: fig = mlab.figure(bgcolor=(1, 1, 1)) elif not isinstance(fig, mayavi.core.scene.Scene): raise TypeError("'fig' argument must be a Mayavi Scene!") for a, pos, occ, _ in self.lattice.base(): r = a.radius * scale for i in range(-1, 2): for j in range(-1, 2): for k in range(-1, 2): atpos = (pos + [i, j, k]) if all(0-config.EPSILON < a < 1+config.EPSILON for a in atpos): vecpos = atpos[0]*self.a1 + atpos[1]*self.a2 +\ atpos[2]*self.a3 plot_sphere(fig, vecpos, r, occ, complexity, a.color) # plot unit cell outlines plot_line(fig, (0, 0, 0), self.a1, 'k', linewidth) plot_line(fig, (0, 0, 0), self.a2, 'k', linewidth) plot_line(fig, (0, 0, 0), self.a3, 'k', linewidth) plot_line(fig, self.a1, self.a1+self.a2, 'k', linewidth) plot_line(fig, self.a1, self.a1+self.a3, 'k', linewidth) plot_line(fig, self.a2, self.a1+self.a2, 'k', linewidth) plot_line(fig, self.a2, self.a2+self.a3, 'k', linewidth) plot_line(fig, self.a3, self.a1+self.a3, 'k', linewidth) plot_line(fig, self.a3, self.a2+self.a3, 'k', linewidth) plot_line(fig, self.a1+self.a2, self.a1+self.a2+self.a3, 'k', linewidth) plot_line(fig, self.a1+self.a3, self.a1+self.a2+self.a3, 'k', linewidth) plot_line(fig, self.a2+self.a3, self.a1+self.a2+self.a3, 'k', linewidth) if mode == 'matplotib': if config.VERBOSITY >= config.INFO_LOW: warnings.warn("show_unitcell: 3D projection might appear " "distorted (limited 3D capabilities of " "matplotlib!). Use mayavi mode or CIF " "export and other viewers for better " "visualization.") plt.tight_layout() return fig def CubicElasticTensor(c11, c12, c44): """ Assemble the 6x6 matrix of elastic constants for a cubic material from the three independent components of a cubic crystal Parameters ---------- c11, c12, c44 : float independent components of the elastic tensor of cubic materials Returns ------- cij : ndarray 6x6 matrix with elastic constants """ m = numpy.zeros((6, 6), dtype=numpy.double) m[0, 0] = c11 m[1, 1] = c11 m[2, 2] = c11 m[3, 3] = c44 m[4, 4] = c44 m[5, 5] = c44 m[0, 1] = m[0, 2] = c12 m[1, 0] = m[1, 2] = c12 m[2, 0] = m[2, 1] = c12 return m def MonoclinicElasticTensor(c11, c12, c13, c16, c22, c23, c26, c33, c36, c44, c45, c55, c66): """ Assemble the 6x6 matrix of elastic constants for a monoclinic material from the thirteen independent components of a monoclinic crystal Parameters ---------- c11, c12, c13, c16, c22, c23, c26, c33, c36, c44, c45, c55, c66 : float independent components of the elastic tensor of monoclinic materials Returns ------- cij : ndarray 6x6 matrix with elastic constants """ m = numpy.zeros((6, 6), dtype=numpy.double) m[0, 0] = c11 m[0, 1] = m[1, 0] = c12 m[2, 0] = m[0, 2] = c13 m[0, 5] = m[5, 0] = c16 m[1, 1] = c22 m[1, 2] = m[2, 1] = c23 m[1, 5] = m[5, 1] = c26 m[2, 2] = c33 m[2, 5] = m[5, 2] = c36 m[3, 3] = c44 m[3, 4] = m[4, 3] = c45 m[4, 4] = c55 m[5, 5] = c66 return m def TrigonalElasticTensor(c11, c12, c13, c14, c15, c33, c44): """ Assemble the 6x6 matrix of elastic constants for a trigonal material from the seven independent components of a trigonal crystal Parameters ---------- c11, c12, c13, c14, c15, c33, c44 : float independent components of the elastic tensor of trigonal materials Returns ------- cij : ndarray 6x6 matrix with elastic constants """ m = numpy.zeros((6, 6), dtype=numpy.double) m[0, 0] = m[1, 1] = c11 m[0, 1] = m[1, 0] = c12 m[0, 2] = m[1, 2] = m[2, 0] = m[2, 1] = c13 m[0, 3] = m[3, 0] = m[4, 5] = m[5, 4] = c14 m[1, 3] = m[3, 1] = -c14 m[0, 4] = m[4, 0] = c15 m[1, 4] = m[4, 1] = m[3, 5] = m[5, 3] = -c15 m[2, 2] = c33 m[3, 3] = m[4, 4] = c44 m[5, 5] = 0.5 * (c11 - c12) return m def HexagonalElasticTensor(c11, c12, c13, c33, c44): """ Assemble the 6x6 matrix of elastic constants for a hexagonal material from the five independent components of a hexagonal crystal Parameters ---------- c11, c12, c13, c33, c44 : float independent components of the elastic tensor of a hexagonal material Returns ------- cij : ndarray 6x6 matrix with elastic constants """ m = numpy.zeros((6, 6), dtype=numpy.double) m[0, 0] = m[1, 1] = c11 m[2, 2] = c33 m[3, 3] = m[4, 4] = c44 m[5, 5] = 0.5 * (c11 - c12) m[0, 1] = m[1, 0] = c12 m[0, 2] = m[1, 2] = m[2, 0] = m[2, 1] = c13 return m def WZTensorFromCub(c11ZB, c12ZB, c44ZB): """ Determines the hexagonal elastic tensor from the values of the cubic elastic tensor under the assumptions presented in Phys. Rev. B 6, 4546 (1972), which are valid for the WZ <-> ZB polymorphs. Parameters ---------- c11, c12, c44 : float independent components of the elastic tensor of cubic materials Returns ------- cij : ndarray 6x6 matrix with elastic constants Implementation according to a patch submitted by Julian Stangl """ # matrix conversions: cubic (111) to hexagonal (001) direction P = (1 / 6.) * numpy.array([[3, 3, 6], [2, 4, 8], [1, 5, -2], [2, 4, -4], [2, -2, 2], [1, -1, 4]]) Q = (1 / (3 * numpy.sqrt(2))) * numpy.array([1, -1, -2]) cZBvec = numpy.array([c11ZB, c12ZB, c44ZB]) cWZvec_BAR = numpy.dot(P, cZBvec) delta = numpy.dot(Q, cZBvec) D = numpy.array([delta**2 / cWZvec_BAR[2], 0, -delta**2 / cWZvec_BAR[2], 0, delta**2 / cWZvec_BAR[0], delta**2 / cWZvec_BAR[2]]) cWZvec = cWZvec_BAR - D.T return HexagonalElasticTensor(cWZvec[0], cWZvec[2], cWZvec[3], cWZvec[1], cWZvec[4]) class Alloy(Crystal): """ alloys two materials from the same crystal system. If the materials have the same space group the Wyckoff positions within the unit cell will also reflect the alloying. """ def __init__(self, matA, matB, x): self.check_compatibility(matA, matB) lat = copy.deepcopy(matA.lattice) super().__init__("None", lat, matA.cij) self.matA = matA self.matB = matB self._setxb(x) @staticmethod def check_compatibility(matA, matB): csA = matA.lattice.crystal_system.split(':')[0] csB = matB.lattice.crystal_system.split(':')[0] if csA != csB: raise InputError("Crystal systems of the two materials are " "incompatible!") @staticmethod def lattice_const_AB(latA, latB, x): """ method to calculated the interpolation of lattice parameters and unit cell angles of the Alloy. By default linear interpolation between the value of material A and B is performed. Parameters ---------- latA, latB : float or vector property (lattice parameter/angle) of material A and B. A property can be a scalar or vector. x : float fraction of material B in the alloy. """ return (latB - latA) * x + latA def _getxb(self): return self._xb def _setxb(self, x): self._xb = x self.name = f"{self.matA.name}({1 - x:2.2f}){self.matB.name}({x:2.2f})" # modify the free parameters of the lattice for k in self.lattice.free_parameters: setattr(self.lattice, k, self.lattice_const_AB(getattr(self.matA, k), getattr(self.matB, k), x)) # set elastic constants self.cij = (self.matB.cij - self.matA.cij) * x + self.matA.cij self.cijkl = (self.matB.cijkl - self.matA.cijkl) * x + self.matA.cijkl # alloying in unit cell if self.matA.lattice.space_group == self.matB.lattice.space_group: self.lattice._wbase = WyckoffBase() for a, wp, o, b in self.matA.lattice._wbase: self.lattice._wbase.append(a, wp, occ=o*(1-x), b=b) for a, wp, o, b in self.matB.lattice._wbase: if (a, wp, o, b) in self.lattice._wbase: idx = self.lattice._wbase.index((a, wp, o, b)) occ = self.lattice._wbase[idx][2] self.lattice._wbase[idx] = (a, wp, occ+o*x, b) else: self.lattice._wbase.append(a, wp, occ=o*x, b=b) x = property(_getxb, _setxb) def _checkfinitenumber(self, arg, name=""): if isinstance(arg, numbers.Number) and numpy.isfinite(arg): return float(arg) raise TypeError(f"argument ({name}) must be a scalar!") def _checkarray(self, arg, name=""): if isinstance(arg, (list, tuple, numpy.ndarray)): return numpy.asarray(arg, dtype=numpy.double) raise TypeError(f"argument ({name}) must be of type " "list, tuple or numpy.ndarray") def _definehelpers(self, hkl, cijA, cijB): """ define helper functions for solving the content from reciprocal space positions """ def a1(x): return self.lattice_const_AB(self.matA.a1, self.matB.a1, x) def a2(x): return self.lattice_const_AB(self.matA.a2, self.matB.a2, x) def a3(x): return self.lattice_const_AB(self.matA.a3, self.matB.a3, x) def V(x): return numpy.dot(a3(x), numpy.cross(a1(x), a2(x))) def b1(x): return 2 * numpy.pi / V(x) * numpy.cross(a2(x), a3(x)) def b2(x): return 2 * numpy.pi / V(x) * numpy.cross(a3(x), a1(x)) def b3(x): return 2 * numpy.pi / V(x) * numpy.cross(a1(x), a2(x)) def qhklx(x): return hkl[0] * b1(x) + hkl[1] * b2(x) + hkl[2] * b3(x) def frac(x): return ((cijB[0, 2] + cijB[1, 2] - (cijA[0, 2] + cijA[1, 2])) * x + (cijA[0, 2] + cijA[1, 2])) / \ ((cijB[2, 2] - cijA[2, 2]) * x + cijA[2, 2]) return a1, a2, a3, V, b1, b2, b3, qhklx, frac def RelaxationTriangle(self, hkl, sub, exp): """ function which returns the relaxation triangle for a Alloy of given composition. Reciprocal space coordinates are calculated using the user-supplied experimental class Parameters ---------- hkl : list or array-like Miller Indices sub : Crystal, or float substrate material or lattice constant exp : Experiment object from which the Transformation object and ndir are needed Returns ------- qy, qz : float reciprocal space coordinates of the corners of the relaxation triangle """ hkl = self._checkarray(hkl, "hkl") trans = exp._transform ndir = exp.ndir / VecNorm(exp.ndir) if isinstance(sub, Crystal): asub = sub.lattice.a elif isinstance(sub, float): asub = sub else: raise TypeError("Second argument (sub) must be of type float or " "an instance of xrayutilities.materials.Crystal") # test if inplane direction of hkl is the same as the one for the # experiment otherwise warn the user hklinplane = VecCross(VecCross(exp.ndir, hkl), exp.ndir) if not numpy.isclose(VecNorm(VecCross(hklinplane, exp.idir)), 0): warnings.warn("Alloy: given hkl differs from the geometry of the " "Experiment instance in the azimuthal direction") # transform elastic constants to correct coordinate frame cijA = Cijkl2Cij(trans(self.matA.cijkl, rank=4)) cijB = Cijkl2Cij(trans(self.matB.cijkl, rank=4)) a1, _, _, _, _, _, _, qhklx, frac = self._definehelpers( hkl, cijA, cijB) qr_i = trans(qhklx(self.x))[1] qr_p = trans(qhklx(self.x))[2] qs_i = copysign(2*numpy.pi/asub * VecNorm(VecCross(ndir, hkl)), qr_i) qs_p = 2*numpy.pi/asub * abs(VecDot(ndir, hkl)) # calculate pseudomorphic points for A and B def abulk(x): return math.VecNorm(a1(x)) def aperp(x): return abulk(self.x) * (1 + frac(x) * (1 - asub / abulk(self.x))) qp_i = copysign(2*numpy.pi/asub * VecNorm(VecCross(ndir, hkl)), qr_i) qp_p = 2*numpy.pi/aperp(self.x) * abs(VecDot(ndir, hkl)) # assembly return values qy = numpy.array([qr_i, qp_i, qs_i, qr_i], dtype=numpy.double) qz = numpy.array([qr_p, qp_p, qs_p, qr_p], dtype=numpy.double) return qy, qz class CubicAlloy(Alloy): def __init__(self, matA, matB, x): # here one could check if material is really cubic!! Alloy.__init__(self, matA, matB, x) def ContentBsym(self, q_perp, hkl, inpr, asub, relax): """ function that determines the content of B in the alloy from the reciprocal space position of a symetric peak. As an additional input the substrates lattice parameter and the degree of relaxation must be given Parameters ---------- q_perp : float perpendicular peak position of the reflection hkl of the alloy in reciprocal space hkl : list Miller indices of the measured symmetric reflection (also defines the surface normal inpr : list Miller indices of a Bragg peak defining the inplane reference direction asub : float substrate lattice parameter relax : float degree of relaxation (needed to obtain the content from symmetric reciprocal space position) Returns ------- content : float the content of B in the alloy determined from the input variables """ # check input parameters q_perp = self._checkfinitenumber(q_perp, "q_perp") hkl = self._checkarray(hkl, "hkl") inpr = self._checkarray(inpr, "inpr") asub = self._checkfinitenumber(asub, "asub") relax = self._checkfinitenumber(relax, "relax") # calculate lattice constants from reciprocal space positions n = self.Q(hkl) / VecNorm(self.Q(hkl)) # the following line is not generally true! only cubic materials aperp = 2 * numpy.pi / q_perp * abs(VecDot(n, hkl)) # transform the elastic tensors to a coordinate frame attached to the # surface normal inp1 = VecCross(n, inpr) / VecNorm(VecCross(n, inpr)) inp2 = VecCross(n, inp1) trans = math.CoordinateTransform(inp1, inp2, n) if config.VERBOSITY >= config.DEBUG: print("XU.materials.Alloy.ContentB: inp1/inp2: ", inp1, inp2) cijA = Cijkl2Cij(trans(self.matA.cijkl, rank=4)) cijB = Cijkl2Cij(trans(self.matB.cijkl, rank=4)) _, _, _, _, _, _, _, qhklx, frac = self._definehelpers( hkl, cijA, cijB) # the following line is not generally true! only cubic materials def abulk_perp(x): return abs(2 * numpy.pi / numpy.inner(qhklx(x), n) * numpy.inner(n, hkl)) # can we use abulk_perp here? for cubic materials this should work?! def ainp(x): return asub + relax * (abulk_perp(x) - asub) if config.VERBOSITY >= config.DEBUG: print("XU.materials.Alloy.ContentB: abulk_perp: " f"{abulk_perp(0.0):8.5g}") def equation(x): return ((aperp - abulk_perp(x)) + (ainp(x) - abulk_perp(x)) * frac(x)) x = scipy.optimize.brentq(equation, -0.1, 1.1) return x def ContentBasym(self, q_inp, q_perp, hkl, sur): """ function that determines the content of B in the alloy from the reciprocal space position of an asymmetric peak. Parameters ---------- q_inp : float inplane peak position of reflection hkl of the alloy in reciprocal space q_perp : float perpendicular peak position of the reflection hkl of the alloy in reciprocal space hkl : list Miller indices of the measured asymmetric reflection sur : list Miller indices of the surface (determines the perpendicular direction) Returns ------- content : float content of B in the alloy determined from the input variables list [a_inplane a_perp, a_bulk_perp(x), eps_inplane, eps_perp]; lattice parameters calculated from the reciprocal space positions as well as the strain (eps) of the layer """ # check input parameters q_inp = self._checkfinitenumber(q_inp, "q_inp") q_perp = self._checkfinitenumber(q_perp, "q_perp") hkl = self._checkarray(hkl, "hkl") sur = self._checkarray(sur, "sur") # check if reflection is asymmetric if math.VecNorm(math.VecCross(self.Q(hkl), self.Q(sur))) < 1.e-8: raise InputError("Miller indices of a symmetric reflection were" "given where an asymmetric reflection is needed") # calculate lattice constants from reciprocal space positions n = self.Q(sur) / VecNorm(self.Q(sur)) q_hkl = self.Q(hkl) # the following two lines are not generally true! only cubic materials ainp = 2 * numpy.pi / abs(q_inp) * VecNorm(VecCross(n, hkl)) aperp = 2 * numpy.pi / abs(q_perp) * abs(VecDot(n, hkl)) # transform the elastic tensors to a coordinate frame attached to the # surface normal inp1 = VecCross(n, q_hkl) / VecNorm(VecCross(n, q_hkl)) inp2 = VecCross(n, inp1) trans = math.CoordinateTransform(inp1, inp2, n) cijA = Cijkl2Cij(trans(self.matA.cijkl, rank=4)) cijB = Cijkl2Cij(trans(self.matB.cijkl, rank=4)) _, _, _, _, _, _, _, qhklx, frac = self._definehelpers( hkl, cijA, cijB) # the following two lines are not generally true! only cubic materials def abulk_inp(x): return abs(2 * numpy.pi / numpy.inner(qhklx(x), inp2) * VecNorm(VecCross(n, hkl))) def abulk_perp(x): return abs(2 * numpy.pi / numpy.inner(qhklx(x), n) * numpy.inner(n, hkl)) if config.VERBOSITY >= config.DEBUG: print("XU.materials.Alloy.ContentB: abulk_inp/perp: " f"{abulk_inp(0.):8.5g} {abulk_perp(0.):8.5g}") def equation(x): return ((aperp - abulk_perp(x)) + (ainp - abulk_inp(x)) * frac(x)) x = scipy.optimize.brentq(equation, -0.1, 1.1) eps_inplane = (ainp - abulk_perp(x)) / abulk_perp(x) eps_perp = (aperp - abulk_perp(x)) / abulk_perp(x) return x, [ainp, aperp, abulk_perp(x), eps_inplane, eps_perp] def PseudomorphicMaterial(sub, layer, relaxation=0, trans=None): """ This function returns a material whos lattice is pseudomorphic on a particular substrate material. The two materials must have similar unit cell definitions for the algorithm to work correctly, i.e. it does not work for combiniations of materials with different lattice symmetry. It is also crucial that the layer object includes values for the elastic tensor. Parameters ---------- sub : Crystal substrate material layer : Crystal bulk material of the layer, including its elasticity tensor relaxation : float, optional degree of relaxation 0: pseudomorphic, 1: relaxed (default: 0) trans : Tranform Transformation which transforms lattice directions into a surface orientated coordinate frame (x, y inplane, z out of plane). If None a (001) surface geometry of a cubic material is assumed. Returns ------- An instance of Crystal holding the new pseudomorphically strained material. Raises ------ InputError If the layer material has no elastic parameters """ def get_inplane(lat): """determine inplane lattice parameter""" return (math.VecNorm(lat.GetPoint(trans.inverse((1, 0, 0)))) + math.VecNorm(lat.GetPoint(trans.inverse((0, 1, 0))))) / 2. if not trans: trans = math.Transform(numpy.identity(3)) if numpy.all(layer.cijkl == 0): raise InputError("'layer' argument needs elastic parameters") # calculate the strain asub = get_inplane(sub.lattice) abulk = get_inplane(layer.lattice) apar = asub + (abulk - asub) * relaxation epar = (apar - abulk) / abulk cT = trans(layer.cijkl, rank=4) eperp = -epar * (cT[1, 1, 2, 2] + cT[2, 2, 0, 0]) / (cT[2, 2, 2, 2]) eps = trans.inverse(numpy.diag((epar, epar, eperp)), rank=2) if config.VERBOSITY >= config.INFO_ALL: print("XU.materials.PseudomorphicMaterial: applying strain (inplane, " f"perpendicular): {epar:.4g} {eperp:.4g}") # create the pseudomorphic material pmlatt = copy.deepcopy(layer.lattice) pmat = Crystal(layer.name, pmlatt, layer.cij) pmat.ApplyStrain(eps) return pmat ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/plot.py0000644000175100002000000002113414742413365022605 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2018-2020, 2023 Dominik Kriegner import math import numpy from .. import utilities def show_reciprocal_space_plane( mat, exp, ttmax=None, maxqout=0.01, scalef=100, ax=None, color=None, show_Laue=True, show_legend=True, projection='perpendicular', label=None, **kwargs): """ show a plot of the coplanar diffraction plane with peak positions for the respective material. the size of the spots is scaled with the strength of the structure factor Parameters ---------- mat: Crystal instance of Crystal for structure factor calculations exp: Experiment instance of Experiment (needs to be HXRD, or FourC for onclick action to work correctly). defines the inplane and out of plane direction as well as the sample azimuth ttmax: float, optional maximal 2Theta angle to consider, by default 180deg maxqout: float, optional maximal out of plane q for plotted Bragg peaks as fraction of exp.k0 scalef: float, or callable, optional scale factor or function for the marker size. If this is a function it should take only one float argument and return another float which is used as 's' parameter in matplotlib.pyplot.scatter ax: matplotlib.Axes, optional matplotlib Axes to use for the plot, useful if multiple materials should be plotted in one plot color: matplotlib color, optional show_Laue: bool, optional flag to indicate if the Laue zones should be indicated show_legend: bool, optional flag to indiate if a legend should be shown projection: 'perpendicular', 'polar', optional type of projection for Bragg peaks which do not fall into the diffraction plane. 'perpendicular' (default) uses only the inplane component in the scattering plane, whereas 'polar' uses the vectorial absolute value of the two inplane components. See also the 'maxqout' option. label: None or str, optional label to be used for the legend. If 'None' the name of the material will be used. kwargs: optional kwargs are forwarded to matplotlib.pyplot.scatter and allow to change the appearance of the points. Returns ------- Axes, plot_handle """ def get_peaks(mat, exp, ttmax): """ Parameters ---------- mat: Crystal instance of Crystal for structure factor calculations exp: Experiment instance of Experiment (likely HXRD, or FourC) tt_cutoff: float maximal 2Theta angle to consider, by default 180deg Returns ------- ndarray data array with columns for 'q', 'qvec', 'hkl', 'r' for the Bragg peaks """ qmax = 2 * exp.k0 * math.sin(math.radians(ttmax/2.)) hkls = tuple(mat.lattice.get_allowed_hkl(qmax)) q = mat.Q(hkls) data = numpy.zeros(len(hkls), dtype=[('qx', numpy.double), ('qy', numpy.double), ('qz', numpy.double), ('r', numpy.double), ('hkl', numpy.ndarray)]) qvec = exp.Transform(q) data['qx'] = qvec[:, 0] data['qy'] = qvec[:, 1] data['qz'] = qvec[:, 2] rref = abs(mat.StructureFactor((0, 0, 0), exp.energy)) ** 2 data['r'] = numpy.abs(mat.StructureFactorForQ(q, exp.energy)) ** 2 data['r'] /= rref data['hkl'] = hkls return data plot, plt = utilities.import_matplotlib_pyplot('XU.materials') if not plot: print('matplotlib needed for show_reciprocal_space_plane') return None, None # return values for consistency with signature below if ttmax is None: ttmax = 180 d = get_peaks(mat, exp, ttmax) k0 = exp.k0 if not ax: fig = plt.figure(figsize=(9, 5)) ax = plt.subplot(111) else: fig = ax.get_figure() plt.sca(ax) plt.axis('scaled') ax.set_autoscaley_on(False) ax.set_autoscalex_on(False) plt.xlim(-2.05*k0, 2.05*k0) plt.ylim(-0.05*k0, 2.05*k0) if show_Laue: c = plt.matplotlib.patches.Circle((0, 0), 2*k0, facecolor='#FF9180', edgecolor='none') ax.add_patch(c) qmax = 2 * k0 * math.sin(math.radians(ttmax/2.)) c = plt.matplotlib.patches.Circle((0, 0), qmax, facecolor='#FFFFFF', edgecolor='none') ax.add_patch(c) c = plt.matplotlib.patches.Circle((0, 0), 2*k0, facecolor='none', edgecolor='0.5') ax.add_patch(c) c = plt.matplotlib.patches.Circle((k0, 0), k0, facecolor='none', edgecolor='0.5') ax.add_patch(c) c = plt.matplotlib.patches.Circle((-k0, 0), k0, facecolor='none', edgecolor='0.5') ax.add_patch(c) plt.hlines(0, -2*k0, 2*k0, color='0.5', lw=0.5) plt.vlines(0, -2*k0, 2*k0, color='0.5', lw=0.5) # mask for plotting m = numpy.abs(d['qx']) < maxqout*k0 if projection == 'perpendicular': x = d['qy'][m] else: x = numpy.sign(d['qy'][m])*numpy.sqrt(d['qx'][m]**2 + d['qy'][m]**2) y = d['qz'][m] s = numpy.empty_like(d['r'][m]) if callable(scalef): s[...] = [scalef(r) for r in d['r'][m]] else: s = d['r'][m]*scalef kwargs.setdefault("label", label if label else mat.name) kwargs.setdefault("zorder", 2) kwargs.setdefault("s", s) kwargs.setdefault("c", color) h = plt.scatter(x, y, **kwargs) plt.xlabel(r'$Q$ inplane ($\mathrm{\AA^{-1}}$)') plt.ylabel(r'$Q$ out of plane ($\mathrm{\AA^{-1}}$)') if show_legend: if len(fig.legends) == 1: fig.legends[0].remove() fig.legend(*ax.get_legend_handles_labels(), loc='upper right') plt.tight_layout() annot = ax.annotate("", xy=(0, 0), xytext=(20, 20), textcoords="offset points", bbox=dict(boxstyle="round", fc="w"), arrowprops=dict(arrowstyle="->")) annot.set_visible(False) def update_annot(ind): pos = h.get_offsets()[ind["ind"][0]] annot.xy = pos text = f"{mat.name}\n{str(d['hkl'][m][ind['ind'][0]])}" annot.set_text(text) if h.get_facecolor().size > 0: color = h.get_facecolor()[0] elif h.get_edgecolor().size > 0: color = h.get_edgecolor()[0] else: color = 'w' annot.get_bbox_patch().set_facecolor(color) annot.get_bbox_patch().set_alpha(0.2) def hover(event): vis = annot.get_visible() if event.inaxes == ax: cont, ind = h.contains(event) if cont: update_annot(ind) annot.set_visible(True) fig.canvas.draw_idle() else: if vis: annot.set_visible(False) fig.canvas.draw_idle() def click(event): if event.inaxes == ax: cont, ind = h.contains(event) if cont: popts = numpy.get_printoptions() numpy.set_printoptions(precision=4, suppress=True) q = (d['qx'][m][ind['ind'][0]], d['qy'][m][ind['ind'][0]], d['qz'][m][ind['ind'][0]]) angles = exp.Q2Ang(q, trans=False, geometry='real') text = f"""{mat.name} hkl: {d['hkl'][m][ind['ind'][0]]} exp.Q2Ang angles (om, tilt, azimuth, 2th): {angles}""" numpy.set_printoptions(**popts) print(text) fig.canvas.mpl_connect("motion_notify_event", hover) fig.canvas.mpl_connect("button_press_event", click) return ax, h ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/predefined_materials.py0000644000175100002000000003512614742413365026003 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2013-2020, 2023 Dominik Kriegner import numpy from . import elements as e from .heuslerlib import * # noqa: F401, F403 from .material import (Crystal, CubicAlloy, CubicElasticTensor, HexagonalElasticTensor, WZTensorFromCub) from .spacegrouplattice import SGLattice # some predefined materials # PLEASE use N/m^2 as unit for cij for newly entered material ( 1 dyn/cm^2 = # 0.1 N/m^2 = 0.1 GPa) # Use Kelvin as unit for the Debye temperature # ref http://www.semiconductors.co.uk/propiviv5431.htm C = Crystal("C", SGLattice('227:1', 3.5668, atoms=[e.C, ], pos=['8a', ]), CubicElasticTensor(1.0764e12, 0.125e12, 0.577e12)) C_HOPG = Crystal('HOPG', SGLattice(194, 2.4612, 6.7079, atoms=[e.C, e.C], pos=['2b', '2c'])) Si = Crystal("Si", SGLattice('227:1', 5.43104, atoms=[e.Si, ], pos=['8a', ]), CubicElasticTensor(165.77e+9, 63.93e+9, 79.62e+9), thetaDebye=640) Ge = Crystal("Ge", SGLattice('227:1', 5.65785, atoms=[e.Ge, ], pos=['8a', ]), CubicElasticTensor(128.5e+9, 48.3e+9, 66.8e+9), thetaDebye=374) InAs = Crystal("InAs", SGLattice(216, 6.0583, atoms=[e.In, e.As], pos=['4a', '4c']), CubicElasticTensor(8.34e+10, 4.54e+10, 3.95e+10), thetaDebye=280) InP = Crystal("InP", SGLattice(216, 5.8687, atoms=[e.In, e.P], pos=['4a', '4c']), CubicElasticTensor(10.11e+10, 5.61e+10, 4.56e+10), thetaDebye=425) InSb = Crystal("InSb", SGLattice(216, 6.47937, atoms=[e.In, e.Sb], pos=['4a', '4c']), CubicElasticTensor(6.66e+10, 3.65e+10, 3.02e+10), thetaDebye=160) GaP = Crystal("GaP", SGLattice(216, 5.4505, atoms=[e.Ga, e.P], pos=['4a', '4c']), CubicElasticTensor(14.05e+10, 6.20e+10, 7.03e+10), thetaDebye=445) GaAs = Crystal("GaAs", SGLattice(216, 5.65325, atoms=[e.Ga, e.As], pos=['4a', '4c']), CubicElasticTensor(11.9e+10, 5.34e+10, 5.96e+10), thetaDebye=360) # data updated from Appl. Phys. Lett. 66, 682–684 (1995) AlAs = Crystal("AlAs", SGLattice(216, 5.66172, atoms=[e.Al, e.As], pos=['4a', '4c']), CubicElasticTensor(11.99e+10, 5.75e+10, 5.66e+10), thetaDebye=446) GaSb = Crystal("GaSb", SGLattice(216, 6.09593, atoms=[e.Ga, e.Sb], pos=['4a', '4c']), CubicElasticTensor(8.83e+10, 4.02e+10, 4.32e+10), thetaDebye=266) AlSb = Crystal("AlSb", SGLattice(216, 6.1355, atoms=[e.Al, e.Sb], pos=['4a', '4c']), CubicElasticTensor(8.769e+10, 4.341e+10, 4.076e+10), thetaDebye=370) # from Cryst. Growth Des. 15, 4795-4803 (2015) GaAsWZ = Crystal("GaAs(WZ)", SGLattice(186, 3.9845, 6.5701, atoms=[e.Ga, e.As], pos=[('2b', 0), ('2b', 3/8.)]), WZTensorFromCub(11.9e+10, 5.34e+10, 5.96e+10)) GaAs4H = Crystal("GaAs(4H)", SGLattice(186, 3.9900, 13.0964, atoms=[e.Ga, e.Ga, e.As, e.As], pos=[('2a', 0), ('2b', 1/4.), ('2a', 3/16.), ('2b', 7/16.)])) # from Phys. Rev. B 88, 115315 (2013) GaPWZ = Crystal("GaP(WZ)", SGLattice(186, 3.8419, 6.3353, atoms=[e.Ga, e.P], pos=[('2b', 0), ('2b', 0.37385)]), WZTensorFromCub(14.05e+10, 6.20e+10, 7.03e+10)) # from Nanotechnology 22 425704 (2011) InPWZ = Crystal("InP(WZ)", SGLattice(186, 4.1423, 6.8013, atoms=[e.In, e.P], pos=[('2b', 0), ('2b', 3/8.)]), WZTensorFromCub(10.11e+10, 5.61e+10, 4.56e+10)) # from Nano Lett., 2011, 11 (4), pp 1483-1489 InAsWZ = Crystal("InAs(WZ)", SGLattice(186, 4.2742, 7.0250, atoms=[e.In, e.As], pos=[('2b', 0), ('2b', 3/8.)]), WZTensorFromCub(8.34e+10, 4.54e+10, 3.95e+10)) InAs4H = Crystal("InAs(4H)", SGLattice(186, 4.2780, 14.0171, atoms=[e.In, e.In, e.As, e.As], pos=[('2a', 0), ('2b', 1/4.), ('2a', 3/16.), ('2b', 7/16.)])) InSbWZ = Crystal("InSb(WZ)", SGLattice(186, 4.5712, 7.5221, atoms=[e.In, e.Sb], pos=[('2b', 0), ('2b', 3/8.)]), WZTensorFromCub(6.66e+10, 3.65e+10, 3.02e+10)) InSb4H = Crystal("InSb(4H)", SGLattice(186, 4.5753, 15.0057, atoms=[e.In, e.In, e.Sb, e.Sb], pos=[('2a', 0), ('2b', 1/4.), ('2a', 3/16.), ('2b', 7/16.)])) # ? Unit of elastic constants for CdTe, PbTe, PbSe ? PbTe = Crystal("PbTe", SGLattice(225, 6.464, atoms=[e.Pb, e.Te], pos=['4a', '4b']), CubicElasticTensor(93.6, 7.7, 13.4)) PbSe = Crystal("PbSe", SGLattice(225, 6.128, atoms=[e.Pb, e.Se], pos=['4a', '4b']), CubicElasticTensor(123.7, 19.3, 15.9)) CdTe = Crystal("CdTe", SGLattice(216, 6.482, atoms=[e.Cd, e.Te], pos=['4a', '4c']), CubicElasticTensor(53.5, 36.7, 19.9)) CdSe = Crystal("CdSe", SGLattice(186, 4.5712, 7.5221, atoms=[e.In, e.Sb], pos=[('2b', 0), ('2b', 3/8.)]), HexagonalElasticTensor(7.490e10, 4.609e10, 3.926e10, 8.451e10, 1.315e10)) CdSe_ZB = Crystal("CdSe(ZB)", SGLattice(216, 6.052, atoms=[e.Cd, e.Se], pos=['4a', '4c'])) HgSe = Crystal("HgSe", SGLattice(216, 6.085, atoms=[e.Hg, e.Se], pos=['4a', '4c']), CubicElasticTensor(6.1e10, 4.4e10, 2.2e10)) NaCl = Crystal("NaCl", SGLattice(225, 5.6402, atoms=[e.Na, e.Cl], pos=['4a', '4b'])) MgO = Crystal("MgO", SGLattice(225, 4.212, atoms=[e.Mg, e.O], pos=['4a', '4b'])) GaN = Crystal("GaN", SGLattice(186, 3.189, 5.186, atoms=[e.Ga, e.N], pos=[('2b', 0), ('2b', 3/8.)]), HexagonalElasticTensor(390.e9, 145.e9, 106.e9, 398.e9, 105.e9), thetaDebye=600) BaF2 = Crystal("BaF2", SGLattice(225, 6.2001, atoms=[e.Ba, e.F], pos=['4a', '8c'])) SrF2 = Crystal("SrF2", SGLattice(225, 5.8007, atoms=[e.Sr, e.F], pos=['4a', '8c'])) CaF2 = Crystal("CaF2", SGLattice(225, 5.4631, atoms=[e.Ca, e.F], pos=['4a', '8c'])) MnO = Crystal("MnO", SGLattice(225, 4.444, atoms=[e.Mn, e.O], pos=['4a', '4b'])) MnTe = Crystal("MnTe", SGLattice(194, 4.1429, 6.7031, atoms=[e.Mn, e.Te], pos=['2a', '2c'])) GeTe = Crystal("GeTe", SGLattice('160:R', 5.996, 88.18, atoms=[e.Ge, e.Ge, e.Te, e.Te], pos=[('1a', -0.237), ('3b', (0.5-0.237, -0.237)), ('1a', 0.237), ('3b', (0.5+0.237, +0.237))])) SnTe = Crystal("SnTe", SGLattice(225, 6.3268, atoms=[e.Sn, e.Te], pos=['4a', '4b'])) Al = Crystal("Al", SGLattice(225, 4.04958, atoms=[e.Al, ], pos=['4a', ])) Au = Crystal("Au", SGLattice(225, 4.0782, atoms=[e.Au, ], pos=['4a', ])) Fe = Crystal("Fe", SGLattice(229, 2.8665, atoms=[e.Fe, ], pos=['2a', ])) Cr = Crystal("Cr", SGLattice(229, 2.910, atoms=[e.Cr, ], pos=['2a', ])) Co = Crystal("Co", SGLattice(194, 2.5071, 4.0695, atoms=[e.Co, ], pos=['2c', ])) Ti = Crystal("Ti", SGLattice(194, 2.9508, 4.6855, atoms=[e.Ti, ], pos=['2c', ])) Mo = Crystal("Mo", SGLattice(229, 3.147, atoms=[e.Mo, ], pos=['2a', ])) Ru = Crystal("Ru", SGLattice(194, 2.7059, 4.2815, atoms=[e.Ru, ], pos=['2c', ])) Rh = Crystal("Rh", SGLattice(225, 3.8034, atoms=[e.Rh, ], pos=['4a', ])) V = Crystal("V", SGLattice(229, 3.024, atoms=[e.V, ], pos=['2a', ])) Ta = Crystal("Ta", SGLattice(229, 3.306, atoms=[e.Ta, ], pos=['2a', ])) Nb = Crystal("Nb", SGLattice(229, 3.3004, atoms=[e.Nb, ], pos=['2a', ])) Pt = Crystal("Pt", SGLattice(225, 3.9242, atoms=[e.Pt, ], pos=['4a', ])) W = Crystal("W", SGLattice(229, 3.1652, atoms=[e.W, ], pos=['2a', ])) Ag2Se = Crystal("Ag2Se", SGLattice(19, 4.333, 7.062, 7.764, atoms=[e.Ag, e.Ag, e.Se], pos=[('4a', (0.107, 0.369, 0.456)), ('4a', (0.728, 0.029, 0.361)), ('4a', (0.358, 0.235, 0.149))])) TiO2 = Crystal("TiO2", SGLattice(136, 4.59, 2.96, atoms=[e.Ti, e.O], pos=['2a', ('4f', 0.30479)])) MnO2 = Crystal("MnO2", SGLattice(136, 4.40, 2.87, atoms=[e.Mn, e.O], pos=['2a', ('4f', 0.30479)])) VO2_Rutile = Crystal("VO2", SGLattice(136, 4.55, 2.88, atoms=[e.V, e.O], pos=['2a', ('4f', 0.305)])) VO2_Baddeleyite = Crystal("VO2", SGLattice(14, 5.75, 5.42, 5.38, 122.6, atoms=[e.V, e.O, e.O], pos=[('4e', (0.242, 0.975, 0.025)), ('4e', (0.1, 0.21, 0.20)), ('4e', (0.39, 0.69, 0.29))])) SiO2 = Crystal("SiO2", SGLattice(154, 4.916, 5.4054, atoms=[e.Si, e.O], pos=[('3a', 0.46970), ('6c', (0.41350, 0.26690, 0.11910+2/3.))])) In = Crystal("In", SGLattice(139, 3.2523, 4.9461, atoms=[e.In, ], pos=['2a', ])) Sb = Crystal("Sb", SGLattice('166:H', 4.307, 11.273, atoms=[e.Sb, ], pos=[('6c', 0.23349), ])) Sn = Crystal("Sn", SGLattice('141:1', 5.8197, 3.17488, atoms=[e.Sn, ], pos=['4a', ])) Ag = Crystal("Ag", SGLattice(225, 4.0853, atoms=[e.Ag, ], pos=['4a', ])) SnAlpha = Crystal("Sn-alpha", SGLattice('227:1', 6.4912, atoms=[e.Sn, ], pos=['8a', ])) Cu = Crystal("Cu", SGLattice(225, 3.61496, atoms=[e.Cu, ], pos=['4a', ])) CaTiO3 = Crystal("CaTiO3", SGLattice(221, 3.795, atoms=[e.Ca, e.Ti, e.O], pos=['1a', '1b', '3c'])) SrTiO3 = Crystal("SrTiO3", SGLattice(221, 3.905, atoms=[e.Sr, e.Ti, e.O], pos=['1a', '1b', '3c'])) BaTiO3 = Crystal("BaTiO3", SGLattice(99, 3.992, 4.036, atoms=[e.Ba, e.Ti, e.O, e.O], pos=[('1a', 1.000), ('1b', 0.5274), ('1b', 0.9993), ('2c', 0.5125)])) # BiFeO3 = Crystal("BiFeO3", SGLattice()) # BiFeO3 = Crystal( # "BiFeO3", # lattice.PerovskiteTypeRhombohedral(elements.Bi, elements.Fe, elements.O, # 3.965, 89.3)) FeO = Crystal("FeO", SGLattice(225, 4.332, atoms=[e.Fe, e.O], pos=['4a', '4b'])) CoO = Crystal("CoO", SGLattice(225, 4.214, atoms=[e.Co, e.O], pos=['4a', '4b'])) Fe3O4 = Crystal("Fe3O4", SGLattice('227:2', 8.3958, atoms=[e.Fe, e.Fe, e.O], pos=['8a', '16d', ('32e', 0.255)])) Co3O4 = Crystal("Co3O4", SGLattice('227:2', 8.0821, atoms=[e.Co, e.Co, e.O], pos=['8a', '16d', ('32e', 0.255)])) FeRh = Crystal("FeRh", SGLattice(221, 2.993, atoms=[e.Fe, e.Rh], pos=['1a', '1b'])) Ir20Mn80 = Crystal("Ir20Mn80", SGLattice(225, 3.780, atoms=[e.Ir, e.Mn], pos=['4a', '4a'], occ=[0.2, 0.8])) CoFe = Crystal("CoFe", SGLattice(221, 2.8508, atoms=[e.Co, e.Fe], pos=['1a', '1b'])) CoGa = Crystal("CoGa", SGLattice(221, 2.883, atoms=[e.Co, e.Ga], pos=['1a', '1b'])) LaB6 = Crystal("LaB6", SGLattice(221, 4.15692, atoms=[e.La, e.B], pos=['1a', ('6f', 0.19750)])) Al2O3 = Crystal("Al2O3", SGLattice('167:H', 4.7602, 12.9933, atoms=[e.Al, e.O], pos=[('12c', 0.35216), ('18e', 0.30624)])) CuMnAs = Crystal("CuMnAs", SGLattice('129:2', 3.8200, 6.3180, atoms=[e.Cu, e.Mn, e.As], pos=['2b', ('2c', -0.8300), ('2c', -0.2347)], occ=[1, 0.86, 0.96], b=[3.5531, 1.8950, 1.2633])) Mn3Ge_cub = Crystal("Mn3Ge (cub)", SGLattice('221', 3.8019, atoms=[e.Mn, e.Ge], pos=['3c', '1a'])) Mn3Ge = Crystal("Mn3Ge (hex)", SGLattice('194', 5.34, 4.31, atoms=[e.Mn, e.Ge], pos=[('6h', 1/6.), '2d'])) Pt3Cr = Crystal("Pt3Cr", SGLattice('221', 3.876, atoms=[e.Pt, e.Cr], pos=['3c', '1a'])) TiN = Crystal("TiN", SGLattice(225, 4.235, atoms=[e.Ti, e.N], pos=['4a', '4b'])) # Alloys with special properties class SiGe(CubicAlloy): def __init__(self, x): """ Si_{1-x} Ge_x cubic compound """ super().__init__(Si, Ge, x) @staticmethod def lattice_const_AB(latA, latB, x): """ method to calculate the lattice parameter of the SiGe alloy with composition Si_{1-x}Ge_x """ return latA + (0.2 * x + 0.027 * x ** 2) * \ (latB - latA) / numpy.linalg.norm(latB - latA) class AlGaAs(CubicAlloy): def __init__(self, x): """ Al_{1-x} Ga_x As cubic compound """ super().__init__(AlAs, GaAs, x) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/spacegrouplattice.py0000644000175100002000000015275714742413365025365 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2017-2025 Dominik Kriegner """ module handling crystal lattice structures. A SGLattice consists of a space group number and the position of atoms specified as Wyckoff positions along with their parameters. Depending on the space group symmetry only certain parameters of the resulting instance will be settable! A cubic lattice for example allows only to set its 'a' lattice parameter but none of the other unit cell shape parameters. """ import copy import fractions import numbers import re from collections import OrderedDict from itertools import product from math import cos, isclose, radians, sin, sqrt import numpy import scipy.optimize from .. import config, cxrayutilities, math, utilities from ..exception import InputError from . import elements from .atom import Atom from .wyckpos import RangeDict, eqhkl_custom, eqhkl_default, wp # space group number to symmetry and number of parameters dictionary sgrp_sym = RangeDict({range(1, 3): ('triclinic', 6), range(3, 16): ('monoclinic', 4), range(16, 75): ('orthorhombic', 3), range(75, 143): ('tetragonal', 2), range(143, 168): ('trigonal', 2), range(168, 195): ('hexagonal', 2), range(195, 231): ('cubic', 1)}) sgrp_name = {'1': 'P1', '2': 'P-1', '3': 'P2', '4': 'P21', '5': 'C2', '6': 'Pm', '7': 'Pc', '8': 'Cm', '9': 'Cc', '10': 'P2/m', '11': 'P21/m', '12': 'C2/m', '13': 'P2/c', '14': 'P21/c', '15': 'C2/c', '16': 'P222', '17': 'P2221', '18': 'P21212', '19': 'P212121', '20': 'C2221', '21': 'C222', '22': 'F222', '23': 'I222', '24': 'I212121', '25': 'Pmm2', '26': 'Pmc21', '27': 'Pcc2', '28': 'Pma2', '29': 'Pca21', '30': 'Pnc2', '31': 'Pmn21', '32': 'Pba2', '33': 'Pna21', '34': 'Pnn2', '35': 'Cmm2', '36': 'Cmc21', '37': 'Ccc2', '38': 'Amm2', '39': 'Aem2', '40': 'Ama2', '41': 'Aea2', '42': 'Fmm2', '43': 'Fdd2', '44': 'Imm2', '45': 'Iba2', '46': 'Ima2', '47': 'Pmmm', '48': 'Pnnn', '49': 'Pccm', '50': 'Pban', '51': 'Pmma', '52': 'Pnna', '53': 'Pmna', '54': 'Pcca', '55': 'Pbam', '56': 'Pccn', '57': 'Pbcm', '58': 'Pnnm', '59': 'Pmmn', '60': 'Pbcn', '61': 'Pbca', '62': 'Pnma', '63': 'Cmcm', '64': 'Cmce', '65': 'Cmmm', '66': 'Cccm', '67': 'Cmme', '68': 'Ccce', '69': 'Fmmm', '70': 'Fddd', '71': 'Immm', '72': 'Ibam', '73': 'Ibca', '74': 'Imma', '75': 'P4', '76': 'P41', '77': 'P42', '78': 'P43', '79': 'I4', '80': 'I41', '81': 'P-4', '82': 'I-4', '83': 'P4/m', '84': 'P42/m', '85': 'P4/n', '86': 'P42/n', '87': 'I4/m', '88': 'I41/a', '89': 'P422', '90': 'P4212', '91': 'P4122', '92': 'P41212', '93': 'P4222', '94': 'P42212', '95': 'P4322', '96': 'P43212', '97': 'I422', '98': 'I4122', '99': 'P4mm', '100': 'P4bm', '101': 'P42cm', '102': 'P42nm', '103': 'P4cc', '104': 'P4nc', '105': 'P42mc', '106': 'P42bc', '107': 'I4mm', '108': 'I4cm', '109': 'I41md', '110': 'I41cd', '111': 'P-42m', '112': 'P-42c', '113': 'P-421m', '114': 'P-421c', '115': 'P-4m2', '116': 'P-4c2', '117': 'P-4b2', '118': 'P-4n2', '119': 'I-4m2', '120': 'I-4c2', '121': 'I-42m', '122': 'I-42d', '123': 'P4/mmm', '124': 'P4/mcc', '125': 'P4/nbm', '126': 'P4/nnc', '127': 'P4/mbm', '128': 'P4/mnc', '129': 'P4/nmm', '130': 'P4/ncc', '131': 'P42/mmc', '132': 'P42/mcm', '133': 'P42/nbc', '134': 'P42/nnm', '135': 'P42/mbc', '136': 'P42/mnm', '137': 'P42/nmc', '138': 'P42/ncm', '139': 'I4/mmm', '140': 'I4/mcm', '141': 'I41/amd', '142': 'I41/acd', '143': 'P3', '144': 'P31', '145': 'P32', '146': 'R3', '147': 'P-3', '148': 'R-3', '149': 'P312', '150': 'P321', '151': 'P3112', '152': 'P3121', '153': 'P3212', '154': 'P3221', '155': 'R32', '156': 'P3m1', '157': 'P31m', '158': 'P3c1', '159': 'P31c', '160': 'R3m', '161': 'R3c', '162': 'P-31m', '163': 'P-31c', '164': 'P-3m1', '165': 'P-3c1', '166': 'R-3m', '167': 'R-3c', '168': 'P6', '169': 'P61', '170': 'P65', '171': 'P62', '172': 'P64', '173': 'P63', '174': 'P-6', '175': 'P6/m', '176': 'P63/m', '177': 'P622', '178': 'P6122', '179': 'P6522', '180': 'P6222', '181': 'P6422', '182': 'P6322', '183': 'P6mm', '184': 'P6cc', '185': 'P63cm', '186': 'P63mc', '187': 'P-6m2', '188': 'P-6c2', '189': 'P-62m', '190': 'P-62c', '191': 'P6/mmm', '192': 'P6/mcc', '193': 'P63/mcm', '194': 'P63/mmc', '195': 'P23', '196': 'F23', '197': 'I23', '198': 'P213', '199': 'I213', '200': 'Pm-3', '201': 'Pn-3', '202': 'Fm-3', '203': 'Fd-3', '204': 'Im-3', '205': 'Pa-3', '206': 'Ia-3', '207': 'P432', '208': 'P4232', '209': 'F432', '210': 'F4132', '211': 'I432', '212': 'P4332', '213': 'P4132', '214': 'I4132', '215': 'P-43m', '216': 'F-43m', '217': 'I-43m', '218': 'P-43n', '219': 'F-43c', '220': 'I-43d', '221': 'Pm-3m', '222': 'Pn-3n', '223': 'Pm-3n', '224': 'Pn-3m', '225': 'Fm-3m', '226': 'Fm-3c', '227': 'Fd-3m', '228': 'Fd-3c', '229': 'Im-3m', '230': 'Ia-3d'} sgrp_params = {'cubic:1': (('a', ), ('a', 'a', 'a', 90, 90, 90)), 'cubic:2': (('a', ), ('a', 'a', 'a', 90, 90, 90)), 'cubic': (('a', ), ('a', 'a', 'a', 90, 90, 90)), 'hexagonal': (('a', 'c'), ('a', 'a', 'c', 90, 90, 120)), 'trigonal:R': (('a', 'alpha'), ('a', 'a', 'a', 'alpha', 'alpha', 'alpha')), 'trigonal:H': (('a', 'c'), ('a', 'a', 'c', 90, 90, 120)), 'trigonal': (('a', 'c'), ('a', 'a', 'c', 90, 90, 120)), 'tetragonal:1': (('a', 'c'), ('a', 'a', 'c', 90, 90, 90)), 'tetragonal:2': (('a', 'c'), ('a', 'a', 'c', 90, 90, 90)), 'tetragonal': (('a', 'c'), ('a', 'a', 'c', 90, 90, 90)), 'orthorhombic:1': (('a', 'b', 'c'), ('a', 'b', 'c', 90, 90, 90)), 'orthorhombic:2': (('a', 'b', 'c'), ('a', 'b', 'c', 90, 90, 90)), 'orthorhombic': (('a', 'b', 'c'), ('a', 'b', 'c', 90, 90, 90)), 'monoclinic:b': (('a', 'b', 'c', 'beta'), ('a', 'b', 'c', 90, 'beta', 90)), 'monoclinic:c': (('a', 'b', 'c', 'gamma'), ('a', 'b', 'c', 90, 90, 'gamma')), 'monoclinic': (('a', 'b', 'c', 'beta'), ('a', 'b', 'c', 90, 'beta', 90)), 'triclinic': (('a', 'b', 'c', 'alpha', 'beta', 'gamma'), ('a', 'b', 'c', 'alpha', 'beta', 'gamma'))} # regular expression for splitting multiple reflection conditions hklcond_group = re.compile(r'([-hkil0-9\(\)]+): ([-+hklnor1-8=\s,]+)(?:, |$)') def get_possible_sgrp_suf(sgrp_nr): """ determine possible space group suffix. Multiple suffixes might be possible for one space group due to different origin choice, unique axis, or choice of the unit cell shape. Parameters ---------- sgrp_nr : int space group number Returns ------- str or list either an empty string or a list of possible valid suffix strings """ sgrp_suf = '' if sgrp_nr in [3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15]: sgrp_suf = [':b', ':c'] elif sgrp_nr in [48, 50, 59, 68, 70, 85, 86, 88, 125, 126, 129, 130, 133, 134, 137, 138, 141, 142, 201, 203, 222, 224, 227, 228]: sgrp_suf = [':1', ':2'] elif sgrp_nr in [146, 148, 155, 160, 161, 166, 167]: sgrp_suf = [':H', ':R'] return sgrp_suf def get_default_sgrp_suf(sgrp_nr): """ determine default space group suffix """ possibilities = get_possible_sgrp_suf(sgrp_nr) if possibilities: return possibilities[0] return '' def _get_pardict(parint, x): """ internal helper function to determine an parameter dictionary needed for the evaluation of Wyckoff positions Parameters ---------- parint : int integer number specifying the parameters (binary code, see implementation) x : tuple, list parameter values in an apropriate length list or tuple Returns ------- dict """ i = 0 pardict = {} if parint & 1: pardict['x'] = x[i] i += 1 if parint & 2: pardict['y'] = x[i] i += 1 if parint & 4: pardict['z'] = x[i] return pardict def testwp(parint, wyckpos, cifpos, digits=config.DIGITS): """ test if a Wyckoff position can describe the given position from a CIF file Parameters ---------- parint : int telling which Parameters the given Wyckoff position has wyckpos : str or tuple expression of the Wyckoff position cifpos : list, or tuple or array-like (x, y, z) position of the atom in the CIF file digits : int number of digits for which for a comparison of floating point numbers will be rounded to. By default xu.config.DIGITS is used. Returns ------- foundflag : bool flag to tell if the positions match pars : array-like or None parameters associated with the position or None if no parameters are needed """ def check_positions_match(p1, p2, digits): p1 = p1 - numpy.round(p1, digits) // 1 p2 = p2 - numpy.round(p2, digits) // 1 if numpy.round(p1, digits) == numpy.round(p2, digits): return True return False wyckp = wyckpos.strip('()').split(',') # test agreement in positions witout variables match = [False, False, False] variables = [] for i in range(3): v = re.findall(r'[xyz]', wyckp[i]) if v == []: pos = eval(wyckp[i]) match[i] = check_positions_match(pos, cifpos[i], digits) if not match[i]: return False, None else: variables += v if all(match): return True, None # check if with proper choice of the variables a correspondence of the # positions can be obtained def fmin(x, parint, wyckp, cifpos): evalexp = [] cifp = [] for i in range(3): if not match[i]: evalexp.append(wyckp[i]) cifp.append(cifpos[i]) pardict = _get_pardict(parint, x) wpos = [eval(e, pardict) for e in evalexp] return numpy.linalg.norm(numpy.subtract(wpos, cifp)) x0 = [] if 'x' in variables: x0.append(cifpos[0]) if 'y' in variables: x0.append(cifpos[1]) if 'z' in variables: x0.append(cifpos[2]) opt = scipy.optimize.minimize(fmin, x0, args=(parint, wyckp, cifpos)) pardict = _get_pardict(parint, opt.x) for i in range(3): if not match[i]: pos = eval(wyckp[i], pardict) match[i] = check_positions_match(pos, cifpos[i], digits) if all(match): return True, list(opt.x) return False, None def get_wyckpos(sgrp, atompos): """ test all Wyckoff positions on every atomic position Parameters ---------- sgrp : str space group name atompos : list list of atomic positions to identify. All atomic positions are expected to belong to one and the same Wyckoff position! Returns ------- position argument for WyckoffBase.append """ for k, wyckpos in wp[sgrp].items(): parint, poslist, _ = wyckpos item = poslist[0] for pos in atompos: foundwp, par = testwp(parint, item, pos) if foundwp: return k if par is None else (k, list(par)) raise ValueError( f"Wyckoff could not be identified for SG {sgrp} and pos {atompos}") class WyckoffBase(list): """ The WyckoffBase class implements a container for a set of Wyckoff positions that form the base of a crystal lattice. An instance of this class can be treated as a simple container object. """ def __init__(self, *args, **kwargs): list.__init__(self, *args, **kwargs) @staticmethod def _checkatom(atom): if isinstance(atom, str): atom = getattr(elements, atom) elif not isinstance(atom, Atom): raise TypeError("atom must be an instance of class " "xrayutilities.materials.Atom") return atom @staticmethod def _checkpos(pos): if isinstance(pos, str): pos = (pos, None) elif isinstance(pos, (tuple, list)): if len(pos) == 1: pos = (pos[0], None) elif len(pos) == 2: if isinstance(pos[1], numbers.Number): pos = (pos[0], (pos[1], )) elif pos[1] is None: pos = (pos[0], None) else: pos = (pos[0], tuple(pos[1])) else: if isinstance(pos[1], numbers.Number): pos = (pos[0], tuple(pos[1:])) return pos def append(self, atom, pos, occ=1.0, b=0.): """ add new Atom to the lattice base Parameters ---------- atom : Atom object to be added pos : tuple or str Wyckoff position of the atom, along with its parameters. Examples: ('2i', (0.1, 0.2, 0.3)), or '1a' occ : float, optional occupancy (default=1.0) b : float, optional b-factor of the atom used as exp(-b*q**2/(4*pi)**2) to reduce the intensity of this atom (only used in case of temp=0 in StructureFactor and chi calculation) """ atom = self._checkatom(atom) pos = self._checkpos(pos) list.append(self, (atom, pos, occ, b)) def __setitem__(self, key, data): (atom, pos, occ, b) = data atom = self._checkatom(atom) pos = self._checkpos(pos) list.__setitem__(self, key, (atom, pos, float(occ), float(b))) def __copy__(self): """ since we use a custom 'append' method we need to overwrite copy """ cls = self.__class__ new = cls.__new__(cls) for item in self: new.append(*item) return new def __deepcopy__(self, memo): cls = self.__class__ new = cls.__new__(cls) memo[id(self)] = new for item in self: citem = copy.deepcopy(item, memo) new.append(*citem) return new def __str__(self): ostr = '' for i, (atom, p, occ, b) in enumerate(self): ostr += f"{i}: {str(atom)} {p[0]} " if p[1] is not None: ostr += " ".join(map(utilities.frac2str, p[1])) ostr += f" occ={occ:5.3f} b={b:5.3f}\n" return ostr def __contains__(self, item): """ check if this list contains already the same element, at the same position, and with the same Debye Waller factor. The occupancy is not checked intentionally. Parameters ---------- item : tuple or list WyckoffBase entry to check if its present in this list Returns ------- bool """ for atom, p, _, b in self: if (atom == item[0] and self.pos_eq(p, item[1]) and isclose(b, item[3], abs_tol=1e-4)): return True return False @staticmethod def entry_eq(e1, e2): """ compare two entries including all its properties to be equal Parameters ---------- e1, e2: tuple tuples with length 4 containing the entries of WyckoffBase which should be compared """ if (e1[0] == e2[0] and WyckoffBase.pos_eq(e1[1], e2[1]) and numpy.allclose(e1[2:], e2[2:], atol=1e-4)): return True return False @staticmethod def pos_eq(pos1, pos2): """ compare Wyckoff positions Parameters ---------- pos1, pos2: tuple tuples with Wyckoff label and optional parameters """ if pos1[0] != pos2[0]: return False if pos1[1] == pos2[1]: return True for f1, f2 in zip(pos1[1], pos2[1]): if not isclose(f1 % 1, f2 % 1, abs_tol=1e-5): return False return True def index(self, item): """ return the index of the atom (same element, position, and Debye Waller factor). The occupancy is not checked intentionally. If the item is not present a ValueError is raised. Parameters ---------- item : tuple or list WyckoffBase entry Returns ------- int """ for i, (atom, p, _, b) in enumerate(self): if (atom == item[0] and self.pos_eq(p, item[1]) and isclose(b, item[3], abs_tol=1e-4)): return i raise ValueError(f"{str(item)} is not in list") class SymOp: """ Class descriping a symmetry operation in a crystal. The symmetry operation is characterized by a 3x3 transformation matrix as well as a 3-vector describing a translation. For magnetic symmetry operations also the time reversal symmetry can be specified (not used in xrayutilities) """ def __init__(self, D, t, m=1): """ Initialize the symmetry operation Parameters ---------- D : array-like transformation matrix (3x3) t : array-like translation vector (3) m : int, optional indicates time reversal in magnetic groups. +1 (default, no time reveral) or -1 """ self._W = numpy.zeros((4, 4)) self._W[:3, :3] = numpy.asarray(D) self._W[:3, 3] = numpy.asarray(t) self._W[3, 3] = 1 self._m = m @classmethod def from_xyz(cls, xyz): """ create a SymOp from the xyz notation typically used in CIF files. Parameters ---------- xyz : str string describing the symmetry operation (e.g. '-y, -x, z') """ D = numpy.zeros((3, 3)) t = numpy.array(eval(xyz, {'x': 0, 'y': 0, 'z': 0})[:3]) m = 1 for i, expr in enumerate(xyz.strip('()').split(',')): if i == 3: # time reversal property m = int(expr) continue if 'x' in expr: D[i, 0] = -1 if '-x' in expr else 1 if 'y' in expr: D[i, 1] = -1 if '-y' in expr else 1 if 'z' in expr: D[i, 2] = -1 if '-z' in expr else 1 return SymOp(D, t, m) def xyz(self, showtimerev=False): """ return the symmetry operation in xyz notation """ ret = '' t = self.t for i in range(3): expr = '' if abs(self._W[i, 0]) == 1: expr += '+x' if self._W[i, 0] == 1 else '-x' if abs(self._W[i, 1]) == 1: expr += '+y' if self._W[i, 1] == 1 else '-y' if abs(self._W[i, 2]) == 1: expr += '+z' if self._W[i, 2] == 1 else '-z' if t[i] != 0: expr += '+' if t[i] > 0 else '' expr += str(fractions.Fraction(t[i]).limit_denominator(100)) expr = expr.strip('+') ret += expr + ', ' if showtimerev: ret += f'{self._m:+d}' return ret.strip(', ') @property def D(self): """transformation matrix of the symmetry operation""" return self._W[:3, :3] @property def t(self): """translation vector of the symmetry operation""" return self._W[:3, 3] def __eq__(self, other): if not isinstance(other, SymOp): return NotImplemented return self._m == other._m and numpy.all(self._W == other._W) @staticmethod def foldback(v): return v - numpy.round(v, config.DIGITS) // 1 def apply_rotation(self, vec): return self.D @ vec def apply(self, vec, foldback=True): lv = numpy.asarray(list(vec) + [1, ]) result = (self._W @ lv)[:3] if foldback: return self.foldback(result) return result def apply_axial(self, vec): return self._m * numpy.linalg.det(self.D) * self.D @ vec def combine(self, other): if not isinstance(other, SymOp): return NotImplemented W = self._W @ other._W return SymOp(W[:3, :3], self.foldback(W[:3, 3]), self._m*other._m) def __str__(self): return f'({self.xyz(showtimerev=True)})' def __repr__(self): return self.__str__() class SGLattice: """ lattice object created from the space group number and corresponding unit cell parameters. atoms in the unit cell are specified by their Wyckoff position and their free parameters. """ def __init__(self, sgrp, *args, **kwargs): """ initialize class with space group number and atom list Parameters ---------- sgrp : int or str Space group number *args : float space group parameters. depending on the space group number this are 1 (cubic) to 6 (triclinic) parameters. cubic : a (lattice parameter). hexagonal : a, c. trigonal : a, c. tetragonal : a, c. orthorhombic : a, b, c. monoclinic : a, b, c, beta (in degree). triclinic : a, b, c, alpha, beta, gamma (in degree). atoms : list, optional list of elements either as Element object or string with the element name. If you specify atoms you have to also give the same number of Wyckoff positions pos : list, optional list of the atomic positions within the unit cell. This can be given as Wyckoff position along with its parameters or any position of an atom which will be used to identify the Wyckoff position. If a position has no free parameter the parameters can be omitted. Example: [('2i', (0.1, 0.2, 0.3)), '1a', (0, 0.5, 0)] occ : list, optional site occupation for the atoms. This is optional and defaults to 1 if not given. b : list, optional b-factor of the atom used as exp(-b*q**2/(4*pi)**2) to reduce the intensity of this atom (only used in case of temp=0 in StructureFactor and chi calculation) """ valid_kwargs = {'atoms': 'list of elements', 'pos': 'list of Wyckoff positions', 'occ': 'site occupations', 'b': 'Debye Waller exponents'} utilities.check_kwargs(kwargs, valid_kwargs, self.__class__.__name__) self.space_group = str(sgrp) self.space_group_nr = int(self.space_group.split(':')[0]) try: self.space_group_suf = ':' + self.space_group.split(':')[1] except IndexError: self.space_group_suf = get_default_sgrp_suf(self.space_group_nr) if self.space_group_suf != '': self.space_group = str(self.space_group_nr) + self.space_group_suf self.name = sgrp_name[str(self.space_group_nr)] + self.space_group_suf self.crystal_system, nargs = sgrp_sym[self.space_group_nr] self.crystal_system += self.space_group_suf if len(args) != nargs: raise ValueError( f"XU: number of parameters ({len(args)}) does not match the" f"crystal symmetry ({self.crystal_system}:{nargs})" ) self.free_parameters = OrderedDict() for a, par in zip(args, sgrp_params[self.crystal_system][0]): self.free_parameters[par] = a self._parameters = OrderedDict() for i, p in enumerate(('a', 'b', 'c', 'alpha', 'beta', 'gamma')): key = sgrp_params[self.crystal_system][1][i] if isinstance(key, str): self._parameters[p] = self.free_parameters[key] else: self._parameters[p] = key # define lattice vectors self._ai = numpy.zeros((3, 3)) self._bi = numpy.empty((3, 3)) a, b, _, alpha, beta, gamma = self._parameters.values() ra = radians(alpha) self._paramhelp = [cos(ra), cos(radians(beta)), cos(radians(gamma)), sin(ra), 0] self._setlat() # save general Wyckoff position self._gplabel = sorted(wp[self.space_group], key=lambda s: int(s[:-1]))[-1] self._gp = wp[self.space_group][self._gplabel] # set atom positions in the lattice base self._wbase = WyckoffBase() atoms = kwargs.get('atoms', None) wps = kwargs.get('pos', None) if atoms: occs = kwargs.get('occ', [1.0, ] * len(atoms)) bs = kwargs.get('b', [0.0, ] * len(atoms)) for at, wpos, o, b in zip(atoms, wps, occs, bs): if (not isinstance(wpos, (tuple, list, numpy.ndarray)) or len(wpos) < 3): self._wbase.append(at, wpos, o, b) else: # atomic position given -> identify Wyckoff position # find all equivalent positions gplist = set() for p in self._gp[1]: pos = eval(p, {'x': wpos[0], 'y': wpos[1], 'z': wpos[2]}) pos = SymOp.foldback(pos) gplist.add(tuple(pos)) wyckpos = get_wyckpos(self.space_group, gplist) if config.VERBOSITY >= config.INFO_LOW: print(f"XU.materials.SGLattice: position {wpos} " f"identified as {wyckpos}") self._wbase.append(at, wyckpos, o, b) self.nsites = len(self._wbase) # symmetry operations and reflection conditions placeholder self._hklmat = [] self._symops = [] self._hklcond = [] self._hklcond_wp = [] self._iscentrosymmetric = None @property def symops(self): """ return the set of symmetry operations from the general Wyckoff position of the space group. """ if not self._symops: for p in self._gp[1]: self._symops.append(SymOp.from_xyz(p)) return self._symops @property def _hklsym(self): if self._hklmat == []: for s in self.symops: self._hklmat.append(numpy.round(self._qtransform.imatrix @ self._transform.matrix @ s.D @ self._transform.imatrix @ self._qtransform.matrix, config.DIGITS)) return self._hklmat def base(self): """ generator of atomic position within the unit cell. """ if not self._wbase: return sgwp = wp[self.space_group] for (atom, w, occ, b) in self._wbase: x, y, z = None, None, None parint, poslist, dummy = sgwp[w[0]] i = 0 if parint & 1: try: x = w[1][i] except TypeError: print('XU.materials: Wyckoff position %s of %s needs ' 'parameters (%d) -> wrong material definition' % (w[0], str(self.space_group), parint)) raise i += 1 if parint & 2: try: y = w[1][i] except TypeError: print('XU.materials: Wyckoff position %s of %s needs ' 'parameters (%d) -> wrong material definition' % (w[0], str(self.space_group), parint)) raise i += 1 if parint & 4: try: z = w[1][i] except TypeError: print('XU.materials: Wyckoff position %s of %s needs ' 'parameters (%d) -> wrong material definition' % (w[0], str(self.space_group), parint)) raise i += 1 if w[1]: if i != len(w[1]): raise TypeError('XU.materials: too many parameters for ' 'Wyckoff position') for p in poslist: pos = eval(p, {'x': x, 'y': y, 'z': z}) pos = SymOp.foldback(pos) yield atom, pos, occ, b def _setlat(self): a, b, c, _, _, _ = self._parameters.values() ca, cb, cg, sa, vh = self._paramhelp vh = sqrt(1 - ca**2-cb**2-cg**2 + 2*ca*cb*cg) self._paramhelp[4] = vh self._ai[0, 0] = a * vh / sa self._ai[0, 1] = a * (cg-cb*ca) / sa self._ai[0, 2] = a * cb self._ai[1, 1] = b * sa self._ai[1, 2] = b * ca self._ai[2, 2] = c self._transform = math.Transform(self._ai.T) self._setb() def _setb(self): V = self.UnitCellVolume() p = 2. * numpy.pi / V math.VecCross(p*self._ai[1, :], self._ai[2, :], out=self._bi[0, :]) math.VecCross(p*self._ai[2, :], self._ai[0, :], out=self._bi[1, :]) math.VecCross(p*self._ai[0, :], self._ai[1, :], out=self._bi[2, :]) self._qtransform = math.Transform(self._bi.T) def _set_params_from_sym(self): for i, p in enumerate(('a', 'b', 'c', 'alpha', 'beta', 'gamma')): key = sgrp_params[self.crystal_system][1][i] if isinstance(key, str): if p not in self.free_parameters: self._parameters[p] = self.free_parameters[key] @property def ai(self): return self._ai @property def B(self): return self._qtransform.matrix @property def a(self): return self._parameters['a'] @a.setter def a(self, value): if 'a' not in self.free_parameters: raise RuntimeError("a can not be set, its not a free parameter!") self._parameters['a'] = value self.free_parameters['a'] = value self._set_params_from_sym() self._setlat() @property def b(self): return self._parameters['b'] @b.setter def b(self, value): if 'b' not in self.free_parameters: raise RuntimeError("b can not be set, its not a free parameter!") self._parameters['b'] = value self.free_parameters['b'] = value self._set_params_from_sym() self._setlat() @property def c(self): return self._parameters['c'] @c.setter def c(self, value): if 'c' not in self.free_parameters: raise RuntimeError("c can not be set, its not a free parameter!") self._parameters['c'] = value self.free_parameters['c'] = value self._set_params_from_sym() self._setlat() @property def alpha(self): return self._parameters['alpha'] @alpha.setter def alpha(self, value): if 'alpha' not in self.free_parameters: raise RuntimeError("alpha can not be set for this space group!") self._parameters['alpha'] = value self.free_parameters['alpha'] = value self._set_params_from_sym() ra = radians(value) self._paramhelp[0] = cos(ra) self._paramhelp[3] = sin(ra) self._setlat() @property def beta(self): return self._parameters['beta'] @beta.setter def beta(self, value): if 'beta' not in self.free_parameters: raise RuntimeError("beta can not be set for this space group!") self._parameters['beta'] = value self.free_parameters['beta'] = value self._set_params_from_sym() self._paramhelp[1] = cos(radians(value)) self._setlat() @property def gamma(self): return self._parameters['gamma'] @gamma.setter def gamma(self, value): if 'gamma' not in self.free_parameters: raise RuntimeError("gamma can not be set for this space group!") self._parameters['gamma'] = value self.free_parameters['gamma'] = value self._set_params_from_sym() self._paramhelp[2] = cos(radians(value)) self._setlat() def __eq__(self, other): """ compare another SGLattice instance to decide if both are equal. To be equal they have to use the same space group, have equal lattice parameters and contain equal atoms in their base. """ if self.space_group != other.space_group: return False # compare lattice parameters for prop in self.free_parameters: if not isclose(getattr(self, prop), getattr(other, prop)): return False # compare atoms in base for e in self._wbase: if e not in other._wbase: return False idx = other._wbase.index(e) if not WyckoffBase.entry_eq(e, other._wbase[idx]): return False return True def GetPoint(self, *args): """ determine lattice points with indices given in the argument Examples -------- >>> import xrayutilities as xu >>> xu.materials.Si.lattice.GetPoint(0, 0, 4) array([ 0. , 0. , 21.72416]) or >>> xu.materials.Si.lattice.GetPoint((1, 1, 1)) array([5.43104, 5.43104, 5.43104]) """ if len(args) == 1: args = args[0] return self._transform(args) def GetQ(self, *args): """ determine the reciprocal lattice points with indices given in the argument """ if len(args) == 1: args = args[0] return self._qtransform(args) def GetHKL(self, *args): """ determine the Miller indices of the given reciprocal lattice points """ if len(args) == 1: args = args[0] return self._qtransform.inverse(args) def UnitCellVolume(self): """ function to calculate the unit cell volume of a lattice (angstrom^3) """ a, b, c, _, _, _ = self._parameters.values() return a * b * c * self._paramhelp[4] def ApplyStrain(self, eps): """ Applies a certain strain on a lattice. The result is a change in the base vectors. The full strain matrix (3x3) needs to be given. Note: Here you specify the strain and not the stress -> NO elastic response of the material will be considered! Note: Although the symmetry of the crystal can be lowered by this operation the spacegroup remains unchanged! The 'free_parameters' attribute is, however, updated to mimic the possible reduction of the symmetry. Parameters ---------- eps : array-like a 3x3 matrix with all strain components """ if isinstance(eps, (list, tuple)): eps = numpy.asarray(eps, dtype=numpy.double) if eps.shape != (3, 3): raise InputError("ApplyStrain needs a 3x3 matrix " "with strain values") ai = self._ai + numpy.dot(eps, self._ai.T).T self._parameters['a'] = math.VecNorm(ai[0, :]) self._parameters['b'] = math.VecNorm(ai[1, :]) self._parameters['c'] = math.VecNorm(ai[2, :]) self._parameters['alpha'] = math.VecAngle(ai[1, :], ai[2, :], deg=True) self._parameters['beta'] = math.VecAngle(ai[0, :], ai[2, :], deg=True) self._parameters['gamma'] = math.VecAngle(ai[0, :], ai[1, :], deg=True) # update helper parameters ra = radians(self._parameters['alpha']) self._paramhelp[0] = cos(ra) self._paramhelp[1] = cos(radians(self._parameters['beta'])) self._paramhelp[2] = cos(radians(self._parameters['gamma'])) self._paramhelp[3] = sin(ra) # set new transformations self._setlat() # update free_parameters for p in self.free_parameters: self.free_parameters[p] = self._parameters[p] # artificially reduce symmetry if needed for i, p in enumerate(('a', 'b', 'c', 'alpha', 'beta', 'gamma')): key = sgrp_params[self.crystal_system][1][i] if isinstance(key, str): if self._parameters[p] != self.free_parameters[key]: self.free_parameters[p] = self._parameters[p] else: if self._parameters[p] != key: self.free_parameters[p] = self._parameters[p] @property def iscentrosymmetric(self): """ returns a boolean to determine if the lattice has centrosymmetry. """ if self._iscentrosymmetric is None: self._iscentrosymmetric = False for s in self.symops: if numpy.all(-numpy.identity(3) == s.D): self._iscentrosymmetric = True break return self._iscentrosymmetric def isequivalent(self, hkl1, hkl2): """ determining if hkl1 and hkl2 are two crystallographical equivalent pairs of Miller indices. Note that this function considers the effect of non-centrosymmetry! Parameters ---------- hkl1, hkl2 : list Miller indices to be checked for equivalence Returns ------- bool """ return tuple(hkl2) in self.equivalent_hkls(hkl1) def equivalent_hkls(self, hkl): """ returns a list of equivalent hkl peaks depending on the crystal system """ suf = self.space_group_suf nr = self.space_group_nr if suf == get_default_sgrp_suf(nr): ehkl = set(eqhkl_default[nr](hkl[0], hkl[1], hkl[2])) elif suf in get_possible_sgrp_suf(nr): ehkl = set(eqhkl_custom[nr](hkl[0], hkl[1], hkl[2])) else: # fallback calculation with symmetry operations ehkl = numpy.unique(numpy.einsum('...ij,j', self._hklsym, hkl), axis=0) ehkl = set(tuple(e) for e in ehkl) return ehkl def hkl_allowed(self, hkl, returnequivalents=False): """ check if Bragg reflection with Miller indices hkl can exist according to the reflection conditions. If no reflection conditions are available this function returns True for all hkl values! Parameters ---------- hkl : tuple or list Miller indices of the reflection to check returnequivalents : bool, optional If True all the equivalent Miller indices of hkl are returned in a set as second return argument. Returns ------- allowed : bool True if reflection can have non-zero structure factor, false otherwise equivalents : set, optional set of equivalent Miller indices if returnequivalents is True """ # generate all equivalent hkl values which also need to be checked: hkls = self.equivalent_hkls(hkl) def build_return(allowed, requi=returnequivalents): if requi: return allowed, hkls return allowed # load reflection conditions if needed if self._gp[2] == 'n/a': return build_return(True) if self._hklcond == [] and self._gp[2] is not None: self._hklcond = hklcond_group.findall(self._gp[2]) if self._hklcond_wp == []: for lab in set(e[1][0] for e in self._wbase): if lab == self._gplabel: # if gen. pos. is occupied skip it self._hklcond_wp.append(None) elif wp[self.space_group][lab][2] is None: self._hklcond_wp.append(None) else: self._hklcond_wp.append(hklcond_group.findall( wp[self.space_group][lab][2])) # call C-code to (efficiently) test the conditions ret = cxrayutilities.testhklcond(hkls, self._hklcond, self._hklcond_wp) return build_return(ret) def get_allowed_hkl(self, qmax): """ return a set of all allowed reflections up to a maximal specified momentum transfer. Parameters ---------- qmax : float maximal momentum transfer Returns ------- hklset : set set of allowed hkl reflections """ def recurse_hkl(h, k, l, kstep): if (h, k, l) in hkltested: return m = self.B q = m[:, 0]*h + m[:, 1]*k + m[:, 2]*l # efficient matmul if sqrt(q[0]**2 + q[1]**2 + q[2]**2) >= qmax: return allowed, eqhkl = self.hkl_allowed((h, k, l), returnequivalents=True) hkltested.update(eqhkl) if not self.iscentrosymmetric: hkltested.update((-h, -k, -l) for (h, k, l) in eqhkl) if allowed: hklset.update(eqhkl) if not self.iscentrosymmetric: eqhkl = self.equivalent_hkls((-h, -k, -l)) hklset.update(eqhkl) recurse_hkl(h+1, k, l, kstep) recurse_hkl(h, k+kstep, l, kstep) recurse_hkl(h, k, l+1, kstep) recurse_hkl(h, k, l-1, kstep) hklset = set() hkltested = set() recurse_hkl(0, 0, 0, +1) recurse_hkl(1, -1, 0, -1) hklset.remove((0, 0, 0)) return hklset def reflection_conditions(self): """ return string of reflection conditions, both general (from space group) and of Wyckoff positions """ ostr = "Reflection conditions:\n" ostr += f" general: {str(self._gp[2])}\n" for wplabel in set(e[1][0] for e in self._wbase): ostr += f"{wplabel:8s}: {str(wp[self.space_group][wplabel][2])}\n" return ostr def __str__(self): ostr = "{sg} {cs} {n}: a = {a:.4f}, b = {b:.4f} c= {c:.4f}\n" +\ "alpha = {alpha:.3f}, beta = {beta:.3f}, gamma = {gamma:.3f}\n" ostr = ostr.format(sg=self.space_group, cs=self.crystal_system, n=self.name, **self._parameters) if self._wbase: ostr += "Lattice base:\n" ostr += str(self._wbase) ostr += self.reflection_conditions() return ostr def convert_to_P1(self): """ create a P1 equivalent of this SGLattice instance. Returns ------- SGLattice instance with the same properties as the present lattice, however, in the P1 setting. """ a, b, c, alpha, beta, gamma = (self.a, self.b, self.c, self.alpha, self.beta, self.gamma) atoms = [] pos = [] occ = [] biso = [] for at, p, o, bf in self.base(): atoms.append(at) pos.append(('1a', p)) occ.append(o) biso.append(bf) return type(self)(1, a, b, c, alpha, beta, gamma, atoms=atoms, pos=pos, occ=occ, b=biso) def findsym(self): """ method to return the highest symmetry description of the current material. This method does not consider to change the unit cell dimensions but only searches the highest symmetry spacegroup which with the current unit cell setting can be described. It is therefore not an implementation of FINDSYM [1]. Returns ------- new SGLattice-instance a new SGLattice instance is returned with the highest available symmetry description. (see restrictions above) [1] https://stokes.byu.edu/iso/findsym.php """ def identify_wyckpos(sgrp, atoms): """ try to determine suitable Wyckoff positions Parameters ----------: sgrp : str space group identifier (including potential suffix) atoms : list list of atoms in the unit cell. should have equivalent entries as SGLattice.base() Returns ------- success, atomdict "success" is a boolean flag to indicate if equivalents for every atom position could be found upon success "atomdict" is a dictionary which can be used in a SGLattice definition to specify the unit cell. If success==False atomdict is None. """ # get all Wyckpos for this spacegroup atomdict = {'atoms': [], 'pos': [], 'occ': [], 'b': []} success = True # check all atomic species seperately for el in set(at[0] for at in atoms): catoms = list(filter(lambda at: at[0] == el, atoms)) found = numpy.zeros(len(catoms), dtype=bool) # see if atomic positions fit to Wyckoff positions for k, wyckpos in wp[sgrp].items(): num = int(k[:-1]) if num > len(catoms)-sum(found): break parint, poslist, _ = wyckpos for f, (dummy, xyz, occ, biso) in zip(found, catoms): if f: continue foundwp, pospar = testwp(parint, poslist[0], xyz) if foundwp: # generate parameters of this Wyckoff position pardict = _get_pardict(parint, pospar) # check if all equivalent positions are also # occupied by the same atom nremoved = 0 for p in poslist: pos = eval(p, {}, pardict) pos = SymOp.foldback(pos) for n, entry in enumerate(catoms): if numpy.allclose(entry[1], pos): # remove atom from search list nremoved += 1 found[n] = True if nremoved != num: # not all equivalent positions occupied return False, None # add Wyckoff position to output if pospar is None: atomdict['pos'].append(k) else: atomdict['pos'].append((k, list(pospar))) atomdict['atoms'].append(el) atomdict['occ'].append(occ) atomdict['b'].append(biso) if num > len(catoms)-sum(found): break if len(catoms) != sum(found): success = False atomdict = None break return success, atomdict # determine possible space groups for unit cell parameters systems = [] possible_sg = [] # determine possible lattice systems for sys in ('cubic', 'hexagonal', 'trigonal:R', 'trigonal:H', 'tetragonal', 'orthorhombic', 'monoclinic:b', 'monoclinic:c', 'triclinic'): freepar, ucpar = sgrp_params[sys] ucsys = [] for par in ucpar: if isinstance(par, numbers.Number): ucsys.append(par) else: ucsys.append(eval(par, {}, self._parameters)) if numpy.allclose(tuple(self._parameters.values()), ucsys): systems.append(sys) # determine suitable space group numbers and names for these families for sys in systems: freepar, ucpar = sgrp_params[sys] splitsys = sys.split(':') suf = None if len(splitsys) > 1: suf = ':' + splitsys[1] for sgrange, v in sgrp_sym.items(): if v[0] == splitsys[0]: for nr in reversed(sgrange): sufs = get_possible_sgrp_suf(nr) if suf is None: if isinstance(sufs, list): for s in sufs: possible_sg.append((str(nr) + s, freepar)) else: possible_sg.append((str(nr), freepar)) else: if suf in sufs: possible_sg.append((str(nr) + suf, freepar)) else: possible_sg.append((str(nr), freepar)) # test space groups starting with the highest symmetric one if config.VERBOSITY >= config.DEBUG: print("XU.materials.SGLattice.findsym: possible space groups: ", possible_sg) for sgrp, ucpar in possible_sg: success, atoms = identify_wyckpos(sgrp, list(self.base())) if success: break return type(self)(sgrp, *[self._parameters[k] for k in ucpar], **atoms) def transform(self, mat, origin): """ Transform the unit cell with the matrix and origin shift given in the parameters. This function returns a new instance of SGLattice which contains the highest possible symmetry description of the transformed unit cell. After the transformation (see [1]) the findsym method is used to create the new SGLattice instance. Parameters ---------- mat : (3, 3) list, or ndarray, optional transformation matrix of the unit cell. The matrix definition aims to be consistent with what is used on the Bilbao Crystallographic Server [1]. This only defines the linear part, while the origin shift is given by origin. origin : (3, ) list, or ndarray origin shift of the unit cell [1]. [1] https://www.cryst.ehu.es/cgi-bin/cryst/programs/nph-doc-trmat """ # transform unit cell dimensions ait = numpy.transpose(mat @ self._ai.T) a, b, c = [math.VecNorm(ait[i, :]) for i in range(3)] al, be, ga = [math.VecAngle(ait[(i+1) % 3, :], ait[(i+2) % 3, :], deg=True) for i in range(3)] param = (a, b, c, al, be, ga) # transform atomic positions and also search neighboring cells to find # all equivalent positions def recurse_cells(fracpos, outset): """ recursive search in neighboring cells. Note that if this function would operate on the Wyckoff position level it could use the determinant of the transformation matrix (unit cell volume change) to derive an additional abort criterion """ pos = invmat @ fracpos + origin pos = SymOp.foldback(pos) pos = tuple(numpy.round(pos, config.DIGITS)) if pos in outset: return outset.add(pos) g = list(product(range(-1, 2), repeat=3)) g.remove([0, 0, 0]) for off in g: recurse_cells(numpy.add(fracpos, off), outset) allatoms = {'atoms': [], 'pos': [], 'occ': [], 'b': []} invmat = numpy.linalg.inv(mat) # check all atomic species seperately for el in set(at[0] for at in self.base()): catoms = list(filter(lambda at: at[0] == el, self.base())) elset = set() for at in catoms: eqpos = set() recurse_cells(at[1], eqpos) for pos in eqpos: if (pos, at[2], at[3]) not in elset: elset.add((pos, at[2], at[3])) allatoms['pos'].append(('1a', pos)) allatoms['atoms'].append(el) allatoms['occ'].append(at[2]) allatoms['b'].append(at[3]) p1 = type(self)(1, *param, **allatoms) if config.VERBOSITY >= config.DEBUG: print("XU.materials.SGLattice: transform via P1: ", p1) return p1.findsym() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/materials/wyckpos.py0000644000175100002000000231366414742413365023344 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2017-2023 Dominik Kriegner __all__ = ["RangeDict", "eqhkl_default", "eqhkl_custom", "wp"] class RangeDict(dict): """Dictionary type which uses range as keys""" def __getitem__(self, item): if not isinstance(item, range): for key in self: if item in key: return self[key] return super().__getitem__(item) return super().__getitem__(item) eqhkl_default = RangeDict({ range(1, 2): lambda h, k, l: ((h, k, l), ), range(2, 3): lambda h, k, l: ((-h, -k, -l), (h, k, l)), range(3, 6): lambda h, k, l: ((h, k, l), (-h, k, -l)), range(6, 10): lambda h, k, l: ((h, -k, l), (h, k, l)), range(10, 16): lambda h, k, l: ((-h, -k, -l), (h, k, l), (-h, k, -l), (h, -k, l)), range(16, 25): lambda h, k, l: ((-h, -k, l), (h, k, l), (h, -k, -l), (-h, k, -l)), range(25, 47): lambda h, k, l: ((-h, -k, l), (h, -k, l), (h, k, l), (-h, k, l)), range(47, 75): lambda h, k, l: ((h, k, l), (-h, k, -l), (-h, -k, l), (-h, -k, -l), (h, -k, -l), (h, -k, l), (-h, k, l), (h, k, -l)), range(75, 81): lambda h, k, l: ((-h, -k, l), (k, -h, l), (h, k, l), (-k, h, l)), range(81, 83): lambda h, k, l: ((-h, -k, l), (-k, h, -l), (h, k, l), (k, -h, -l)), range(83, 89): lambda h, k, l: ((h, k, l), (k, -h, l), (-k, h, -l), (-h, -k, l), (-h, -k, -l), (-k, h, l), (k, -h, -l), (h, k, -l)), range(89, 99): lambda h, k, l: ((h, k, l), (-h, k, -l), (k, -h, l), (-k, -h, -l), (k, h, -l), (-h, -k, l), (h, -k, -l), (-k, h, l)), range(99, 111): lambda h, k, l: ((h, k, l), (k, -h, l), (k, h, l), (-h, -k, l), (h, -k, l), (-h, k, l), (-k, h, l), (-k, -h, l)), range(115, 121): lambda h, k, l: ((h, k, l), (-k, -h, -l), (-k, h, -l), (k, h, -l), (-h, -k, l), (h, -k, l), (-h, k, l), (k, -h, -l)), (111, 112, 113, 114, 121, 122): lambda h, k, l: ((h, k, l), (-h, k, -l), (-k, h, -l), (k, h, l), (-h, -k, l), (h, -k, -l), (k, -h, -l), (-k, -h, l)), range(123, 143): lambda h, k, l: ((h, k, l), (-h, k, -l), (k, -h, l), (-k, -h, -l), (k, h, -l), (-k, h, -l), (k, h, l), (-h, -k, l), (h, -k, -l), (-h, -k, -l), (h, -k, l), (-h, k, l), (-k, h, l), (k, -h, -l), (-k, -h, l), (h, k, -l)), range(143, 147): lambda h, k, l: ((h, k, l), (k, -h-k, l), (-h-k, h, l)), range(147, 149): lambda h, k, l: ((h, k, l), (h+k, -h, -l), (k, -h-k, l), (-h, -k, -l), (-k, h+k, -l), (-h-k, h, l)), (149, 151, 153): lambda h, k, l: ((h, k, l), (k, -h-k, l), (-k, -h, -l), (-h, h+k, -l), (-h-k, h, l), (h+k, -k, -l)), (150, 152, 154, 155): lambda h, k, l: ((h, k, l), (k, -h-k, l), (-h-k, k, -l), (h, -h-k, -l), (k, h, -l), (-h-k, h, l)), (157, 159): lambda h, k, l: ((h, k, l), (k, -h-k, l), (k, h, l), (-h-k, k, l), (-h-k, h, l), (h, -h-k, l)), (156, 158, 160, 161): lambda h, k, l: ((h, k, l), (k, -h-k, l), (h+k, -k, l), (-h, h+k, l), (-h-k, h, l), (-k, -h, l)), range(162, 164): lambda h, k, l: ((h, k, l), (h+k, -h, -l), (k, -h-k, l), (-k, -h, -l), (k, h, l), (-h, h+k, -l), (-h, -k, -l), (-k, h+k, -l), (-h-k, k, l), (-h-k, h, l), (h+k, -k, -l), (h, -h-k, l)), range(164, 168): lambda h, k, l: ((h, k, l), (h+k, -h, -l), (k, -h-k, l), (-h-k, k, -l), (h, -h-k, -l), (h+k, -k, l), (k, h, -l), (-h, -k, -l), (-k, h+k, -l), (-h, h+k, l), (-h-k, h, l), (-k, -h, l)), range(168, 174): lambda h, k, l: ((h, k, l), (k, -h-k, l), (-k, h+k, l), (-h, -k, l), (-h-k, h, l), (h+k, -h, l)), range(174, 175): lambda h, k, l: ((h, k, l), (-h-k, h, -l), (k, -h-k, l), (k, -h-k, -l), (-h-k, h, l), (h, k, -l)), range(175, 177): lambda h, k, l: ((h, k, l), (h+k, -h, -l), (k, -h-k, l), (-h-k, h, -l), (h, k, -l), (-k, h+k, l), (-h, -k, l), (-h, -k, -l), (-k, h+k, -l), (k, -h-k, -l), (-h-k, h, l), (h+k, -h, l)), range(177, 183): lambda h, k, l: ((h, k, l), (k, -h-k, l), (-h-k, k, -l), (h, -h-k, -l), (-k, -h, -l), (k, h, -l), (-k, h+k, l), (-h, -k, l), (-h, h+k, -l), (-h-k, h, l), (h+k, -k, -l), (h+k, -h, l)), range(183, 187): lambda h, k, l: ((h, k, l), (k, -h-k, l), (h+k, -k, l), (k, h, l), (-k, h+k, l), (-h, -k, l), (-h, h+k, l), (-h-k, k, l), (-h-k, h, l), (-k, -h, l), (h, -h-k, l), (h+k, -h, l)), range(187, 189): lambda h, k, l: ((h, k, l), (-h-k, h, -l), (k, -h-k, l), (h+k, -k, l), (-k, -h, -l), (h+k, -k, -l), (-h, h+k, -l), (-h, h+k, l), (k, -h-k, -l), (-h-k, h, l), (-k, -h, l), (h, k, -l)), range(189, 191): lambda h, k, l: ((h, k, l), (-h-k, h, -l), (k, -h-k, l), (-h-k, k, -l), (h, -h-k, -l), (k, h, -l), (k, h, l), (-h-k, k, l), (k, -h-k, -l), (-h-k, h, l), (h, -h-k, l), (h, k, -l)), range(191, 195): lambda h, k, l: ((h, k, l), (h+k, -h, -l), (k, h, -l), (k, h, l), (-k, h+k, l), (-h, h+k, -l), (h+k, -k, -l), (h, -h-k, l), (-h-k, h, -l), (k, -h-k, l), (-k, -h, -l), (-h, -k, l), (-h, -k, -l), (-k, -h, l), (-h-k, k, -l), (h, -h-k, -l), (h+k, -k, l), (-h, h+k, l), (-k, h+k, -l), (-h-k, k, l), (h, k, -l), (h+k, -h, l), (k, -h-k, -l), (-h-k, h, l)), range(195, 200): lambda h, k, l: ((h, k, l), (-l, -h, k), (-h, k, -l), (k, -l, -h), (l, h, k), (-k, l, -h), (-k, -l, h), (-l, h, -k), (-h, -k, l), (h, -k, -l), (l, -h, -k), (k, l, h)), range(200, 207): lambda h, k, l: ((h, k, l), (k, -l, -h), (-l, -h, -k), (k, l, -h), (-l, h, k), (-l, h, -k), (l, h, -k), (l, -h, k), (k, -l, h), (-h, -k, l), (h, -k, -l), (-h, -k, -l), (h, -k, l), (-h, k, l), (l, -h, -k), (k, l, h), (l, h, k), (-k, -l, h), (-l, -h, k), (-k, l, -h), (h, k, -l), (-h, k, -l), (-k, l, h), (-k, -l, -h)), range(207, 215): lambda h, k, l: ((h, k, l), (k, -l, -h), (k, -h, l), (-l, -k, -h), (k, h, -l), (-l, h, -k), (-k, h, l), (-k, -h, -l), (-l, k, h), (-h, -k, l), (h, -k, -l), (h, l, -k), (-h, l, k), (-h, -l, -k), (l, -h, -k), (k, l, h), (l, h, k), (-k, -l, h), (-l, -h, k), (-k, l, -h), (h, -l, k), (-h, k, -l), (l, -k, h), (l, k, -h)), range(215, 221): lambda h, k, l: ((h, k, l), (h, -l, -k), (k, -l, -h), (-l, k, -h), (-l, h, -k), (k, h, l), (-h, -k, l), (h, -k, -l), (h, l, k), (-h, l, -k), (l, -h, -k), (-k, -h, l), (k, l, h), (-l, -k, h), (l, k, h), (l, h, k), (-k, -l, h), (-k, h, -l), (-l, -h, k), (k, -h, -l), (-k, l, -h), (l, -k, -h), (-h, k, -l), (-h, -l, k)), range(221, 231): lambda h, k, l: ((h, k, l), (h, -l, -k), (k, -l, -h), (-l, k, -h), (k, -h, l), (-l, -k, -h), (k, h, -l), (-l, -h, -k), (-l, h, k), (-l, h, -k), (k, l, -h), (k, h, l), (-k, h, l), (l, h, -k), (k, -l, h), (-k, -h, -l), (l, -h, k), (-l, k, h), (-h, -k, l), (h, -k, -l), (h, l, -k), (-h, l, k), (-h, -l, -k), (-h, -k, -l), (h, -k, l), (-h, k, l), (l, -h, -k), (-k, -h, l), (k, l, h), (-l, -k, h), (l, h, k), (-k, -l, h), (-k, h, -l), (l, k, h), (-h, l, -k), (h, l, k), (-l, -h, k), (k, -h, -l), (-k, l, -h), (l, -k, -h), (h, -l, k), (h, k, -l), (-h, k, -l), (-h, -l, k), (l, -k, h), (-k, l, h), (l, k, -h), (-k, -l, -h)) }) eqhkl_custom = RangeDict({ range(3, 6): lambda h, k, l: ((-h, -k, l), (h, k, l)), range(6, 10): lambda h, k, l: ((h, k, l), (h, k, -l)), range(10, 16): lambda h, k, l: ((-h, -k, l), (-h, -k, -l), (h, k, l), (h, k, -l)), (48, 50, 59, 68, 70): eqhkl_default[range(47, 75)], (85, 86, 88): eqhkl_default[range(83, 89)], (125, 126, 129, 130, 133, 134, 137, 138, 141, 142): eqhkl_default[range(123, 143)], range(146, 147): lambda h, k, l: ((h, k, l), (k, l, h), (l, h, k)), range(148, 149): lambda h, k, l: ((h, k, l), (-l, -h, -k), (l, h, k), (-k, -l, -h), (-h, -k, -l), (k, l, h)), range(155, 156): lambda h, k, l: ((h, k, l), (-l, -k, -h), (l, h, k), (-k, -h, -l), (-h, -l, -k), (k, l, h)), range(160, 162): lambda h, k, l: ((h, k, l), (l, k, h), (l, h, k), (k, h, l), (h, l, k), (k, l, h)), range(166, 168): lambda h, k, l: ((h, k, l), (-l, -k, -h), (l, h, k), (-k, -h, -l), (-l, -h, -k), (-k, -l, -h), (l, k, h), (k, h, l), (h, l, k), (-h, -k, -l), (-h, -l, -k), (k, l, h)), (201, 203): eqhkl_default[range(200, 207)], (222, 224, 227, 228): eqhkl_default[range(221, 231)] }) wp = {'1': {'1a': (7, ('(x, y, z)', ), None)}, '2': {'1a': (0, ('(0, 0, 0)', ), None), '1b': (0, ('(0, 0, 1/2)', ), None), '1c': (0, ('(0, 1/2, 0)', ), None), '1d': (0, ('(1/2, 0, 0)', ), None), '1e': (0, ('(1/2, 1/2, 0)', ), None), '1f': (0, ('(1/2, 0, 1/2)', ), None), '1g': (0, ('(0, 1/2, 1/2)', ), None), '1h': (0, ('(1/2, 1/2, 1/2)', ), None), '2i': (7, ('(x, y, z)', '(-x, -y, -z)'), None)}, '3:b': {'1a': (2, ('(0, y, 0)', ), None), '1b': (2, ('(0, y, 1/2)', ), None), '1c': (2, ('(1/2, y, 0)', ), None), '1d': (2, ('(1/2, y, 1/2)', ), None), '2e': (7, ('(x, y, z)', '(-x, y, -z)'), None)}, '3:c': {'1a': (4, ('(0, 0, z)', ), 'n/a'), '1b': (4, ('(1/2, 0, z)', ), 'n/a'), '1c': (4, ('(0, 1/2, z)', ), 'n/a'), '1d': (4, ('(1/2, 1/2, z)', ), 'n/a'), '2e': (7, ('(x, y, z)', '(-x, -y, z)'), 'n/a')}, '4:b': {'2a': (7, ('(x, y, z)', '(-x, y+1/2, -z)'), '0k0: k=2n')}, '4:c': {'2a': (7, ('(x, y, z)', '(-x, -y, z+1/2)'), 'n/a')}, '5:b': {'2a': (2, ('(0, y, 0)', '(1/2, y+1/2, 0)'), None), '2b': (2, ('(0, y, 1/2)', '(1/2, y+1/2, 1/2)'), None), '4c': (7, ('(x, y, z)', '(x+1/2, y+1/2, z)', '(-x, y, -z)', '(-x+1/2, y+1/2, -z)'), 'hkl: h+k=2n, h0l: h=2n, 0kl: k=2n, hk0: h+k=2n, ' '0k0: k=2n, h00: h=2n')}, '5:c': {'2a': (4, ('(0, 0, z)', '(0, 1/2, z+1/2)'), 'n/a'), '2b': (4, ('(1/2, 0, z)', '(1/2, 1/2, z+1/2)'), 'n/a'), '4c': (7, ('(x, y, z)', '(x, y+1/2, z+1/2)', '(-x, -y, z)', '(-x, -y+1/2, z+1/2)'), 'n/a')}, '6:b': {'1a': (5, ('(x, 0, z)', ), None), '1b': (5, ('(x, 1/2, z)', ), None), '2c': (7, ('(x, y, z)', '(x, -y, z)'), None)}, '6:c': {'1a': (3, ('(x, y, 0)', ), 'n/a'), '1b': (3, ('(x, y, 1/2)', ), 'n/a'), '2c': (7, ('(x, y, z)', '(x, y, -z)'), 'n/a')}, '7:b': {'2a': (7, ('(x, y, z)', '(x, -y, z+1/2)'), 'h0l: l=2n, ' '00l: l=2n')}, '7:c': {'2a': (7, ('(x, y, z)', '(x+1/2, y, -z)'), 'n/a')}, '8:b': {'2a': (5, ('(x, 0, z)', '(x+1/2, 1/2, z)'), None), '4b': (7, ('(x, y, z)', '(x+1/2, y+1/2, z)', '(x, -y, z)', '(x+1/2, -y+1/2, z)'), 'hkl: h+k=2n, h0l: h=2n, 0kl: k=2n, hk0: h+k=2n, ' '0k0: k=2n, h00: h=2n')}, '8:c': {'2a': (3, ('(x, y, 0)', '(x, y+1/2, 1/2)'), 'n/a'), '4b': (7, ('(x, y, z)', '(x, y+1/2, z+1/2)', '(x, y, -z)', '(x, y+1/2, -z+1/2)'), 'n/a')}, '9:b': {'4a': (7, ('(x, y, z)', '(x+1/2, y+1/2, z)', '(x, -y, z+1/2)', '(x+1/2, -y+1/2, z+1/2)'), 'hkl: h+k=2n, h0l: h,l=2n, 0kl: k=2n, hk0: h+k=2n, ' '0k0: k=2n, h00: h=2n, 00l: l=2n')}, '9:c': {'4a': (7, ('(x, y, z)', '(x, y+1/2, z+1/2)', '(x+1/2, y, -z)', '(x+1/2, y+1/2, -z+1/2)'), 'n/a')}, '10:b': {'1a': (0, ('(0, 0, 0)', ), None), '1b': (0, ('(0, 1/2, 0)', ), None), '1c': (0, ('(0, 0, 1/2)', ), None), '1d': (0, ('(1/2, 0, 0)', ), None), '1e': (0, ('(1/2, 1/2, 0)', ), None), '1f': (0, ('(0, 1/2, 1/2)', ), None), '1g': (0, ('(1/2, 0, 1/2)', ), None), '1h': (0, ('(1/2, 1/2, 1/2)', ), None), '2i': (2, ('(0, y, 0)', '(0, -y, 0)'), None), '2j': (2, ('(1/2, y, 0)', '(1/2, -y, 0)'), None), '2k': (2, ('(0, y, 1/2)', '(0, -y, 1/2)'), None), '2l': (2, ('(1/2, y, 1/2)', '(1/2, -y, 1/2)'), None), '2m': (5, ('(x, 0, z)', '(-x, 0, -z)'), None), '2n': (5, ('(x, 1/2, z)', '(-x, 1/2, -z)'), None), '4o': (7, ('(x, y, z)', '(-x, y, -z)', '(-x, -y, -z)', '(x, -y, z)'), None)}, '10:c': {'1a': (0, ('(0, 0, 0)', ), 'n/a'), '1b': (0, ('(0, 0, 1/2)', ), 'n/a'), '1c': (0, ('(1/2, 0, 0)', ), 'n/a'), '1d': (0, ('(0, 1/2, 0)', ), 'n/a'), '1e': (0, ('(0, 1/2, 1/2)', ), 'n/a'), '1f': (0, ('(1/2, 0, 1/2)', ), 'n/a'), '1g': (0, ('(1/2, 1/2, 0)', ), 'n/a'), '1h': (0, ('(1/2, 1/2, 1/2)', ), 'n/a'), '2i': (4, ('(0, 0, z)', '(0, 0, -z)'), 'n/a'), '2j': (4, ('(0, 1/2, z)', '(0, 1/2, -z)'), 'n/a'), '2k': (4, ('(1/2, 0, z)', '(1/2, 0, -z)'), 'n/a'), '2l': (4, ('(1/2, 1/2, z)', '(1/2, 1/2, -z)'), 'n/a'), '2m': (3, ('(x, y, 0)', '(-x, -y, 0)'), 'n/a'), '2n': (3, ('(x, y, 1/2)', '(-x, -y, 1/2)'), 'n/a'), '4o': (7, ('(x, y, z)', '(-x, -y, z)', '(-x, -y, -z)', '(x, y, -z)'), 'n/a')}, '11:b': {'2a': (0, ('(0, 0, 0)', '(0, 1/2, 0)'), 'hkl: k=2n'), '2b': (0, ('(1/2, 0, 0)', '(1/2, 1/2, 0)'), 'hkl: k=2n'), '2c': (0, ('(0, 0, 1/2)', '(0, 1/2, 1/2)'), 'hkl: k=2n'), '2d': (0, ('(1/2, 0, 1/2)', '(1/2, 1/2, 1/2)'), 'hkl: k=2n'), '2e': (5, ('(x, 1/4, z)', '(-x, 3/4, -z)'), None), '4f': (7, ('(x, y, z)', '(-x, y+1/2, -z)', '(-x, -y, -z)', '(x, -y+1/2, z)'), '0k0: k=2n')}, '11:c': {'2a': (0, ('(0, 0, 0)', '(0, 0, 1/2)'), 'n/a'), '2b': (0, ('(0, 1/2, 0)', '(0, 1/2, 1/2)'), 'n/a'), '2c': (0, ('(1/2, 0, 0)', '(1/2, 0, 1/2)'), 'n/a'), '2d': (0, ('(1/2, 1/2, 0)', '(1/2, 1/2, 1/2)'), 'n/a'), '2e': (3, ('(x, y, 1/4)', '(-x, -y, 3/4)'), 'n/a'), '4f': (7, ('(x, y, z)', '(-x, -y, z+1/2)', '(-x, -y, -z)', '(x, y, -z+1/2)'), 'n/a')}, '12:b': {'2a': (0, ('(0, 0, 0)', '(1/2, 1/2, 0)'), None), '2b': (0, ('(0, 1/2, 0)', '(1/2, 0, 0)'), None), '2c': (0, ('(0, 0, 1/2)', '(1/2, 1/2, 1/2)'), None), '2d': (0, ('(0, 1/2, 1/2)', '(1/2, 0, 1/2)'), None), '4e': (0, ('(1/4, 1/4, 0)', '(3/4, 3/4, 0)', '(3/4, 1/4, 0)', '(1/4, 3/4, 0)'), 'hkl: h=2n'), '4f': (0, ('(1/4, 1/4, 1/2)', '(3/4, 3/4, 1/2)', '(3/4, 1/4, 1/2)', '(1/4, 3/4, 1/2)'), 'hkl: h=2n'), '4g': (2, ('(0, y, 0)', '(1/2, y+1/2, 0)', '(0, -y, 0)', '(1/2, -y+1/2, 0)'), None), '4h': (2, ('(0, y, 1/2)', '(1/2, y+1/2, 1/2)', '(0, -y, 1/2)', '(1/2, -y+1/2, 1/2)'), None), '4i': (5, ('(x, 0, z)', '(x+1/2, 1/2, z)', '(-x, 0, -z)', '(-x+1/2, 1/2, -z)'), None), '8j': (7, ('(x, y, z)', '(x+1/2, y+1/2, z)', '(-x, y, -z)', '(-x+1/2, y+1/2, -z)', '(-x, -y, -z)', '(-x+1/2, -y+1/2, -z)', '(x, -y, z)', '(x+1/2, -y+1/2, z)'), 'hkl: h+k=2n, h0l: h=2n, 0kl: k=2n, hk0: h+k=2n, ' '0k0: k=2n, h00: h=2n')}, '12:c': {'2a': (0, ('(0, 0, 0)', '(0, 1/2, 1/2)'), 'n/a'), '2b': (0, ('(0, 0, 1/2)', '(0, 1/2, 0)'), 'n/a'), '2c': (0, ('(1/2, 0, 0)', '(1/2, 1/2, 1/2)'), 'n/a'), '2d': (0, ('(1/2, 0, 1/2)', '(1/2, 1/2, 0)'), 'n/a'), '4e': (0, ('(0, 1/4, 1/4)', '(0, 3/4, 3/4)', '(0, 3/4, 1/4)', '(0, 1/4, 3/4)'), 'n/a'), '4f': (0, ('(1/2, 1/4, 1/4)', '(1/2, 3/4, 3/4)', '(1/2, 3/4, 1/4)', '(1/2, 1/4, 3/4)'), 'n/a'), '4g': (4, ('(0, 0, z)', '(0, 1/2, z+1/2)', '(0, 0, -z)', '(0, 1/2, -z+1/2)'), 'n/a'), '4h': (4, ('(1/2, 0, z)', '(1/2, 1/2, z+1/2)', '(1/2, 0, -z)', '(1/2, 1/2, -z+1/2)'), 'n/a'), '4i': (3, ('(x, y, 0)', '(x, y+1/2, 1/2)', '(-x, -y, 0)', '(-x, -y+1/2, 1/2)'), 'n/a'), '8j': (7, ('(x, y, z)', '(x, y+1/2, z+1/2)', '(-x, -y, z)', '(-x, -y+1/2, z+1/2)', '(-x, -y, -z)', '(-x, -y+1/2, -z+1/2)', '(x, y, -z)', '(x, y+1/2, -z+1/2)'), 'n/a')}, '13:b': {'2a': (0, ('(0, 0, 0)', '(0, 0, 1/2)'), 'hkl: l=2n'), '2b': (0, ('(1/2, 1/2, 0)', '(1/2, 1/2, 1/2)'), 'hkl: l=2n'), '2c': (0, ('(0, 1/2, 0)', '(0, 1/2, 1/2)'), 'hkl: l=2n'), '2d': (0, ('(1/2, 0, 0)', '(1/2, 0, 1/2)'), 'hkl: l=2n'), '2e': (2, ('(0, y, 1/4)', '(0, -y, 3/4)'), None), '2f': (2, ('(1/2, y, 1/4)', '(1/2, -y, 3/4)'), None), '4g': (7, ('(x, y, z)', '(-x, y, -z+1/2)', '(-x, -y, -z)', '(x, -y, z+1/2)'), 'h0l: l=2n, 00l: l=2n')}, '13:c': {'2a': (0, ('(0, 0, 0)', '(1/2, 0, 0)'), 'n/a'), '2b': (0, ('(0, 1/2, 1/2)', '(1/2, 1/2, 1/2)'), 'n/a'), '2c': (0, ('(0, 0, 1/2)', '(1/2, 0, 1/2)'), 'n/a'), '2d': (0, ('(0, 1/2, 0)', '(1/2, 1/2, 0)'), 'n/a'), '2e': (4, ('(1/4, 0, z)', '(3/4, 0, -z)'), 'n/a'), '2f': (4, ('(1/4, 1/2, z)', '(3/4, 1/2, -z)'), 'n/a'), '4g': (7, ('(x, y, z)', '(-x+1/2, -y, z)', '(-x, -y, -z)', '(x+1/2, y, -z)'), 'n/a')}, '14:b': {'2a': (0, ('(0, 0, 0)', '(0, 1/2, 1/2)'), 'hkl: k+l=2n'), '2b': (0, ('(1/2, 0, 0)', '(1/2, 1/2, 1/2)'), 'hkl: k+l=2n'), '2c': (0, ('(0, 0, 1/2)', '(0, 1/2, 0)'), 'hkl: k+l=2n'), '2d': (0, ('(1/2, 0, 1/2)', '(1/2, 1/2, 0)'), 'hkl: k+l=2n'), '4e': (7, ('(x, y, z)', '(-x, y+1/2, -z+1/2)', '(-x, -y, -z)', '(x, -y+1/2, z+1/2)'), 'h0l: l=2n, 0k0: k=2n, 00l: l=2n')}, '14:c': {'2a': (0, ('(0, 0, 0)', '(1/2, 0, 1/2)'), 'n/a'), '2b': (0, ('(0, 1/2, 0)', '(1/2, 1/2, 1/2)'), 'n/a'), '2c': (0, ('(1/2, 0, 0)', '(0, 0, 1/2)'), 'n/a'), '2d': (0, ('(1/2, 1/2, 0)', '(0, 1/2, 1/2)'), 'n/a'), '4e': (7, ('(x, y, z)', '(-x+1/2, -y, z+1/2)', '(-x, -y, -z)', '(x+1/2, y, -z+1/2)'), 'n/a')}, '15:b': {'4a': (0, ('(0, 0, 0)', '(1/2, 1/2, 0)', '(0, 0, 1/2)', '(1/2, 1/2, 1/2)'), 'hkl: l=2n'), '4b': (0, ('(0, 1/2, 0)', '(1/2, 0, 0)', '(0, 1/2, 1/2)', '(1/2, 0, 1/2)'), 'hkl: l=2n'), '4c': (0, ('(1/4, 1/4, 0)', '(3/4, 3/4, 0)', '(3/4, 1/4, 1/2)', '(1/4, 3/4, 1/2)'), 'hkl: k+l=2n'), '4d': (0, ('(1/4, 1/4, 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z+1/2)', '(0, -y, z)', '(1/2, -y+1/2, z+1/2)', '(0, y, -z)', '(1/2, y+1/2, -z+1/2)', '(0, -y, -z)', '(1/2, -y+1/2, -z+1/2)'), None), '8m': (5, ('(x, 0, z)', '(x+1/2, 1/2, z+1/2)', '(-x, 0, z)', '(-x+1/2, 1/2, z+1/2)', '(-x, 0, -z)', '(-x+1/2, 1/2, -z+1/2)', '(x, 0, -z)', '(x+1/2, 1/2, -z+1/2)'), None), '8n': (3, ('(x, y, 0)', '(x+1/2, y+1/2, 1/2)', '(-x, -y, 0)', '(-x+1/2, -y+1/2, 1/2)', '(-x, y, 0)', '(-x+1/2, y+1/2, 1/2)', '(x, -y, 0)', '(x+1/2, -y+1/2, 1/2)'), None), '16o': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x, -y, z)', '(-x+1/2, -y+1/2, z+1/2)', '(-x, y, -z)', '(-x+1/2, y+1/2, -z+1/2)', '(x, -y, -z)', '(x+1/2, -y+1/2, -z+1/2)', '(-x, -y, -z)', '(-x+1/2, -y+1/2, -z+1/2)', '(x, y, -z)', '(x+1/2, y+1/2, -z+1/2)', '(x, -y, z)', '(x+1/2, -y+1/2, z+1/2)', '(-x, y, z)', '(-x+1/2, y+1/2, z+1/2)'), 'hkl: h+k+l=2n, 0kl: k+l=2n, h0l: h+l=2n, hk0: h+k=2n, ' 'h00: h=2n, 0k0: k=2n, 00l: l=2n')}, '72': {'4a': (0, ('(0, 0, 1/4)', '(1/2, 1/2, 3/4)', '(0, 0, 3/4)', '(1/2, 1/2, 1/4)'), 'hkl: l=2n'), '4b': (0, ('(1/2, 0, 1/4)', '(0, 1/2, 3/4)', '(1/2, 0, 3/4)', '(0, 1/2, 1/4)'), 'hkl: l=2n'), '4c': (0, ('(0, 0, 0)', '(1/2, 1/2, 1/2)', '(1/2, 1/2, 0)', '(0, 0, 1/2)'), 'hkl: l=2n'), '4d': (0, ('(1/2, 0, 0)', '(0, 1/2, 1/2)', '(0, 1/2, 0)', '(1/2, 0, 1/2)'), 'hkl: l=2n'), '8e': (0, ('(1/4, 1/4, 1/4)', '(3/4, 3/4, 3/4)', '(3/4, 3/4, 1/4)', '(1/4, 1/4, 3/4)', '(1/4, 3/4, 3/4)', '(3/4, 1/4, 1/4)', '(3/4, 1/4, 3/4)', '(1/4, 3/4, 1/4)'), 'hkl: k,l=2n'), '8f': (1, ('(x, 0, 1/4)', '(x+1/2, 1/2, 3/4)', '(-x, 0, 1/4)', '(-x+1/2, 1/2, 3/4)', '(-x, 0, 3/4)', '(-x+1/2, 1/2, 1/4)', '(x, 0, 3/4)', '(x+1/2, 1/2, 1/4)'), 'hkl: l=2n'), '8g': (2, ('(0, y, 1/4)', '(1/2, y+1/2, 3/4)', '(0, -y, 1/4)', '(1/2, -y+1/2, 3/4)', '(0, -y, 3/4)', '(1/2, -y+1/2, 1/4)', '(0, y, 3/4)', '(1/2, y+1/2, 1/4)'), 'hkl: l=2n'), '8h': (4, ('(0, 0, z)', '(1/2, 1/2, z+1/2)', '(1/2, 1/2, -z)', '(0, 0, -z+1/2)', '(0, 0, -z)', '(1/2, 1/2, -z+1/2)', '(1/2, 1/2, z)', '(0, 0, z+1/2)'), 'hkl: l=2n'), '8i': (4, ('(0, 1/2, z)', '(1/2, 0, z+1/2)', '(1/2, 0, -z)', '(0, 1/2, -z+1/2)', '(0, 1/2, -z)', '(1/2, 0, -z+1/2)', '(1/2, 0, z)', '(0, 1/2, z+1/2)'), 'hkl: l=2n'), '8j': (3, ('(x, y, 0)', '(x+1/2, y+1/2, 1/2)', '(-x, -y, 0)', '(-x+1/2, -y+1/2, 1/2)', '(-x+1/2, y+1/2, 0)', '(-x, y, 1/2)', '(x+1/2, -y+1/2, 0)', '(x, -y, 1/2)'), None), '16k': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x, -y, z)', '(-x+1/2, -y+1/2, z+1/2)', '(-x+1/2, y+1/2, -z)', '(-x, y, -z+1/2)', '(x+1/2, -y+1/2, -z)', '(x, -y, -z+1/2)', '(-x, -y, -z)', '(-x+1/2, -y+1/2, -z+1/2)', '(x, y, -z)', '(x+1/2, y+1/2, -z+1/2)', '(x+1/2, -y+1/2, z)', '(x, -y, z+1/2)', '(-x+1/2, y+1/2, z)', '(-x, y, z+1/2)'), 'hkl: h+k+l=2n, 0kl: k,l=2n, h0l: h,l=2n, hk0: h+k=2n, ' 'h00: h=2n, 0k0: k=2n, 00l: l=2n')}, '73': {'8a': (0, ('(0, 0, 0)', '(1/2, 1/2, 1/2)', '(1/2, 0, 1/2)', '(0, 1/2, 0)', '(0, 1/2, 1/2)', '(1/2, 0, 0)', '(1/2, 1/2, 0)', '(0, 0, 1/2)'), 'hkl: k,l=2n'), '8b': (0, ('(1/4, 1/4, 1/4)', '(3/4, 3/4, 3/4)', '(1/4, 3/4, 3/4)', '(3/4, 1/4, 1/4)', '(3/4, 3/4, 1/4)', '(1/4, 1/4, 3/4)', '(3/4, 1/4, 3/4)', '(1/4, 3/4, 1/4)'), 'hkl: k,l=2n'), '8c': (1, ('(x, 0, 1/4)', '(x+1/2, 1/2, 3/4)', '(-x+1/2, 0, 3/4)', '(-x, 1/2, 1/4)', '(-x, 0, 3/4)', '(-x+1/2, 1/2, 1/4)', '(x+1/2, 0, 1/4)', '(x, 1/2, 3/4)'), 'hkl: h=2n'), '8d': (2, ('(1/4, y, 0)', '(3/4, y+1/2, 1/2)', '(1/4, -y, 1/2)', '(3/4, -y+1/2, 0)', '(3/4, -y, 0)', '(1/4, -y+1/2, 1/2)', '(3/4, y, 1/2)', '(1/4, y+1/2, 0)'), 'hkl: k=2n'), '8e': (4, ('(0, 1/4, z)', '(1/2, 3/4, z+1/2)', '(0, 3/4, -z+1/2)', '(1/2, 1/4, -z)', '(0, 3/4, -z)', '(1/2, 1/4, -z+1/2)', '(0, 1/4, z+1/2)', '(1/2, 3/4, z)'), 'hkl: l=2n'), '16f': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x+1/2, -y, z+1/2)', '(-x, -y+1/2, z)', '(-x, y+1/2, -z+1/2)', '(-x+1/2, y, -z)', '(x+1/2, -y+1/2, -z)', '(x, -y, -z+1/2)', '(-x, -y, -z)', '(-x+1/2, -y+1/2, -z+1/2)', '(x+1/2, y, -z+1/2)', '(x, y+1/2, -z)', '(x, -y+1/2, z+1/2)', '(x+1/2, -y, z)', '(-x+1/2, y+1/2, z)', '(-x, y, z+1/2)'), 'hkl: h+k+l=2n, 0kl: k,l=2n, h0l: h,l=2n, hk0: h,k=2n, ' 'h00: h=2n, 0k0: k=2n, 00l: l=2n')}, '74': {'4a': (0, ('(0, 0, 0)', '(1/2, 1/2, 1/2)', '(0, 1/2, 0)', '(1/2, 0, 1/2)'), 'hkl: k=2n'), # wrong in ITA? '4b': (0, ('(0, 0, 1/2)', '(1/2, 1/2, 0)', '(0, 1/2, 1/2)', '(1/2, 0, 0)'), 'hkl: k=2n'), # wrong in ITA? '4c': (0, ('(1/4, 1/4, 1/4)', '(3/4, 3/4, 3/4)', '(3/4, 1/4, 1/4)', '(1/4, 3/4, 3/4)'), 'hkl: h=2n'), '4d': (0, ('(1/4, 1/4, 3/4)', '(3/4, 3/4, 1/4)', '(3/4, 1/4, 3/4)', '(1/4, 3/4, 1/4)'), 'hkl: h=2n'), '4e': (4, ('(0, 1/4, z)', '(1/2, 3/4, z+1/2)', '(0, 3/4, -z)', '(1/2, 1/4, -z+1/2)'), None), '8f': (1, ('(x, 0, 0)', '(x+1/2, 1/2, 1/2)', '(-x, 1/2, 0)', '(-x+1/2, 0, 1/2)', '(-x, 0, 0)', '(-x+1/2, 1/2, 1/2)', '(x, 1/2, 0)', '(x+1/2, 0, 1/2)'), 'hkl: k=2n'), '8g': (2, ('(1/4, y, 1/4)', '(3/4, y+1/2, 3/4)', '(3/4, -y+1/2, 1/4)', '(1/4, -y, 3/4)', '(3/4, -y, 3/4)', '(1/4, -y+1/2, 1/4)', '(1/4, y+1/2, 3/4)', '(3/4, y, 1/4)'), 'hkl: h=2n'), '8h': (6, ('(0, y, z)', '(1/2, y+1/2, z+1/2)', '(0, -y+1/2, z)', '(1/2, -y, z+1/2)', '(0, y+1/2, -z)', '(1/2, y, -z+1/2)', '(0, -y, -z)', '(1/2, -y+1/2, -z+1/2)'), None), '8i': (5, ('(x, 1/4, z)', '(x+1/2, 3/4, z+1/2)', '(-x, 1/4, z)', '(-x+1/2, 3/4, z+1/2)', '(-x, 3/4, -z)', '(-x+1/2, 1/4, -z+1/2)', '(x, 3/4, -z)', '(x+1/2, 1/4, -z+1/2)'), None), '16j': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x, -y+1/2, z)', '(-x+1/2, -y, z+1/2)', '(-x, y+1/2, -z)', '(-x+1/2, y, -z+1/2)', '(x, -y, -z)', '(x+1/2, -y+1/2, -z+1/2)', '(-x, -y, -z)', '(-x+1/2, -y+1/2, -z+1/2)', '(x, y+1/2, -z)', '(x+1/2, y, -z+1/2)', '(x, -y+1/2, z)', '(x+1/2, -y, z+1/2)', '(-x, y, z)', '(-x+1/2, y+1/2, z+1/2)'), 'hkl: h+k+l=2n, 0kl: k+l=2n, h0l: h+l=2n, hk0: h,k=2n, ' 'h00: h=2n, 0k0: k=2n, 00l: l=2n')}, '75': {'1a': (4, ('(0, 0, z)', ), None), '1b': (4, ('(1/2, 1/2, z)', ), None), '2c': (4, ('(0, 1/2, z)', '(1/2, 0, z)'), 'hkl: h+k=2n'), '4d': (7, ('(x, y, z)', '(-x, -y, z)', '(-y, x, z)', '(y, -x, z)'), None)}, '76': {'4a': (7, ('(x, y, z)', '(-x, -y, z+1/2)', '(-y, x, z+1/4)', '(y, -x, z+3/4)'), '00l: l=4n')}, '77': {'2a': (4, ('(0, 0, z)', '(0, 0, z+1/2)'), 'hkl: l=2n'), '2b': (4, ('(1/2, 1/2, z)', '(1/2, 1/2, z+1/2)'), 'hkl: l=2n'), '2c': (4, ('(0, 1/2, z)', '(1/2, 0, z+1/2)'), 'hkl: h+k+l=2n'), '4d': (7, ('(x, y, z)', '(-x, -y, z)', '(-y, x, z+1/2)', '(y, -x, z+1/2)'), '00l: l=2n')}, '78': {'4a': (7, ('(x, y, z)', '(-x, -y, z+1/2)', '(-y, x, z+3/4)', '(y, -x, z+1/4)'), '00l: l=4n')}, '79': {'2a': (4, ('(0, 0, z)', '(1/2, 1/2, z+1/2)'), None), '4b': (4, ('(0, 1/2, z)', '(1/2, 0, z+1/2)', '(1/2, 0, z)', '(0, 1/2, z+1/2)'), 'hkl: l=2n'), '8c': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x, -y, z)', '(-x+1/2, -y+1/2, z+1/2)', '(-y, x, z)', '(-y+1/2, x+1/2, z+1/2)', '(y, -x, z)', '(y+1/2, -x+1/2, z+1/2)'), 'hkl: h+k+l=2n, hk0: h+k=2n, 0kl: k+l=2n, hhl: l=2n, ' '00l: l=2n, h00: h=2n')}, '80': {'4a': (4, ('(0, 0, z)', '(1/2, 1/2, z+1/2)', '(0, 1/2, z+1/4)', '(1/2, 0, z+3/4)'), 'hkl: l=2n+1 or 2h+l=4n'), '8b': (7, ('(x, y, z)', '(x+1/2, y+1/2, z+1/2)', '(-x+1/2, -y+1/2, z+1/2)', '(-x, -y, z)', '(-y, x+1/2, z+1/4)', '(-y+1/2, x, z+3/4)', '(y+1/2, -x, z+3/4)', '(y, -x+1/2, z+1/4)'), 'hkl: h+k+l=2n, hk0: h+k=2n, 0kl: k+l=2n, hhl: l=2n, ' '00l: l=4n, h00: h=2n')}, '81': {'1a': (0, ('(0, 0, 0)', ), None), '1b': (0, ('(0, 0, 1/2)', ), None), 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xrayutilities-1.7.10/lib/xrayutilities/math/0000755000175100002000000000000014742413420020214 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/__init__.py0000644000175100002000000000354314742413365022342 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (C) 2010-2025 Dominik Kriegner from .algebra import solve_quartic from .fit import (fit_peak2d, gauss_fit, linregress, multPeakFit, multPeakPlot, peak_fit) from .functions import (Debye1, Gauss1d, Gauss1d_der_p, Gauss1d_der_x, Gauss1dArea, Gauss2d, Gauss2dArea, Gauss3d, Lorentz1d, Lorentz1d_der_p, Lorentz1d_der_x, Lorentz1dArea, Lorentz2d, NormGauss1d, NormLorentz1d, PseudoVoigt1d, PseudoVoigt1d_der_p, PseudoVoigt1d_der_x, PseudoVoigt1dArea, PseudoVoigt1dasym, PseudoVoigt1dasym2, PseudoVoigt2d, TwoGauss2d, heaviside, kill_spike, multPeak1d, multPeak2d, smooth) from .misc import center_of_mass, derivative, fwhm_exp, gcd from .transforms import (ArbRotation, AxisToZ, AxisToZ_keepXY, CoordinateTransform, Transform, VecAngle, VecCross, VecDot, VecNorm, VecUnit, XRotation, YRotation, ZRotation, distance, getSyntax, getVector, rotarb) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/algebra.py0000644000175100002000000000700314742413365022173 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2021 Dominik Kriegner """ module providing analytic algebraic functions not implemented in scipy or any other dependency of xrayutilities. In particular the analytic solution of a quartic equation which is needed for the solution of the dynamic scattering equations. """ import numpy def solve_quartic(a4, a3, a2, a1, a0): """ analytic solution [1]_ of the general quartic equation. The solved equation takes the form :math:`a_4 z^4 + a_3 z^3 + a_2 z^2 + a_1 z + a_0` Returns ------- tuple tuple of the four (complex) solutions of aboves equation. References ---------- .. [1] http://mathworld.wolfram.com/QuarticEquation.html """ a4 = numpy.asarray(a4) a3 = numpy.asarray(a3) a2 = numpy.asarray(a2) a1 = numpy.asarray(a1) a0 = numpy.asarray(a0) t01 = 1. / a4 t02 = a3**2 t04 = t01 * t01 t05 = t04 * t01 t09 = a1 * t01 t10 = (a3 * t02 * t05) / 8 t11 = (a3 * a2 * t04) / 2 t03 = t09 + t10 - t11 t06 = a2 * t01 t19 = (3 * t02 * t04) / 8 t07 = t06 - t19 t08 = t07**2 t12 = t03**2 t13 = a0 * t01 t14 = t05 * t01 t15 = t02**2 t16 = (a2 * t02 * t05) / 16 t20 = (3 * t14 * t15) / 256 t21 = (a3 * a1 * t04) / 4 t17 = t13 + t16 - t20 - t21 t18 = t17**2 t22 = t12 / 2. t23 = (t07 * t08) / 27 t24 = 3.**(1./2) t25 = t12**2 t26 = 27 * t25 t27 = t08**2 t28 = 4 * t07 * t08 * t12 t29 = 128 * t08 * t18 t35 = 256 * t17 * t18 t36 = 16 * t17 * t27 t37 = 144 * t07 * t12 * t17 t30 = t26 + t28 + t29 - t35 - t36 - t37 t31 = t30.astype(complex)**(1./2) t32 = (t24 * t31) / 18 t34 = (4 * t07 * t17) / 3 t33 = t22 + t23 + t32 - t34 t38 = 1 / t33.astype(complex)**(1./6) t39 = t33**(1./3) t40 = 12 * a0 * t01 t41 = t33**(2./3) t42 = 9 * t41 t43 = (3 * a2 * t02 * t05) / 4 t46 = 6 * t07 * t39 t47 = (9 * t14 * t15) / 64 t48 = 3 * a3 * a1 * t04 t44 = t08 + t40 + t42 + t43 - t46 - t47 - t48 t45 = t44.astype(complex)**(1./2) t49 = 6.**(1./2) t50 = 27 * t12 t51 = 2 * t07 * t08 t52 = 3 * t24 * t31 t62 = 72 * t07 * t17 t53 = t50 + t51 + t52 - t62 t54 = t53.astype(complex)**(1./2) t55 = 3 * t03 * t49 * t54 t59 = t08 * t45 t60 = 12 * t17 * t45 t61 = 9 * t41 * t45 t63 = 12 * t07 * t39 * t45 t56 = t55 - t59 - t60 - t61 - t63 t57 = t56.astype(complex)**(1./2) t58 = 1. / t44.astype(complex)**(1./4) t64 = (t38 * t45) / 6 t65 = - t55 - t59 - t60 - t61 - t63 t66 = t65.astype(complex)**(1./2) return (-(a3 * t01) / 4 - (t38 * t45) / 6 - (t38 * t57 * t58) / 6, (t38 * t57 * t58) / 6 - (t38 * t45) / 6 - (a3 * t01) / 4, t64 - (a3 * t01) / 4 - (t38 * t58 * t66) / 6, t64 - (a3 * t01) / 4 + (t38 * t58 * t66) / 6) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/fit.py0000644000175100002000000006030014742413365021357 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2021, 2023 Dominik Kriegner """ module with a function wrapper to scipy.optimize.leastsq for fitting of a 2D function to a peak or a 1D Gauss fit with the odr package """ import time import warnings import numpy import scipy.optimize as optimize from scipy import odr from .. import config, utilities from ..exception import InputError from .functions import (Gauss1d, Gauss1d_der_p, Gauss1d_der_x, Lorentz1d, Lorentz1d_der_p, Lorentz1d_der_x, PseudoVoigt1d, PseudoVoigt1d_der_p, PseudoVoigt1d_der_x, PseudoVoigt1dasym, PseudoVoigt1dasym2) from .misc import center_of_mass, fwhm_exp def linregress(x, y): """ fast linregress to avoid usage of scipy.stats which is slow! NaN values in y are ignored by this function. Parameters ---------- x, y : array-like data coordinates and values Returns ------- p : tuple parameters of the linear fit (slope, offset) rsq: float R^2 value Examples -------- >>> (k, d), R2 = linregress([1, 2, 3], [3.3, 4.1, 5.05]) """ x = numpy.asarray(x) y = numpy.asarray(y) mask = numpy.logical_not(numpy.isnan(y)) lx, ly = (x[mask], y[mask]) if numpy.all(numpy.isclose(lx-lx[0], numpy.zeros_like(lx))): return (0, numpy.mean(ly)), 0 p = numpy.polyfit(lx, ly, 1) # calculation of r-squared f = numpy.polyval(p, lx) fbar = numpy.sum(ly) / len(ly) ssreg = numpy.sum((f-fbar)**2) sstot = numpy.sum((ly - fbar)**2) rsq = ssreg / sstot return p, rsq def peak_fit(xdata, ydata, iparams=None, peaktype='Gauss', maxit=300, background='constant', plot=False, func_out=False, debug=False): """ fit function using odr-pack wrapper in scipy similar to https://github.com/tiagopereira/python_tips/wiki/Scipy%3A-curve-fitting for Gauss, Lorentz or Pseudovoigt-functions Parameters ---------- xdata : array_like x-coordinates of the data to be fitted ydata : array_like y-coordinates of the data which should be fit iparams : list, optional initial paramters, determined automatically if not specified peaktype : {'Gauss', 'Lorentz', 'PseudoVoigt', 'PseudoVoigtAsym', 'PseudoVoigtAsym2'}, optional type of peak to fit maxit : int, optional maximal iteration number of the fit background : {'constant', 'linear'}, optional type of background function plot : bool or str, optional flag to ask for a plot to visually judge the fit. If plot is a string it will be used as figure name, which makes reusing the figures easier. func_out : bool, optional returns the fitted function, which takes the independent variables as only argument (f(x)) Returns ------- params : list the parameters as defined in function `Gauss1d/Lorentz1d/PseudoVoigt1d/ PseudoVoigt1dasym`. In the case of linear background one more parameter is included! sd_params : list For every parameter the corresponding errors are returned. itlim : bool flag to tell if the iteration limit was reached, should be False fitfunc : function, optional the function used in the fit can be returned (see func_out). """ if plot: plot, plt = utilities.import_matplotlib_pyplot('XU.math.peak_fit') gfunc, gfunc_dx, gfunc_dp = _getfit_func(peaktype, background) # determine initial parameters _check_iparams(iparams, peaktype, background) if iparams is None: iparams = _guess_iparams(xdata, ydata, peaktype, background) if config.VERBOSITY >= config.DEBUG: print(f"XU.math.peak_fit: iparams: {str(tuple(iparams))}") # set up odr fitting peak = odr.Model(gfunc, fjacd=gfunc_dx, fjacb=gfunc_dp) sy = numpy.sqrt(ydata) sy[sy == 0] = 1 mydata = odr.RealData(xdata, ydata, sy=sy) myodr = odr.ODR(mydata, peak, beta0=iparams, maxit=maxit) myodr.set_job(fit_type=2) # use least-square fit fit = myodr.run() if config.VERBOSITY >= config.DEBUG: print('XU.math.peak_fit:') fit.pprint() # prints final message from odrpack fparam = fit.beta etaidx = [] if peaktype in ('PseudoVoigt', 'PseudoVoigtAsym'): if background == 'linear': etaidx = [-2, ] else: etaidx = [-1, ] elif peaktype == 'PseudoVoigtAsym2': etaidx = [5, 6] for e in etaidx: fparam[e] = 0 if fparam[e] < 0 else fparam[e] fparam[e] = 1 if fparam[e] > 1 else fparam[e] itlim = False if fit.stopreason[0] == 'Iteration limit reached': itlim = True if config.VERBOSITY >= config.INFO_LOW: print("XU.math.peak_fit: Iteration limit reached, " "do not trust the result!") if plot: if isinstance(plot, str): plt.figure(plot) else: plt.figure('XU:peak_fit') plt.plot(xdata, ydata, 'ok', label='data', mew=2) if debug: plt.plot(xdata, gfunc(iparams, xdata), '-', color='0.5', label='estimate') plt.plot(xdata, gfunc(fparam, xdata), '-r', label=f'{peaktype}-fit') plt.legend() if func_out: return fparam, fit.sd_beta, itlim, lambda x: gfunc(fparam, x) return fparam, fit.sd_beta, itlim def _getfit_func(peaktype, background): """ internal function to prepare the model functions and derivatives for the peak_fit function. Parameters ---------- peaktype : {'Gauss', 'Lorentz', 'PseudoVoigt', 'PseudoVoigtAsym', 'PseudoVoigtAsym2'} type of peak function background : {'constant', 'linear'} type of background function Returns ------- f, f_dx, f_dp : functions fit function, function of derivative regarding `x`, and functions of derivatives regarding the parameters """ fdx = None fdp = None if peaktype == 'Gauss': f = Gauss1d fdx = Gauss1d_der_x fdp = Gauss1d_der_p elif peaktype == 'Lorentz': f = Lorentz1d fdx = Lorentz1d_der_x fdp = Lorentz1d_der_p elif peaktype == 'PseudoVoigt': f = PseudoVoigt1d fdx = PseudoVoigt1d_der_x fdp = PseudoVoigt1d_der_p elif peaktype == 'PseudoVoigtAsym': f = PseudoVoigt1dasym elif peaktype == 'PseudoVoigtAsym2': f = PseudoVoigt1dasym2 else: raise InputError("keyword argument peaktype takes invalid value!") if background == 'linear': def gfunc(param, x): return f(x, *param) + x * param[-1] else: def gfunc(param, x): return f(x, *param) if peaktype in ('Gauss', 'Lorentz', 'PseudoVoigt'): if background == 'linear': def gfunc_dx(param, x): return fdx(x, *param) + param[-1] def gfunc_dp(param, x): return numpy.vstack((fdp(x, *param), x)) else: def gfunc_dx(param, x): return fdx(x, *param) def gfunc_dp(param, x): return fdp(x, *param) else: gfunc_dx = None gfunc_dp = None return gfunc, gfunc_dx, gfunc_dp def _check_iparams(iparams, peaktype, background): """ internal function to check if the length of the supplied initial parameters is correct given the other settings of the peak_fit function. An InputError is raised in case of wrong shape or value. Parameters ---------- iparams : list initial paramters for the fit peaktype : {'Gauss', 'Lorentz', 'PseudoVoigt', 'PseudoVoigtAsym', 'PseudoVoigtAsym2'} type of peak to fit background : {'constant', 'linear'} type of background """ if iparams is None: return ptypes = {('Gauss', 'constant'): 4, ('Lorentz', 'constant'): 4, ('Gauss', 'linear'): 5, ('Lorentz', 'linear'): 5, ('PseudoVoigt', 'constant'): 5, ('PseudoVoigt', 'linear'): 6, ('PseudoVoigtAsym', 'constant'): 6, ('PseudoVoigtAsym', 'linear'): 7, ('PseudoVoigtAsym2', 'constant'): 7, ('PseudoVoigtAsym2', 'linear'): 8} if not all(numpy.isreal(iparams)): raise InputError("XU.math.peak_fit: all initial parameters need to" "be real!") if (peaktype, background) in ptypes: nparams = ptypes[(peaktype, background)] if len(iparams) != nparams: raise InputError(f"XU.math.peak_fit: {nparams} initial parameters " f"are needed for {peaktype}-peak with " f"{background} background.") else: raise InputError(f"XU.math.peak_fit: invalid peak ({peaktype}) or " f"background ({background})") def _guess_iparams(xdata, ydata, peaktype, background): """ internal function to automatically esitmate peak parameters from the data, considering also the background type. Parameters ---------- xdata : array-like x-coordinates of the data to be fitted ydata : array-like y-coordinates of the data which should be fit peaktype : {'Gauss', 'Lorentz', 'PseudoVoigt', 'PseudoVoigtAsym', 'PseudoVoigtAsym2'} type of peak to fit background : {'constant', 'linear'} type of background, either Returns ------- list of initial parameters estimated from the data """ ld = numpy.empty(len(ydata)) # estimate peak position ipos, ld, back, slope = center_of_mass(xdata, ydata, background, full_output=True) maxpos = xdata[numpy.argmax(ld)] avx = numpy.average(xdata) if numpy.abs(ipos - avx) < numpy.abs(maxpos-avx): ipos = maxpos # use the estimate which is further from the center # estimate peak width sigma1 = numpy.sqrt(numpy.sum(numpy.abs((xdata - ipos) ** 2 * ld)) / numpy.abs(numpy.sum(ld))) sigma2 = fwhm_exp(xdata, ld)/(2 * numpy.sqrt(2 * numpy.log(2))) sigma = sigma1 if sigma1 < sigma2 else sigma2 # build initial parameters iparams = [ipos, sigma, numpy.max(ld), back] if peaktype in ['Lorentz', 'PseudoVoigt']: iparams[1] *= 2 * numpy.sqrt(2 * numpy.log(2)) if peaktype in ['PseudoVoigtAsym', 'PseudoVoigtAsym2']: iparams.insert(1, iparams[1]) if peaktype in ['PseudoVoigt', 'PseudoVoigtAsym']: # set ETA parameter to be between Gauss and Lorentz shape iparams.append(0.5) if peaktype == 'PseudoVoigtAsym2': iparams.append(0.5) iparams.append(0.5) if background == 'linear': iparams.append(slope) return iparams def gauss_fit(xdata, ydata, iparams=None, maxit=300): """ Gauss fit function using odr-pack wrapper in scipy similar to https://github.com/tiagopereira/python_tips/wiki/Scipy%3A-curve-fitting Parameters ---------- xdata : array-like x-coordinates of the data to be fitted ydata : array-like y-coordinates of the data which should be fit iparams: list, optional initial paramters for the fit, determined automatically if not given maxit : int, optional maximal iteration number of the fit Returns ------- params : list the parameters as defined in function ``Gauss1d(x, *param)`` sd_params : list For every parameter the corresponding errors are returned. itlim : bool flag to tell if the iteration limit was reached, should be False """ return peak_fit(xdata, ydata, iparams=iparams, peaktype='Gauss', maxit=maxit) def fit_peak2d(x, y, data, start, drange, fit_function, maxfev=2000): """ fit a two dimensional function to a two dimensional data set e.g. a reciprocal space map. Parameters ---------- x : array-like first data coordinate (does not need to be regularly spaced) y : array-like second data coordinate (does not need to be regularly spaced) data : array-like data set used for fitting (e.g. intensity at the data coordinates) start : list set of starting parameters for the fit used as first parameter of function fit_function drange : list limits for the data ranges used in the fitting algorithm, e.g. it is clever to use only a small region around the peak which should be fitted, i.e. [xmin, xmax, ymin, ymax] fit_function : callable function which should be fitted. Call signature must be :func:`fit_function(x, y, *params) -> ndarray` Returns ------- fitparam : list fitted parameters cov : array-like covariance matrix """ s = time.time() if config.VERBOSITY >= config.INFO_ALL: print("XU.math.fit: Fitting started... ", end='') start = numpy.array(start) lx = x.flatten() ly = y.flatten() mask = (lx > drange[0]) * (lx < drange[1]) * \ (ly > drange[2]) * (ly < drange[3]) ly = ly[mask] lx = lx[mask] ldata = data.flatten()[mask] def errfunc(p, x, z, data): return fit_function(x, z, *p) - data p, cov, _, errmsg, success = optimize.leastsq( errfunc, start, args=(lx, ly, ldata), full_output=1, maxfev=maxfev) s = time.time() - s if config.VERBOSITY >= config.INFO_ALL: print("finished in %8.2f sec, (data length used %d)" % (s, ldata.size)) print(f"XU.math.fit: {errmsg}") # calculate correct variance covariance matrix if cov is not None: s_sq = (errfunc(p, lx, ly, ldata) ** 2).sum() / \ (len(ldata) - len(start)) pcov = cov * s_sq else: pcov = numpy.zeros((len(start), len(start))) if success not in [1, 2, 3, 4]: print("XU.math.fit: Could not obtain fit!") return p, pcov def multPeakFit(x, data, peakpos, peakwidth, dranges=None, peaktype='Gaussian', returnerror=False): """ function to fit multiple Gaussian/Lorentzian peaks with linear background to a set of data Parameters ---------- x : array-like x-coordinate of the data data : array-like data array with same length as `x` peakpos : list initial parameters for the peak positions peakwidth : list initial values for the peak width dranges : list of tuples list of tuples with (min, max) value of the data ranges to use. does not need to have the same number of entries as peakpos peaktype : {'Gaussian', 'Lorentzian'} type of peaks to be used returnerror : bool decides if the fit errors of pos, sigma, and amp are returned (default: False) Returns ------- pos : list peak positions derived by the fit sigma : list peak width derived by the fit amp : list amplitudes of the peaks derived by the fit background : array-like background values at positions `x` if returnerror == True: sd_pos : list standard error of peak positions as returned by scipy.odr.Output sd_sigma : list standard error of the peak width sd_amp : list standard error of the peak amplitude """ warnings.warn("deprecated function -> use the lmfit Python packge instead", DeprecationWarning) if peaktype == 'Gaussian': pfunc = Gauss1d pfunc_derx = Gauss1d_der_x elif peaktype == 'Lorentzian': pfunc = Lorentz1d pfunc_derx = Lorentz1d_der_x else: raise ValueError('wrong value for parameter peaktype was given') def deriv_x(p, x): """ function to calculate the derivative of the signal of multiple peaks and background w.r.t. the x-coordinate Parameters ---------- p : list parameters, for every peak there needs to be position, sigma, amplitude and at the end two values for the linear background function (b0, b1) x : array-like x-coordinate """ derx = numpy.zeros(x.size) # sum up peak functions contributions for i in range(len(p) // 3): ldx = pfunc_derx(x, p[3 * i], p[3 * i + 1], p[3 * i + 2], 0) derx += ldx # background contribution k = p[-2] b = numpy.ones(x.size) * k return derx + b def deriv_p(p, x): """ function to calculate the derivative of the signal of multiple peaks and background w.r.t. the parameters Parameters ---------- p : list parameters, for every peak there needs to be position, sigma, amplitude and at the end two values for the linear background function (b0, b1) x : array-like x-coordinate returns derivative w.r.t. all the parameters with shape (len(p),x.size) """ derp = numpy.empty(0) # peak functions contributions for i in range(len(p) // 3): lp = (p[3 * i], p[3 * i + 1], p[3 * i + 2], 0) if peaktype == 'Gaussian': derp = numpy.append(derp, -2 * (lp[0] - x) * pfunc(x, *lp)) derp = numpy.append( derp, (lp[0] - x) ** 2 / (2 * lp[1] ** 3) * pfunc(x, *lp)) derp = numpy.append(derp, pfunc(x, *lp) / lp[2]) else: # Lorentzian derp = numpy.append(derp, 4 * (x - lp[0]) * lp[2] / lp[1] / (1 + (2 * (x - lp[0]) / lp[1]) ** 2) ** 2) derp = numpy.append(derp, 4 * (lp[0] - x) * lp[2] / lp[1] ** 2 / (1 + (2 * (x - lp[0]) / lp[1]) ** 2) ** 2) derp = numpy.append(derp, 1 / (1 + (2 * (x - p[0]) / p[1]) ** 2)) # background contributions derp = numpy.append(derp, x) derp = numpy.append(derp, numpy.ones(x.size)) # reshape output derp.shape = (len(p),) + x.shape return derp def fsignal(p, x): """ function to calculate the signal of multiple peaks and background Parameters ---------- p : list list of parameters, for every peak there needs to be position, sigma, amplitude and at the end two values for the linear background function (k, d) x : array-like x-coordinate """ f = numpy.zeros(x.size) # sum up peak functions for i in range(len(p) // 3): lf = pfunc(x, p[3 * i], p[3 * i + 1], p[3 * i + 2], 0) f += lf # background k = p[-2] d = p[-1] b = numpy.polyval((k, d), x) return f + b ########################## # create local data set (extract data ranges) if dranges: mask = numpy.array([False] * x.size) for i in range(len(dranges)): lrange = dranges[i] lmask = numpy.logical_and(x > lrange[0], x < lrange[1]) mask = numpy.logical_or(mask, lmask) lx = x[mask] ldata = data[mask] else: lx = x ldata = data # create initial parameter list p = [] # background # exclude +/-2 peakwidth around the peaks bmask = numpy.ones_like(lx, dtype=bool) for pp, pw in zip(peakpos, peakwidth): bmask = numpy.logical_and(bmask, numpy.logical_or(lx < (pp-2*pw), lx > (pp+2*pw))) if numpy.any(bmask): k, d = numpy.polyfit(lx[bmask], ldata[bmask], 1) else: if config.VERBOSITY >= config.DEBUG: print("XU.math.multPeakFit: no data outside peak regions!") k, d = (0, ldata.min()) # peak parameters for i in range(len(peakpos)): amp = ldata[(lx - peakpos[i]) >= 0][0] - \ numpy.polyval((k, d), lx)[(lx - peakpos[i]) >= 0][0] p += [peakpos[i], peakwidth[i], amp] # background parameters p += [k, d] if config.VERBOSITY >= config.DEBUG: print("XU.math.multPeakFit: intial parameters") print(p) ########################## # fit with odrpack model = odr.Model(fsignal, fjacd=deriv_x, fjacb=deriv_p) odata = odr.RealData(lx, ldata) my_odr = odr.ODR(odata, model, beta0=p) # fit type 2 for least squares my_odr.set_job(fit_type=2) fit = my_odr.run() if config.VERBOSITY >= config.DEBUG: print("XU.math.multPeakFit: fitted parameters") print(fit.beta) try: if fit.stopreason[0] not in ['Sum of squares convergence']: print("XU.math.multPeakFit: fit NOT converged " f"({fit.stopreason[0]})") return None, None, None, None except IndexError: print("XU.math.multPeakFit: fit most probably NOT converged (%s)" % str(fit.stopreason)) return None, None, None, None # prepare return values fpos = fit.beta[:-2:3] fwidth = numpy.abs(fit.beta[1:-2:3]) famp = fit.beta[2::3] background = numpy.polyval((fit.beta[-2], fit.beta[-1]), x) if returnerror: sd_pos = fit.sd_beta[:-2:3] sd_width = fit.sd_beta[1:-2:3] sd_amp = fit.sd_beta[2::3] return fpos, fwidth, famp, background, sd_pos, sd_width, sd_amp return fpos, fwidth, famp, background def multPeakPlot(x, fpos, fwidth, famp, background, dranges=None, peaktype='Gaussian', fig="xu_plot", ax=None, fact=1.): """ function to plot multiple Gaussian/Lorentz peaks with background values given by an array Parameters ---------- x : array-like x-coordinate of the data fpos : list positions of the peaks fwidth : list width of the peaks famp : list amplitudes of the peaks background : array-like background values, same shape as `x` dranges : list of tuples list of (min, max) values of the data ranges to use. does not need to have the same number of entries as fpos peaktype : {'Gaussian', 'Lorentzian'} type of peaks to be used fig : int, str, or None matplotlib figure number or name ax : matplotlib.Axes matplotlib axes as alternative to the figure name fact : float factor to use as multiplicator in the plot """ warnings.warn("deprecated function -> use the lmfit Python packge instead", DeprecationWarning) success, plt = utilities.import_matplotlib_pyplot('XU.math.multPeakPlot') if not success: return if fig: plt.figure(fig) if ax: plt.sca(ax) # plot single peaks if dranges: mask = numpy.array([False] * x.size) for i in range(len(dranges)): lrange = dranges[i] lmask = numpy.logical_and(x > lrange[0], x < lrange[1]) mask = numpy.logical_or(mask, lmask) lx = x[mask] lb = background[mask] else: lx = x lb = background f = numpy.zeros(lx.size) for i in range(len(fpos)): if peaktype == 'Gaussian': lf = Gauss1d(lx, fpos[i], fwidth[i], famp[i], 0) elif peaktype == 'Lorentzian': lf = Lorentz1d(lx, fpos[i], fwidth[i], famp[i], 0) else: raise ValueError('wrong value for parameter peaktype was given') f += lf plt.plot(lx, (lf + lb) * fact, ':k') # plot summed signal plt.plot(lx, (f + lb) * fact, '-r', lw=1.5) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/functions.py0000644000175100002000000005506514742413365022621 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2012-2021, 2023 Dominik Kriegner """ module with several common function needed in xray data analysis """ import copy import numbers import numpy import scipy.integrate from .. import config def smooth(x, n): """ function to smooth an array of data by averaging N adjacent data points Parameters ---------- x : array-like 1D data array n : int number of data points to average Returns ------- xsmooth: array-like smoothed array with same length as x """ if x.ndim != 1: raise ValueError("smooth only accepts 1 dimension arrays.") if x.size < n: raise ValueError("Input vector needs to be bigger than n.") if n < 2: return x # avoid boundary effects by adding mirrored signal at the boundaries s = numpy.r_[x[n - 1:0:-1], x, x[-1:-n - 1:-1]] w = numpy.ones(n, 'd') y = numpy.convolve(w / w.sum(), s, mode='same') return y[n:-n + 1] def kill_spike(data, threshold=2., offset=None): """ function to smooth **single** data points which differ from the average of the neighboring data points by more than the threshold factor or more than the offset value. Such spikes will be replaced by the mean value of the next neighbors. .. warning:: Use this function carefully not to manipulate your data! Parameters ---------- data : array-like 1d numpy array with experimental data threshold : float or None threshold factor to identify outlier data points. If None it will be ignored. offset : None or float offset value to identify outlier data points. If None it will be ignored. Returns ------- array-like 1d data-array with spikes removed """ dataout = data.copy() mean = (data[:-2] + data[2:]) / 2. mask = numpy.zeros_like(data[1:-1], dtype=bool) if threshold: mask = numpy.logical_or( mask, numpy.logical_or(data[1:-1] * threshold < mean, data[1:-1] / threshold > mean)) if offset: mask = numpy.logical_or( mask, numpy.logical_or(data[1:-1] + offset < mean, data[1:-1] - offset > mean)) # ensure that only single value are corrected and neighboring are ignored for i in range(1, len(mask) - 1): if mask[i - 1] and mask[i] and mask[i + 1]: mask[i - 1] = False mask[i + 1] = False dataout[1:-1][mask] = mean[mask] return dataout def Gauss1d(x, *p): """ function to calculate a general one dimensional Gaussian Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Gaussian [XCEN, SIGMA, AMP, BACKGROUND] for information: SIGMA = FWHM / (2*sqrt(2*log(2))) Returns ------- array-like the value of the Gaussian described by the parameters p at position x Examples -------- Calling with a list of parameters needs a call looking as shown below (note the '*') or explicit listing of the parameters >>> Gauss1d(x, *p) # doctest: +SKIP >>> import numpy >>> Gauss1d(numpy.linspace(0, 10, 10), 5, 1, 1e3, 0) array([3.72665317e-03, 5.19975743e-01, 2.11096565e+01, 2.49352209e+02, 8.56996891e+02, 8.56996891e+02, 2.49352209e+02, 2.11096565e+01, 5.19975743e-01, 3.72665317e-03]) """ g = p[3] + p[2] * numpy.exp(-((p[0] - x) / p[1]) ** 2 / 2.) return g def NormGauss1d(x, *p): """ function to calculate a normalized one dimensional Gaussian Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Gaussian [XCEN, SIGMA]; for information: SIGMA = FWHM / (2*sqrt(2*log(2))) Returns ------- array-like the value of the normalized Gaussian described by the parameters p at position x """ g = numpy.exp(-((p[0] - x) / p[1]) ** 2 / 2.) a = numpy.sqrt(2 * numpy.pi) * p[1] return g / a def Gauss1d_der_x(x, *p): """ function to calculate the derivative of a Gaussian with respect to x for parameter description see Gauss1d """ lp = numpy.copy(p) lp[3] = 0 return (p[0] - x) / p[1]**2 * Gauss1d(x, *lp) def Gauss1d_der_p(x, *p): """ function to calculate the derivative of a Gaussian with respect the parameters p for parameter description see Gauss1d """ lp = numpy.copy(p) lp[3] = 0 r = numpy.vstack((- (p[0] - x) / p[1]**2 * Gauss1d(x, *lp), (p[0] - x) ** 2 / (p[1] ** 3) * Gauss1d(x, *lp), Gauss1d(x, *lp) / p[2], numpy.ones(x.shape, dtype=float))) return r def Gauss2d(x, y, *p): """ function to calculate a general two dimensional Gaussian Parameters ---------- x, y : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Gauss-function [XCEN, YCEN, SIGMAX, SIGMAY, AMP, BACKGROUND, ANGLE]; SIGMA = FWHM / (2*sqrt(2*log(2))); ANGLE = rotation of the X, Y direction of the Gaussian in radians Returns ------- array-like the value of the Gaussian described by the parameters p at position (x, y) """ rcen_x = p[0] * numpy.cos(p[6]) - p[1] * numpy.sin(p[6]) rcen_y = p[0] * numpy.sin(p[6]) + p[1] * numpy.cos(p[6]) xp = x * numpy.cos(p[6]) - y * numpy.sin(p[6]) yp = x * numpy.sin(p[6]) + y * numpy.cos(p[6]) g = p[5] + p[4] * numpy.exp(-(((rcen_x - xp) / p[2]) ** 2 + ((rcen_y - yp) / p[3]) ** 2) / 2.) return g def Gauss3d(x, y, z, *p): """ function to calculate a general three dimensional Gaussian Parameters ---------- x, y, z : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Gauss-function [XCEN, YCEN, ZCEN, SIGMAX, SIGMAY, SIGMAZ, AMP, BACKGROUND]; SIGMA = FWHM / (2*sqrt(2*log(2))) Returns ------- array-like the value of the Gaussian described by the parameters p at positions (x, y, z) """ g = p[7] + p[6] * numpy.exp(-(((x - p[0]) / p[3]) ** 2 + ((y - p[1]) / p[4]) ** 2 + ((z - p[2]) / p[5]) ** 2) / 2.) return g def TwoGauss2d(x, y, *p): """ function to calculate two general two dimensional Gaussians Parameters ---------- x, y : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Gauss-function [XCEN1, YCEN1, SIGMAX1, SIGMAY1, AMP1, ANGLE1, XCEN2, YCEN2, SIGMAX2, SIGMAY2, AMP2, ANGLE2, BACKGROUND]; SIGMA = FWHM / (2*sqrt(2*log(2))) ANGLE = rotation of the X, Y direction of the Gaussian in radians Returns ------- array-like the value of the Gaussian described by the parameters p at position (x, y) """ p = list(p) p1 = p[0:5] + [p[12], ] + [p[5], ] p2 = p[6:11] + [p[12], ] + [p[11], ] g = Gauss2d(x, y, *p1) + Gauss2d(x, y, *p2) return g def Lorentz1d(x, *p): """ function to calculate a general one dimensional Lorentzian Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Lorentz-function [XCEN, FWHM, AMP, BACKGROUND] Returns ------- array-like the value of the Lorentian described by the parameters p at position (x, y) """ g = p[3] + p[2] / (1 + (2 * (x - p[0]) / p[1]) ** 2) return g def Lorentz1d_der_x(x, *p): """ function to calculate the derivative of a Gaussian with respect to x for parameter description see Lorentz1d """ return 8 * (p[0]-x) / p[1]**2 * p[2] / (1 + (2 * (x-p[0]) / p[1]) ** 2)**2 def Lorentz1d_der_p(x, *p): """ function to calculate the derivative of a Gaussian with respect the parameters p for parameter description see Lorentz1d """ r = numpy.vstack(( 8 * (x-p[0]) * p[2] / p[1]**2 / (1 + (2 * (x-p[0]) / p[1]) ** 2) ** 2, 8 * p[2] * p[1] * (x-p[0])**2 / (4*p[0]**2 - 8*p[0]*x + p[1]**2 + 4*x**2) ** 2, 1 / (1 + (2 * (x - p[0]) / p[1]) ** 2), numpy.ones(x.shape, dtype=float))) return r def NormLorentz1d(x, *p): """ function to calculate a normalized one dimensional Lorentzian Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Lorentzian [XCEN, FWHM] Returns ------- array-like the value of the normalized Lorentzian described by the parameters p at position x """ g = 1.0 / (1 + (2 * (x - p[0]) / p[1]) ** 2) a = numpy.pi / (2. / (p[1])) return g / a def Lorentz2d(x, y, *p): """ function to calculate a general two dimensional Lorentzian Parameters ---------- x, y : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the Lorentz-function [XCEN, YCEN, FWHMX, FWHMY, AMP, BACKGROUND, ANGLE]; ANGLE = rotation of the X, Y direction of the Lorentzian in radians Returns ------- array-like the value of the Lorentian described by the parameters p at position (x, y) """ rcen_x = p[0] * numpy.cos(p[6]) - p[1] * numpy.sin(p[6]) rcen_y = p[0] * numpy.sin(p[6]) + p[1] * numpy.cos(p[6]) xp = x * numpy.cos(p[6]) - y * numpy.sin(p[6]) yp = x * numpy.sin(p[6]) + y * numpy.cos(p[6]) g = p[5] + p[4] / (1 + (2 * (rcen_x - xp) / p[2]) ** 2 + (2 * (rcen_y - yp) / p[3]) ** 2) return g def PseudoVoigt1d(x, *p): """ function to calculate a pseudo Voigt function as linear combination of a Gauss and Lorentz peak Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the pseudo Voigt-function [XCEN, FWHM, AMP, BACKGROUND, ETA]; ETA: 0 ...1 0 means pure Gauss and 1 means pure Lorentz Returns ------- array-like the value of the PseudoVoigt described by the parameters p at position `x` """ if p[4] > 1.0: pv = 1.0 elif p[4] < 0.: pv = 0.0 else: pv = p[4] sigma = p[1] / (2 * numpy.sqrt(2 * numpy.log(2))) f = p[3] + pv * Lorentz1d(x, p[0], p[1], p[2], 0) + \ (1 - pv) * Gauss1d(x, p[0], sigma, p[2], 0) return f def PseudoVoigt1d_der_x(x, *p): """ function to calculate the derivative of a PseudoVoigt with respect to `x` for parameter description see PseudoVoigt1d """ if p[4] > 1.0: pv = 1.0 elif p[4] < 0.: pv = 0.0 else: pv = p[4] sigma = p[1] / (2 * numpy.sqrt(2 * numpy.log(2))) rl = Lorentz1d_der_x(x, p[0], p[1], p[2], 0) rg = Gauss1d_der_x(x, p[0], sigma, p[2], 0) return pv * rl + (1 - pv) * rg def PseudoVoigt1d_der_p(x, *p): """ function to calculate the derivative of a PseudoVoigt with respect the parameters `p` for parameter description see PseudoVoigt1d """ if p[4] > 1.0: pv = 1.0 elif p[4] < 0.: pv = 0.0 else: pv = p[4] sigma = p[1] / (2 * numpy.sqrt(2 * numpy.log(2))) lpl = [p[0], p[1], p[2], 0] lpg = [p[0], sigma, p[2], 0] rl = Lorentz1d_der_p(x, *lpl) rg = Gauss1d_der_p(x, *lpg) rg[1] /= (2 * numpy.sqrt(2 * numpy.log(2))) r = pv * rl + (1 - pv) * rg return numpy.vstack((r, Lorentz1d(x, *lpl) - Gauss1d(x, *lpg))) def PseudoVoigt1dasym(x, *p): """ function to calculate an asymmetric pseudo Voigt function as linear combination of asymmetric Gauss and Lorentz peak Parameters ---------- x : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the pseudo Voigt-function [XCEN, FWHMLEFT, FWHMRIGHT, AMP, BACKGROUND, ETA]; ETA: 0 ...1 0 means pure Gauss and 1 means pure Lorentz Returns ------- array-like the value of the PseudoVoigt described by the parameters p at position `x` """ lp = copy.copy(list(p)) lp.insert(6, p[5]) return PseudoVoigt1dasym2(x, *lp) def PseudoVoigt1dasym2(x, *p): """ function to calculate an asymmetric pseudo Voigt function as linear combination of asymmetric Gauss and Lorentz peak Parameters ---------- x : naddray coordinate(s) where the function should be evaluated p : list list of parameters of the pseudo Voigt-function [XCEN, FWHMLEFT, FWHMRIGHT, AMP, BACKGROUND, ETALEFT, ETARIGHT]; ETA: 0 ...1 0 means pure Gauss and 1 means pure Lorentz Returns ------- array-like the value of the PseudoVoigt described by the parameters p at position `x` """ pvl = p[5] if p[5] < 1.0 else 1.0 pvl = pvl if p[5] > 0.0 else 0.0 pvr = p[6] if p[6] < 1.0 else 1.0 pvr = pvr if p[6] > 0.0 else 0.0 sigmal = p[1] / (2 * numpy.sqrt(2 * numpy.log(2))) sigmar = p[2] / (2 * numpy.sqrt(2 * numpy.log(2))) if isinstance(x, numbers.Number): if x < p[0]: f = p[4] + pvl * Lorentz1d(x, p[0], p[1], p[3], 0) + \ (1 - pvl) * Gauss1d(x, p[0], sigmal, p[3], 0) else: f = p[4] + pvr * Lorentz1d(x, p[0], p[2], p[3], 0) + \ (1 - pvr) * Gauss1d(x, p[0], sigmar, p[3], 0) else: lx = numpy.asarray(x) f = numpy.zeros(lx.shape) f[lx < p[0]] = (p[4] + pvl * Lorentz1d(lx[x < p[0]], p[0], p[1], p[3], 0) + (1 - pvl) * Gauss1d(lx[x < p[0]], p[0], sigmal, p[3], 0)) f[lx >= p[0]] = (p[4] + pvr * Lorentz1d(lx[x >= p[0]], p[0], p[2], p[3], 0) + (1 - pvr) * Gauss1d(lx[x >= p[0]], p[0], sigmar, p[3], 0)) return f def PseudoVoigt2d(x, y, *p): """ function to calculate a pseudo Voigt function as linear combination of a Gauss and Lorentz peak in two dimensions Parameters ---------- x, y : array-like coordinate(s) where the function should be evaluated p : list list of parameters of the pseudo Voigt-function [XCEN, YCEN, FWHMX, FWHMY, AMP, BACKGROUND, ANGLE, ETA]; ETA: 0 ...1 0 means pure Gauss and 1 means pure Lorentz Returns ------- array-like the value of the PseudoVoigt described by the parameters `p` at position `(x, y)` """ if p[7] > 1.0: pv = 1.0 elif p[7] < 0.: pv = 0.0 else: pv = p[7] sigmax = p[2] / (2 * numpy.sqrt(2 * numpy.log(2))) sigmay = p[3] / (2 * numpy.sqrt(2 * numpy.log(2))) f = p[5] + pv * Lorentz2d(x, y, p[0], p[1], p[2], p[3], p[4], 0, p[6]) + \ (1 - pv) * Gauss2d(x, y, p[0], p[1], sigmax, sigmay, p[4], 0, p[6]) return f def Gauss1dArea(*p): """ function to calculate the area of a Gauss function with neglected background Parameters ---------- p : list list of parameters of the Gauss-function [XCEN, SIGMA, AMP, BACKGROUND] Returns ------- float the area of the Gaussian described by the parameters `p` """ f = p[2] * numpy.sqrt(2 * numpy.pi) * p[1] return f def Gauss2dArea(*p): """ function to calculate the area of a 2D Gauss function with neglected background Parameters ---------- p : list list of parameters of the Gauss-function [XCEN, YCEN, SIGMAX, SIGMAY, AMP, ANGLE, BACKGROUND] Returns ------- float the area of the Gaussian described by the parameters `p` """ f = p[4] * numpy.sqrt(2 * numpy.pi) ** 2 * p[2] * p[3] return f def Lorentz1dArea(*p): """ function to calculate the area of a Lorentz function with neglected background Parameters ---------- p : list list of parameters of the Lorentz-function [XCEN, FWHM, AMP, BACKGROUND] Returns ------- float the area of the Lorentzian described by the parameters `p` """ f = p[2] * numpy.pi / (2. / (p[1])) return f def PseudoVoigt1dArea(*p): """ function to calculate the area of a pseudo Voigt function with neglected background Parameters ---------- p : list list of parameters of the Lorentz-function [XCEN, FWHM, AMP, BACKGROUND, ETA]; ETA: 0 ...1 0 means pure Gauss and 1 means pure Lorentz Returns ------- float the area of the PseudoVoigt described by the parameters `p` """ sigma = p[1] / (2 * numpy.sqrt(2 * numpy.log(2))) f = p[4] * Lorentz1dArea(*p) + (1. - p[4]) * \ Gauss1dArea(p[0], sigma, p[2], p[3]) return f def Debye1(x): r""" function to calculate the first Debye function [1]_ as needed for the calculation of the thermal Debye-Waller-factor by numerical integration .. math:: D_1(x) = (1/x) \int_0^x t/(\exp(t)-1) dt Parameters ---------- x : float argument of the Debye function Returns ------- float D1(x) float value of the Debye function References ---------- .. [1] http://en.wikipedia.org/wiki/Debye_function """ def __int_kernel(t): """ integration kernel for the numeric integration """ y = t / (numpy.exp(t) - 1) return y if x > 0.: integral = scipy.integrate.quad(__int_kernel, 0, x) d1 = (1 / float(x)) * integral[0] else: integral = (0, 0) d1 = 1. if config.VERBOSITY >= config.DEBUG: print( "XU.math.Debye1: Debye integral value/error estimate: %g %g" % (integral[0], integral[1])) return d1 def multPeak1d(x, *args): """ function to calculate the sum of multiple peaks in 1D. the peaks can be of different type and a background function (polynom) can also be included. Parameters ---------- x : array-like coordinate where the function should be evaluated args : list list of peak/function types and parameters for every function type two arguments need to be given first the type of function as string with possible values 'g': Gaussian, 'l': Lorentzian, 'v': PseudoVoigt, 'a': asym. PseudoVoigt, 'p': polynom the second type of arguments is the tuple/list of parameters of the respective function. See documentation of math.Gauss1d, math.Lorentz1d, math.PseudoVoigt1d, math.PseudoVoigt1dasym, and numpy.polyval for details of the different function types. Returns ------- array-like value of the sum of functions at position `x` """ if len(args) % 2 != 0: raise ValueError('number of arguments must be even!') if numpy.isscalar(x): f = 0 else: lx = numpy.array(x) f = numpy.zeros(lx.shape) for i in range(int(len(args) / 2)): ftype = str.lower(args[2 * i]) fparam = args[2 * i + 1] if ftype == 'g': f += Gauss1d(x, *fparam) elif ftype == 'l': f += Lorentz1d(x, *fparam) elif ftype == 'v': f += PseudoVoigt1d(x, *fparam) elif ftype == 'a': f += PseudoVoigt1dasym(x, *fparam) elif ftype == 'p': if isinstance(fparam, (tuple, list, numpy.ndarray)): f += numpy.polyval(fparam, x) else: f += numpy.polyval((fparam,), x) else: raise ValueError('invalid function type given!') return f def multPeak2d(x, y, *args): """ function to calculate the sum of multiple peaks in 2D. the peaks can be of different type and a background function (polynom) can also be included. Parameters ---------- x, y : array-like coordinates where the function should be evaluated args : list list of peak/function types and parameters for every function type two arguments need to be given first the type of function as string with possible values 'g': Gaussian, 'l': Lorentzian, 'v': PseudoVoigt, 'c': constant the second type of arguments is the tuple/list of parameters of the respective function. See documentation of math.Gauss2d, math.Lorentz2d, math.PseudoVoigt2d for details of the different function types. The constant accepts a single float which will be added to the data Returns ------- array-like value of the sum of functions at position `(x, y)` """ if len(args) % 2 != 0: raise ValueError('number of arguments must be even!') lx = numpy.array(x) ly = numpy.array(y) if numpy.isscalar(x): f = 0 else: f = numpy.zeros(lx.shape) for i in range(int(len(args) / 2)): ftype = str.lower(args[2 * i]) fparam = args[2 * i + 1] if ftype == 'g': f += Gauss2d(lx, ly, *fparam) elif ftype == 'l': f += Lorentz2d(lx, ly, *fparam) elif ftype == 'v': f += PseudoVoigt2d(lx, ly, *fparam) elif ftype == 'c': f += fparam else: raise ValueError('invalid function type given!') return f def heaviside(x): """ Heaviside step function for numpy arrays Parameters ---------- x: scalar or array-like argument of the step function Returns ------- int or array-like Heaviside step function evaluated for all values of `x` with datatype integer """ return (numpy.sign(x)/2. + 0.5).astype(numpy.int8) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/misc.py0000644000175100002000000001154614742413365021540 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2025 Dominik Kriegner import math import numpy from .. import config def center_of_mass(pos, data, background='none', full_output=False): """ function to determine the center of mass of an array Parameters ---------- pos : array-like position of the data points data : array-like data values background : {'none', 'constant', 'linear'} type of background, either 'none', 'constant' or 'linear' full_output : bool return background cleaned data and background-parameters Returns ------- float center of mass position """ # subtract background slope = 0 back = 0 if background == 'linear': dx = float(pos[-1] - pos[0]) if abs(dx) > 0: slope = (float(data[-1]) - float(data[0])) / dx back = (data[0] - slope * pos[0] + data[-1] - slope * pos[-1]) / 2.0 ld = data - (slope * pos + back) elif background == 'constant': back = numpy.median(data) ld = data - numpy.min(data) else: ld = data ipos = numpy.sum(pos * ld) / numpy.sum(ld) if full_output: return ipos, ld, back, slope return ipos def fwhm_exp(pos, data): """ function to determine the full width at half maximum value of experimental data. Please check the obtained value visually (noise influences the result) Parameters ---------- pos : array-like position of the data points data : array-like data values Returns ------- float fwhm value """ m = data.max() p0 = numpy.argmax(data) datal = data[:p0+1] datar = data[p0:] # determine left side half value position try: pls = pos[:p0+1][datal < m / 2.][-1] pll = pos[:p0+1][datal > m / 2.][0] ds = data[pos == pls][0] dl = data[pos == pll][0] pl = pls + (pll - pls) * (m / 2. - ds) / (dl - ds) except IndexError: if config.VERBOSITY >= config.INFO_LOW: print("XU.math.fwhm_exp: warning: left side half value could" " not be determined -> returns 2*hwhm") pl = None # determine right side half value position try: prs = pos[p0:][datar < m / 2.][0] prl = pos[p0:][datar > m / 2.][-1] ds = data[pos == prs][0] dl = data[pos == prl][0] pr = prs + (prl - prs) * (m / 2. - ds) / (dl - ds) except IndexError: if config.VERBOSITY >= config.INFO_LOW: print("XU.math.fwhm_exp: warning: right side half value could" " not be determined -> returns 2*hwhm") pr = None if pl is None: return numpy.abs(pr - p0)*2 if pr is None: return numpy.abs(pl - p0)*2 return numpy.abs(pr - pl) def gcd(lst): """ greatest common divisor function using library functions Parameters ---------- lst: array-like array of integer values for which the greatest common divisor should be determined Returns ------- gcd: int """ if numpy.version.version >= '1.15.0': return numpy.gcd.reduce(lst) gcdfunc = numpy.frompyfunc(math.gcd, 2, 1) return numpy.ufunc.reduce(gcdfunc, lst) def derivative(func, x0, dx=1.0): """ First derivative of a function using a 3-point central difference formula. This code is a heavily simplified version of the deprecated scipy.misc.derviative. Parameters ---------- func : function The function to differentiate. x0 : float The point at which to evaluate the derivative. dx : float, optional The step size for finite differences. Default is 1.0. Returns ------- float The first derivative of the function at x0. Notes ----- Uses a 3-point central difference formula for simplicity. Examples -------- >>> def f(x): ... return x**2 >>> derivative(f, 3.0) 6.0 """ # 3-point central difference weights weights = [-1, 0, 1] points = [x0 - dx, x0, x0 + dx] # Compute the weighted sum val = sum(w * func(p) for w, p in zip(weights, points)) return val / (2 * dx) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/math/transforms.py0000644000175100002000000004544714742413365023012 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (c) 2009-2023 Dominik Kriegner import math import re import numpy from .. import config from ..exception import InputError circleSyntax = re.compile("[xyzk][+-]") def _checkvec(v): if isinstance(v, (list, tuple, numpy.ndarray)): vtmp = numpy.asarray(v, dtype=numpy.double) else: raise TypeError("Vector must be a list, tuple or numpy array") return vtmp def VecNorm(v): """ Calculate the norm of a vector. Parameters ---------- v : list or array-like input vector(s), either one vector or an array of vectors with shape (n, 3) Returns ------- float or ndarray vector norm, either a single float or shape (n, ) """ if isinstance(v, numpy.ndarray): if len(v.shape) >= 2: return numpy.linalg.norm(v, axis=-1) if len(v) != 3: raise ValueError( f"Vector must be of length 3, but has length {len(v)}!") return math.sqrt(v[0]**2 + v[1]**2 + v[2]**2) def VecUnit(v): """ Calculate the unit vector of v. Parameters ---------- v : list or array-like input vector(s), either one vector or an array of vectors with shape (n, 3) Returns ------- ndarray unit vector of `v`, either shape (3, ) or (n, 3) """ vtmp = _checkvec(v) if len(vtmp.shape) == 1: return vtmp / VecNorm(vtmp) return vtmp / VecNorm(vtmp)[..., numpy.newaxis] def VecDot(v1, v2): """ Calculate the vector dot product. Parameters ---------- v1, v2 : list or array-like input vector(s), either one vector or an array of vectors with shape (n, 3) Returns ------- float or ndarray innter product of the vectors, either a single float or (n, ) """ if isinstance(v1, numpy.ndarray): if len(v1.shape) >= 2: return numpy.einsum('...i, ...i', v1, v2) if len(v1) != 3 or len(v2) != 3: raise ValueError("Vectors must be of size 3! (len(v1)=%d len(v2)=%d)" % (len(v1), len(v2))) return v1[0] * v2[0] + v1[1] * v2[1] + v1[2] * v2[2] def VecCross(v1, v2, out=None): """ Calculate the vector cross product. Parameters ---------- v1, v2 : list or array-like input vector(s), either one vector or an array of vectors with shape (n, 3) out : list or array-like, optional output vector Returns ------- ndarray cross product either of shape (3, ) or (n, 3) """ if isinstance(v1, numpy.ndarray): if len(v1.shape) >= 2 or len(v2.shape) >= 2: return numpy.cross(v1, v2) if len(v1) != 3 or len(v2) != 3: raise ValueError("Vectors must be of size 3! (len(v1)=%d len(v2)=%d)" % (len(v1), len(v2))) if out is None: out = numpy.empty(3) out[0] = v1[1] * v2[2] - v1[2] * v2[1] out[1] = v1[2] * v2[0] - v1[0] * v2[2] out[2] = v1[0] * v2[1] - v1[1] * v2[0] return out def VecAngle(v1, v2, deg=False): """ calculate the angle between two vectors. The following formula is used v1.v2 = norm(v1)*norm(v2)*cos(alpha) alpha = acos((v1.v2)/(norm(v1)*norm(v2))) Parameters ---------- v1, v2 : list or array-like input vector(s), either one vector or an array of vectors with shape (n, 3) deg: bool, optional True: return result in degree, False: in radiants (default: False) Returns ------- float or ndarray the angle included by the two vectors `v1` and `v2`, either a single float or an array with shape (n, ) """ u1 = VecNorm(v1) u2 = VecNorm(v2) if isinstance(u1, numpy.ndarray) or isinstance(u2, numpy.ndarray): s = VecDot(v1, v2) / u1 / u2 s[numpy.abs(s) > 1.0] = numpy.sign(s[numpy.abs(s) > 1.0]) * 1.0 alpha = numpy.arccos(s) if deg: alpha = numpy.degrees(alpha) else: alpha = math.acos(max(min(1., VecDot(v1, v2) / u1 / u2), -1.)) if deg: alpha = math.degrees(alpha) return alpha def distance(x, y, z, point, vec): """ calculate the distance between the point (x, y, z) and the line defined by the point and vector vec Parameters ---------- x : float or ndarray x coordinate(s) of the point(s) y : float or ndarray y coordinate(s) of the point(s) z : float or ndarray z coordinate(s) of the point(s) point : tuple, list or ndarray 3D point on the line to which the distance should be calculated vec : tuple, list or ndarray 3D vector defining the propergation direction of the line """ coords = numpy.vstack((numpy.ravel(x) - point[0], numpy.ravel(y) - point[1], numpy.ravel(z) - point[2])).T ret = VecNorm(VecCross(coords, numpy.asarray(vec)))/VecNorm(vec) if isinstance(x, numpy.ndarray): ret = ret.reshape(x.shape) else: ret = ret[0] return ret def getVector(string): """ returns unit vector along a rotation axis given in the syntax 'x+' 'z-' or equivalents Parameters ---------- string: str vector string following the synthax [xyz][+-] Returns ------- ndarray vector along the given direction """ if len(string) != 2: raise InputError("wrong length of string for conversion given") if not circleSyntax.search(string): raise InputError(f"getVector: incorrect string syntax ({string})") if string[0] == 'x': v = [1., 0, 0] elif string[0] == 'y': v = [0, 1., 0] elif string[0] == 'z': v = [0, 0, 1.] elif string[0] == 'k': # determine reference direction if config.KAPPA_PLANE[0] == 'x': v = numpy.array((1., 0, 0)) # turn reference direction if config.KAPPA_PLANE[1] == 'y': v = ZRotation(config.KAPPA_ANGLE)(v) elif config.KAPPA_PLANE[1] == 'z': v = YRotation(-1 * config.KAPPA_ANGLE)(v) else: raise TypeError("getVector: invalid kappa_plane in config!") elif config.KAPPA_PLANE[0] == 'y': v = numpy.array((0, 1., 0)) # turn reference direction if config.KAPPA_PLANE[1] == 'z': v = XRotation(config.KAPPA_ANGLE)(v) elif config.KAPPA_PLANE[1] == 'x': v = ZRotation(-1 * config.KAPPA_ANGLE)(v) else: raise TypeError("getVector: invalid kappa_plane in config!") elif config.KAPPA_PLANE[0] == 'z': v = numpy.array((0, 0, 1.)) # turn reference direction if config.KAPPA_PLANE[1] == 'x': v = YRotation(config.KAPPA_ANGLE)(v) elif config.KAPPA_PLANE[1] == 'y': v = XRotation(-1 * config.KAPPA_ANGLE)(v) else: raise TypeError("getVector: invalid kappa_plane in config!") else: raise TypeError("getVector: invalid kappa_plane in config!") else: raise InputError("wrong first character of string given " "(needs to be one of x, y, z, or k)") if string[1] == '+': v = numpy.asarray(v) * (+1) elif string[1] == '-': v = numpy.asarray(v) * (-1) else: raise InputError("wrong second character of string given " "(needs to be + or -)") return v def getSyntax(vec): """ returns vector direction in the syntax 'x+' 'z-' or equivalents therefore works only for principle vectors of the coordinate system like e.g. [1, 0, 0] or [0, 2, 0] Parameters ---------- vec : list or array-like vector of length 3 Returns ------- str vector string following the synthax [xyz][+-] """ v = _checkvec(vec) if len(v) != 3: raise InputError("no valid 3D vector given") x = [1, 0, 0] y = [0, 1, 0] z = [0, 0, 1] if numpy.isclose(VecNorm(numpy.cross(numpy.cross(x, y), v)), 0): if v[2] >= 0: string = 'z+' else: string = 'z-' elif numpy.isclose(VecNorm(numpy.cross(numpy.cross(x, z), v)), 0): if v[1] >= 0: string = 'y+' else: string = 'y-' elif numpy.isclose(VecNorm(numpy.cross(numpy.cross(y, z), v)), 0): if v[0] >= 0: string = 'x+' else: string = 'x-' else: raise InputError("no valid 3D vector given") return string class Transform: def __init__(self, matrix): self.matrix = matrix self._imatrix = None @property def imatrix(self): if self._imatrix is None: try: self._imatrix = numpy.linalg.inv(self.matrix) except numpy.linalg.LinAlgError: raise Exception("XU.math.Transform: matrix cannot be inverted" " - seems to be singular") return self._imatrix def inverse(self, args, rank=1): """ performs inverse transformation a vector, matrix or tensor of rank 4 Parameters ---------- args : list or array-like object to transform, list or numpy array of shape (..., n) (..., n, n), (..., n, n, n, n) where n is the size of the transformation matrix. rank : int rank of the supplied object. allowed values are 1, 2, and 4 """ it = Transform(self.imatrix) return it(args, rank) def __call__(self, args, rank=1): """ transforms a vector, matrix or tensor of rank 4 (e.g. elasticity tensor) Parameters ---------- args : list or array-like object to transform, list or numpy array of shape (..., n) (..., n, n), (..., n, n, n, n) where n is the size of the transformation matrix. rank : int rank of the supplied object. allowed values are 1, 2, and 4 """ m = self.matrix if rank == 1: # argument is a vector # out_i = m_ij * args_j out = numpy.einsum('ij,...j', m, args) elif rank == 2: # argument is a matrix # out_ij = m_ik * m_jl * args_kl out = numpy.einsum('ik, jl,...kl', m, m, args) elif rank == 4: # cp_ijkl = m_in * m_jo * m_kp * m_lq * args_nopq out = numpy.einsum('in, jo, kp, lq,...nopq', m, m, m, m, args) else: raise ValueError("rank must be either 1, 2, or 4") return out def __str__(self): ostr = "Transformation matrix:\n" ostr += str(self.matrix) return ostr class CoordinateTransform(Transform): """ Create a Transformation object which transforms a point into a new coordinate frame. The new frame is determined by the three vectors v1/norm(v1), v2/norm(v2) and v3/norm(v3), which need to be orthogonal! """ def __init__(self, v1, v2, v3): """ initialization routine for Coordinate transformation Parameters ---------- v1, v2, v3 : list, tuple or array-like new base vectors Returns ------- Transform An instance of a Transform class """ e1 = _checkvec(v1) e2 = _checkvec(v2) e3 = _checkvec(v3) # normalize base vectors e1 = e1 / numpy.linalg.norm(e1) e2 = e2 / numpy.linalg.norm(e2) e3 = e3 / numpy.linalg.norm(e3) # check that the vectors are orthogonal t1 = numpy.abs(numpy.dot(e1, e2)) t2 = numpy.abs(numpy.dot(e1, e3)) t3 = numpy.abs(numpy.dot(e2, e3)) if not numpy.allclose((t1, t2, t3), 0): raise ValueError("given basis vectors need to be orthogonal!") if config.VERBOSITY >= config.INFO_ALL: print("XU.math.CoordinateTransform: new basis set: \n" " x: (%5.2f %5.2f %5.2f) \n" " y: (%5.2f %5.2f %5.2f) \n" " z: (%5.2f %5.2f %5.2f)" % (e1[0], e1[1], e1[2], e2[0], e2[1], e2[2], e3[0], e3[1], e3[2])) # assemble the transformation matrix m = numpy.array([e1, e2, e3]) Transform.__init__(self, m) class AxisToZ(CoordinateTransform): """ Creates a coordinate transformation to move a certain axis to the z-axis. The rotation is done along the great circle. The x-axis of the new coordinate frame is created to be normal to the new and original z-axis. The new y-axis is create in order to obtain a right handed coordinate system. """ def __init__(self, newzaxis): """ initialize the CoordinateTransformation to move a certain axis to the z-axis Parameters ---------- newzaxis : list or array-like new z-axis """ newz = _checkvec(newzaxis) if numpy.isclose(VecAngle([0, 0, 1], newz), 0): newx = [1, 0, 0] newy = [0, 1, 0] newz = [0, 0, 1] elif numpy.isclose(VecAngle([0, 0, 1], -newz), 0): newx = [-1, 0, 0] newy = [0, 1, 0] newz = [0, 0, -1] else: newx = numpy.cross(newz, [0, 0, 1]) newy = numpy.cross(newz, newx) CoordinateTransform.__init__(self, newx, newy, newz) class AxisToZ_keepXY(CoordinateTransform): """ Creates a coordinate transformation to move a certain axis to the z-axis. The rotation is done along the great circle. The x-axis/y-axis of the new coordinate frame is created to be similar to the old x and y directions. This variant of AxisToZ assumes that the new Z-axis has its main component along the Z-direction """ def __init__(self, newzaxis): """ initialize the CoordinateTransformation to move a certain axis to the z-axis Parameters ---------- newzaxis : list or array-like new z-axis """ newz = _checkvec(newzaxis) if numpy.isclose(VecAngle([0, 0, 1], newz), 0): newx = [1, 0, 0] newy = [0, 1, 0] newz = [0, 0, 1] elif numpy.isclose(VecAngle([0, 0, 1], -newz), 0): newx = [-1, 0, 0] newy = [0, 1, 0] newz = [0, 0, -1] else: newx = numpy.cross(newz, [0, 0, 1]) newy = numpy.cross(newz, newx) # rotate newx and newy to be similar to old directions ang = numpy.degrees(numpy.arctan2(newz[0], newz[1])) newx = rotarb(newx, newz, ang) newy = rotarb(newy, newz, ang) CoordinateTransform.__init__(self, newx, newy, newz) def _sincos(alpha, deg): if deg: a = numpy.radians(alpha) else: a = alpha return numpy.sin(a), numpy.cos(a) def XRotation(alpha, deg=True): """ Returns a transform that represents a rotation about the x-axis by an angle alpha. If deg=True the angle is assumed to be in degree, otherwise the function expects radiants. """ sina, cosa = _sincos(alpha, deg) m = numpy.array( [[1, 0, 0], [0, cosa, -sina], [0, sina, cosa]], dtype=numpy.double) return Transform(m) def YRotation(alpha, deg=True): """ Returns a transform that represents a rotation about the y-axis by an angle alpha. If deg=True the angle is assumed to be in degree, otherwise the function expects radiants. """ sina, cosa = _sincos(alpha, deg) m = numpy.array( [[cosa, 0, sina], [0, 1, 0], [-sina, 0, cosa]], dtype=numpy.double) return Transform(m) def ZRotation(alpha, deg=True): """ Returns a transform that represents a rotation about the z-axis by an angle alpha. If deg=True the angle is assumed to be in degree, otherwise the function expects radiants. """ sina, cosa = _sincos(alpha, deg) m = numpy.array( [[cosa, -sina, 0], [sina, cosa, 0], [0, 0, 1]], dtype=numpy.double) return Transform(m) # helper scripts for rotations around arbitrary axis def tensorprod(vec1, vec2): """ function implements an elementwise multiplication of two vectors """ return vec1[:, numpy.newaxis] * numpy.ones((3, 3)) * vec2[numpy.newaxis, :] def mycross(vec, mat): """ function implements the cross-product of a vector with each column of a matrix """ out = numpy.zeros((3, 3)) for i in range(3): out[:, i] = numpy.cross(vec, mat[:, i]) return out def ArbRotation(axis, alpha, deg=True): """ Returns a transform that represents a rotation around an arbitrary axis by the angle alpha. positive rotation is anti-clockwise when looking from positive end of axis vector Parameters ---------- axis : list or array-like rotation axis alpha : float rotation angle in degree (deg=True) or in rad (deg=False) deg : bool determines the input format of ang (default: True) Returns ------- Transform """ axis = _checkvec(axis) e = axis / numpy.linalg.norm(axis) if deg: rad = numpy.radians(alpha) else: rad = alpha get = tensorprod(e, e) rot = get + numpy.cos(rad) * (numpy.identity(3) - get) + \ numpy.sin(rad) * mycross(e, numpy.identity(3)) return Transform(rot) def rotarb(vec, axis, ang, deg=True): """ function implements the rotation around an arbitrary axis by an angle ang positive rotation is anti-clockwise when looking from positive end of axis vector Parameters ---------- vec : list or array-like vector to rotate axis : list or array-like rotation axis ang : float rotation angle in degree (deg=True) or in rad (deg=False) deg : bool determines the input format of ang (default: True) Returns ------- rotvec : rotated vector as numpy.array Examples -------- >>> rotarb([1, 0, 0], [0, 0, 1], 90) array([6.123234e-17, 1.000000e+00, 0.000000e+00]) """ return ArbRotation(axis, ang, deg)(vec) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/mpl_helper.py0000644000175100002000000001106514742413365021777 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2017-2020, 2023 Dominik Kriegner """ Defines new matplotlib Sqrt scale which further allows for negative values by using the sign of the original value as sign of the plotted value. """ import math import numpy from matplotlib import scale as mscale from matplotlib import ticker as mticker from matplotlib import transforms as mtransforms class SqrtAllowNegScale(mscale.ScaleBase): """ Scales data using a sqrt-function, however, allowing also negative values. The scale function: sign(y) * sqrt(abs(y)) The inverse scale function: sign(y) * y**2 """ name = 'sqrt' def __init__(self, axis, **kwargs): """ Any keyword arguments passed to ``set_xscale`` and ``set_yscale`` will be passed along to the scale's constructor. """ super().__init__(axis, **kwargs) def set_default_locators_and_formatters(self, axis): axis.set_major_locator(SqrtTickLocator()) def limit_range_for_scale(self, vmin, vmax, minpos): """ Override to limit the bounds of the axis to the domain of the transform. In the case of Mercator, the bounds should be limited to the threshold that was passed in. Unlike the autoscaling provided by the tick locators, this range limiting will always be adhered to, whether the axis range is set manually, determined automatically or changed through panning and zooming. """ return vmin, vmax def get_transform(self): return self.SqrtTransform() class SqrtTransform(mtransforms.Transform): input_dims = 1 output_dims = 1 is_separable = True def transform_non_affine(self, a): """ This transform takes an Nx1 ``numpy`` array and returns a transformed copy. """ return numpy.sign(a) * numpy.sqrt(numpy.abs(a)) def inverted(self): """ return the inverse transform for this transform. """ return SqrtAllowNegScale.InvertedSqrtTransform() class InvertedSqrtTransform(mtransforms.Transform): input_dims = 1 output_dims = 1 is_separable = True def transform_non_affine(self, a): return numpy.sign(a) * a**2 def inverted(self): return SqrtAllowNegScale.SqrtTransform() class SqrtTickLocator(mticker.Locator): def __init__(self, nbins=7, symmetric=True): self._base = mticker._Edge_integer(1.0, 0) self.set_params(nbins, symmetric) def set_params(self, nbins, symmetric): """Set parameters within this locator.""" self._nbins = nbins self._symmetric = symmetric def __call__(self): 'Return the locations of the ticks' vmin, vmax = self.axis.get_view_interval() return self.tick_values(vmin, vmax) def tick_values(self, vmin, vmax): if vmax < vmin: vmin, vmax = vmax, vmin tmin = math.copysign(math.sqrt(abs(vmin)), vmin) tmax = math.copysign(math.sqrt(abs(vmax)), vmax) delta = (tmax - tmin) / self._nbins locs = numpy.arange(tmin, tmax, self._base.ge(delta)) if self._symmetric and numpy.sign(tmin) != numpy.sign(tmax): locs -= locs[numpy.argmin(numpy.abs(locs))] locs = numpy.sign(locs) * locs**2 return self.raise_if_exceeds(locs) def view_limits(self, dmin, dmax): """ Set the view limits to the nearest multiples of base that contain the data """ vmin = self._base.le(math.copysign(math.sqrt(abs(dmin)), dmin)) vmax = self._base.ge(math.sqrt(dmax)) if vmin == vmax: vmin -= 1 vmax += 1 return mtransforms.nonsingular(math.copysign(vmin**2, vmin), vmax**2) # register new scale to matplotlib mscale.register_scale(SqrtAllowNegScale) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/normalize.py0000644000175100002000000004256314742413365021657 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2021, 2023 Dominik Kriegner """ module to provide functions that perform block averaging of intensity arrays to reduce the amount of data (mainly for PSD and CCD measurements and provide functions for normalizing intensities for * count time * absorber (user-defined function) * monitor * flatfield correction """ import numpy from . import config, cxrayutilities, math, utilities from .exception import InputError def blockAverage1D(data, Nav): """ perform block average for 1D array/list of Scalar values all data are used. at the end of the array a smaller cell may be used by the averaging algorithm Parameters ---------- data : array-like data which should be contracted (length N) Nav : int number of values which should be averaged Returns ------- ndarray block averaged numpy array of data type numpy.double (length ceil(N/Nav)) """ if not isinstance(data, (numpy.ndarray, list)): raise TypeError("first argument data must be of type list or " "numpy.ndarray") data = numpy.array(data, dtype=numpy.double) block_av = cxrayutilities.block_average1d(data, Nav) return block_av def blockAverage2D(data2d, Nav1, Nav2, **kwargs): """ perform a block average for 2D array of Scalar values all data are used therefore the margin cells may differ in size Parameters ---------- data2d : ndarray array of 2D data shape (N, M) Nav1, Nav2 : int a field of (Nav1 x Nav2) values is contracted kwargs : dict, optional optional keyword argument roi : tuple or list, optional region of interest for the 2D array. e.g. [20, 980, 40, 960], reduces M, and M! Returns ------- ndarray block averaged numpy array with type numpy.double with shape (ceil(N/Nav1), ceil(M/Nav2)) """ if not isinstance(data2d, (numpy.ndarray)): raise TypeError("first argument data2d must be of type numpy.ndarray") roi = kwargs.get('roi', [0, data2d.shape[0], 0, data2d.shape[1]]) data = numpy.array(data2d[roi[0]:roi[1], roi[2]:roi[3]], dtype=numpy.double) if config.VERBOSITY >= config.DEBUG: N, M = (roi[1] - roi[0], roi[3] - roi[2]) print(f"xu.normalize.blockAverage2D: roi: {str(roi)}") print("xu.normalize.blockAverage2D: Nav1, 2: %d,%d" % (Nav1, Nav2)) print("xu.normalize.blockAverage2D: number of points: (%d,%d)" % (numpy.ceil(N / float(Nav1)), numpy.ceil(M / float(Nav2)))) block_av = cxrayutilities.block_average2d(data, Nav1, Nav2, config.NTHREADS) return block_av def blockAveragePSD(psddata, Nav, **kwargs): """ perform a block average for serveral PSD spectra all data are used therefore the last cell used for averaging may differ in size Parameters ---------- psddata : ndarray array of 2D data shape (Nspectra, Nchannels) Nav : int number of channels which should be averaged kwargs : dict, optional optional keyword argument roi : tuple or list region of interest for the 2D array. e.g. [20, 980] Nchannels = 980-20 Returns ------- ndarray block averaged psd spectra as numpy array with type numpy.double of shape (Nspectra , ceil(Nchannels/Nav)) """ if not isinstance(psddata, (numpy.ndarray)): raise TypeError("first argument psddata must be of type numpy.ndarray") roi = kwargs.get('roi', [0, psddata.shape[1]]) data = numpy.array(psddata[:, roi[0]:roi[1]], dtype=numpy.double) block_av = cxrayutilities.block_average_PSD(data, Nav, config.NTHREADS) return block_av def blockAverageCCD(data3d, Nav1, Nav2, **kwargs): """ perform a block average for 2D frames inside a 3D array. all data are used therefore the margin cells may differ in size Parameters ---------- data3d : ndarray array of 3D data shape (Nframes, N, M) Nav1, Nav2 : int a field of (Nav1 x Nav2) values is contracted kwargs : dict, optional optional keyword argument roi : tuple or list, optional region of interest for the 2D array. e.g. [20, 980, 40, 960], reduces M, and M! Returns ------- ndarray block averaged numpy array with type numpy.double with shape (Nframes, ceil(N/Nav1), ceil(M/Nav2)) """ if not isinstance(data3d, (numpy.ndarray)): raise TypeError("first argument data3d must be of type numpy.ndarray") roi = kwargs.get('roi', [0, data3d.shape[1], 0, data3d.shape[2]]) data = numpy.array(data3d[:, roi[0]:roi[1], roi[2]:roi[3]], dtype=numpy.double) if config.VERBOSITY >= config.DEBUG: N, M = (roi[1] - roi[0], roi[3] - roi[2]) print(f"xu.normalize.blockAverageCCD: roi: {str(roi)}") print("xu.normalize.blockAverageCCD: Nav1, 2: %d,%d" % (Nav1, Nav2)) print("xu.normalize.blockAverageCCD: number of points: (%d,%d)" % (numpy.ceil(N / float(Nav1)), numpy.ceil(M / float(Nav2)))) block_av = cxrayutilities.block_average_CCD(data, Nav1, Nav2, config.NTHREADS) return block_av # ##################################### # # Intensity correction class ## # ##################################### class IntensityNormalizer: """ generic class for correction of intensity (point detector, or MCA, single CCD frames) for count time and absorber factors the class must be supplied with a absorber correction function and works with data structures provided by xrayutilities.io classes or the corresponding objects from hdf5 files """ def __init__(self, det='', **keyargs): """ initialization of the corrector class Parameters ---------- det : str detector field name of the data structure mon : str, optional monitor field name time: float or str, optional count time field name or count time as float av_mon : float, optional average monitor value (default: data[mon].mean()) smoothmon : int number of monitor values used to get a smooth monitor signal absfun : callable, optional absorber correction function to be used as in ``absorber_corrected_intensity = data[det]*absfun(data)`` flatfield : ndarray flatfield of the detector; shape must be the same as data[det], and is only applied for MCA detectors darkfield : ndarray darkfield of the detector; shape must be the same as data[det], and is only applied for MCA detectors Examples -------- >>> detcorr = IntensityNormalizer("MCA", time="Seconds", ... absfun=lambda d: d["PSDCORR"]/d["PSD"].astype(float)) """ valid_kwargs = {'mon': 'monitor field name', 'time': 'count time field/value', 'smoothmon': 'number of monitor values to average', 'av_mon': 'average monitor value', 'absfun': 'absorber correction function', 'flatfield': 'detector flatfield', 'darkfield': 'detector darkfield'} utilities.check_kwargs(keyargs, valid_kwargs, self.__class__.__name__) # check input arguments self._setdet(det) self._setmon(keyargs.get('mon', None)) self._settime(keyargs.get('time', None)) self._setavmon(keyargs.get('av_mon', None)) self._setabsfun(keyargs.get('absfun', None)) self._setflatfield(keyargs.get('flatfield', None)) self._setdarkfield(keyargs.get('darkfield', None)) self.smoothmon = keyargs.get('smoothmon', 1) def _getdet(self): """ det property handler returns the detector field name """ return self._det def _setdet(self, det): """ det property handler sets the detector field name """ if isinstance(det, str): self._det = det else: self._det = None raise TypeError("argument det must be of type str") def _gettime(self): """ time property handler returns the count time or the field name of the count time or None if time is not set """ return self._time def _settime(self, time): """ time property handler sets the count time field or value """ if isinstance(time, str): self._time = time elif isinstance(time, (float, int)): self._time = float(time) elif isinstance(time, type(None)): self._time = None else: raise TypeError("argument time must be of type str, float or None") def _getmon(self): """ mon property handler returns the monitor field name or None if not set """ return self._mon def _setmon(self, mon): """ mon property handler sets the monitor field name """ if isinstance(mon, str): self._mon = mon elif isinstance(mon, type(None)): self._mon = None else: raise TypeError("argument mon must be of type str") def _getavmon(self): """ av_mon property handler returns the value of the average monitor or None if average is calculated from the monitor field """ return self._avmon def _setavmon(self, avmon): """ avmon property handler sets the average monitor field name """ if isinstance(avmon, (float, int)): self._avmon = float(avmon) elif isinstance(avmon, type(None)): self._avmon = None else: raise TypeError("argument avmon must be of type float or None") def _getabsfun(self): """ absfun property handler returns the costum correction function or None """ return self._absfun def _setabsfun(self, absfun): """ absfun property handler sets the costum correction function """ if hasattr(absfun, '__call__'): self._absfun = absfun if self._absfun.__code__.co_argcount != 1: raise TypeError("argument absfun must be a function with one " "argument (data object)") elif isinstance(absfun, type(None)): self._absfun = None else: raise TypeError("argument absfun must be of type function or None") def _getflatfield(self): """ flatfield property handler returns the current set flatfield of the detector or None if not set """ return self._flatfield def _setflatfield(self, flatf): """ flatfield property handler sets the flatfield of the detector """ if isinstance(flatf, (list, tuple, numpy.ndarray)): self._flatfield = numpy.array(flatf, dtype=float) self._flatfieldav = numpy.mean(self._flatfield[ self._flatfield.nonzero()]) self._flatfield[self.flatfield < 1.e-5] = 1.0 elif isinstance(flatf, type(None)): self._flatfield = None else: raise TypeError("argument flatfield must be of type list, tuple, " "numpy.ndarray or None") def _getdarkfield(self): """ flatfield property handler returns the current set darkfield of the detector or None if not set """ return self._darkfield def _setdarkfield(self, darkf): """ flatfield property handler sets the darkfield of the detector """ if isinstance(darkf, (list, tuple, numpy.ndarray)): self._darkfield = numpy.array(darkf, dtype=float) self._darkfieldav = numpy.mean(self._darkfield) elif isinstance(darkf, type(None)): self._darkfield = None else: raise TypeError("argument flatfield must be of type list, tuple, " "numpy.ndarray or None") det = property(_getdet, _setdet) time = property(_gettime, _settime) mon = property(_getmon, _setmon) avmon = property(_getavmon, _setavmon) absfun = property(_getabsfun, _setabsfun) flatfield = property(_getflatfield, _setflatfield) darkfield = property(_getdarkfield, _setdarkfield) def __call__(self, data, ccd=None): """ apply the correction method which was initialized to the measured data Parameters ---------- data : numpy.recarray data object from xrayutilities.io classes ccd : ndarray, optional optionally CCD data can be given as separate ndarray of shape (len(data), n1, n2), where n1, n2 is the shape of the CCD image. Returns ------- corrint : ndarray corrected intensity as numpy.ndarray of the same shape as data[det] (or ccd.shape) """ if numpy.any(ccd): rawdata = ccd else: rawdata = data[self._det] corrint = numpy.zeros(rawdata.shape, dtype=float) # set needed variables # monitor intensity if self._mon: if self.smoothmon == 1: mon = data[self._mon] else: mon = math.smooth(data[self._mon], self.smoothmon) else: mon = 1. # count time if isinstance(self._time, str): time = data[self._time] elif isinstance(self._time, float): time = self._time else: time = 1. # average monitor counts if self._avmon: avmon = self._avmon else: avmon = numpy.mean(mon) # absorber correction function if self._absfun: abscorr = self._absfun(data) else: abscorr = 1. c = abscorr * avmon / (mon * time) # correct the correction factor if it was evaluated to an incorrect # value if isinstance(c, numpy.ndarray): c[numpy.isnan(c)] = 1.0 c[numpy.isinf(c)] = 1.0 c[c == 0] = 1.0 else: if numpy.isnan(c) or numpy.isinf(c) or c == 0: c = 1.0 if len(rawdata.shape) == 1: corrint = rawdata * c elif len(rawdata.shape) == 2 and isinstance(c, numpy.ndarray): # 1D detector c.shape[0] should be rawdata.shape[0] if self._darkfield is not None: if self._darkfield.shape[0] != rawdata.shape[1]: raise InputError("data[det] second dimension must have " "the same length as darkfield") if isinstance(time, numpy.ndarray): # darkfield correction corrint = (rawdata - self._darkfield[numpy.newaxis, :] * time[:, numpy.newaxis]) elif isinstance(time, float): # darkfield correction corrint = (rawdata - self._darkfield[numpy.newaxis, :] * time) else: print("XU.normalize.IntensityNormalizer: check " "initialization and your input") return None corrint[corrint < 0.] = 0. else: corrint = rawdata corrint = corrint * c[:, numpy.newaxis] if self._flatfield is not None: if self._flatfield.shape[0] != rawdata.shape[1]: raise InputError("data[det] second dimension must have " "the same length as flatfield") # flatfield correction corrint = (corrint / self._flatfield[numpy.newaxis, :] * self._flatfieldav) elif len(rawdata.shape) == 2 and isinstance(c, float): # single 2D detector frame corrint = rawdata * c elif len(rawdata.shape) == 3: # darkfield and flatfield correction is still missing! corrint = rawdata * c[:, numpy.newaxis, numpy.newaxis] else: raise InputError("data[det] must be an array of dimension one " "or two or three") return corrint ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/q2ang_fit.py0000644000175100002000000002705514742413365021530 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2014-2023 Dominik Kriegner """ Module provides functions to convert a q-vector from reciprocal space to angular space. a simple implementation uses scipy optimize routines to perform a fit for a arbitrary goniometer. The user is, however, expected to use the bounds variable to put restrictions to the number of free angles to obtain reproducible results. In general only 3 angles are needed to fit an arbitrary q-vector (2 sample + 1 detector angles or 1 sample + 2 detector). More complicated restrictions can be implemented using the lmfit package. (done upon request!) The function is based on a fitting routine. For a specific goniometer also analytic expressions from literature can be used as they are implemented in the predefined experimental classes HXRD, NonCOP, and GID. """ import numbers import numpy import scipy.optimize from . import config, math from .exception import InputError def _makebounds(boundsin): """ generate proper bounds for scipy.optimize.minimize function from a list/tuple of more convenient bounds. Parameters ---------- boundsin : list or tuple or array-like bounds, or fixed values. the number of entries needs to be equal to the number of angle in the goniometer given to the q2ang_general function example input for four gonimeter angles: ((0, 90), 0, (0, 180), (0, 90)) Returns ------- scipy.optimize.Bounds object bounds to be handed over to the scipy.minimize routine. The function will expand fixed values to two equal bounds constraints, list list of equality constraints for fixed values """ lb = [] ub = [] constraints = [] for j, b in enumerate(boundsin): if isinstance(b, (tuple, list, numpy.ndarray)): if len(b) == 2: lb.append(b[0]) ub.append(b[1]) elif len(b) == 1: # upper = lower bound needs equality constraint in scipy<1.8.0 if tuple(map(int, scipy.__version__.split('.')[:2])) > (1, 8): lb.append(b[0]) ub.append(b[0]) else: lb.append(-numpy.inf) ub.append(numpy.inf) # see scipy/scipy#12433 constraints.append( dict(type='eq', fun=lambda x, j=j, v=b[0]: x[j] - v, # lambda j=j to bind var. by value )) else: raise InputError('bound values must have two or one elements') elif isinstance(b, numbers.Number): # upper = lower bound needs equality constraint in scipy<1.8.0 if tuple(map(int, scipy.__version__.split('.')[:2])) > (1, 8): lb.append(b) ub.append(b) else: lb.append(-numpy.inf) ub.append(numpy.inf) # see scipy/scipy#12433 constraints.append(dict(type='eq', fun=lambda x, j=j, v=b: x[j] - v, # lambda j=j to bind var. by value )) elif b is None: lb.append(-numpy.inf) ub.append(numpy.inf) else: raise InputError(f'bound value is of invalid type ({type(b)})') return scipy.optimize.Bounds(lb, ub), constraints def _errornorm_q2ang(angles, qvec, hxrd, U=numpy.identity(3)): """ function to determine the offset in the qposition calculated from a set of experimental angles and the given vector Parameters ---------- angles : iterable iterable object with angles of the goniometer qvec : list or tuple or array-like vector with three q-coordinates hxrd : Experiment experiment class to be used for the q calculation U : array-like, optional orientation matrix Returns ------- error : float q-space error between the current fit-guess and the user-specified position """ qcalc = hxrd.Ang2Q.point(*angles, UB=U) dq = numpy.linalg.norm(qcalc - qvec) return dq def incidenceAngleConst(angles, alphai, xrd): """ helper function for an pseudo-angle constraint of the incidence angle. Can be used together with the Q2AngFit-routine in the 'constraints' argument. An example use case scenario to fix the incidence angle to 1 degree would be: constraints={'type': 'eq', 'fun': lambda a: incidenceAngleConst(a, 1, xrd)} Parameters ---------- angles : iterable fit parameters of Q2AngFit alphai : float the incidence angle which should be fixed xrd : Experiment the Experiment object to use for qconversion """ qconv = xrd._A2QConversion ndirlab = qconv.transformSample2Lab(xrd.Transform(xrd.ndir), *angles) ai = 90 - math.VecAngle(-qconv.r_i, ndirlab, deg=True) - alphai return ai def exitAngleConst(angles, alphaf, xrd): """ helper function for an pseudo-angle constraint of the exit angle. Can be used together with the Q2AngFit-routine in the 'constraints' argument. An example use case scenario to fix the exit angle to 1 degree would be: constraints={'type': 'eq', 'fun': lambda a: exitAngleConst(a, 1, xrd)} Parameters ---------- angles : iterable fit parameters of Q2AngFit alphaf : float the exit angle which should be fixed xrd : Experiment the Experiment object to use for qconversion """ qconv = xrd._A2QConversion # calc kf detangles = list(angles[-len(qconv.detectorAxis):]) kf = qconv.getDetectorPos(*detangles) if numpy.linalg.norm(kf) == 0: af = 0 else: ndirlab = qconv.transformSample2Lab(xrd.Transform(xrd.ndir), *angles) af = 90 - math.VecAngle(kf, ndirlab, deg=True) - alphaf return af def Q2AngFit(qvec, expclass, bounds=None, ormat=numpy.identity(3), startvalues=None, constraints=None): """ Functions to convert a q-vector from reciprocal space to angular space. This implementation uses scipy optimize routines to perform a fit for a goniometer with arbitrary number of goniometer angles. The user *must* use the bounds variable to put restrictions to the number of free angles to obtain reproducible results. In general only 3 angles are needed to fit an arbitrary q-vector (2 sample + 1 detector angles or 1 sample + 2 detector). Parameters ---------- qvec : tuple or list or array-like q-vector for which the angular positions should be calculated expclass : Experiment experimental class used to define the goniometer for which the angles should be calculated. bounds : tuple or list bounds of the goniometer angles. The number of bounds must correspond to the number of goniometer angles in the expclass. Angles can also be fixed by supplying only one value for a particular angle. e.g.: ((low, up), fix, (low2, up2), (low3, up3)) ormat : array-like orientation matrix of the sample to be used in the conversion startvalues : array-like start values for the fit, which can significantly speed up the conversion. The number of values must correspond to the number of angles in the goniometer of the expclass constraints : list, optional sequence of constraint dictionaries. This allows applying arbitrary (e.g. pseudo-angle) contraints by supplying according constraint functions. An entry of the constraints argument must be a dictionary with at least the 'type' and 'fun' set. 'type' can be either 'eq' or 'ineq' for equality or inequality constraints. 'fun' must be a callable function which for 'eq'-constraints returns 0 when the equality condition is fulfilled (see constraints documentation in scipy.optimize.minimize for details). The supplied function will be called with the arguments gonimeter angle list as argument. Typically this means you will have to use a lambda function. Returns ------- fittedangles : list list of fitted goniometer angles qerror : float error in reciprocal space errcode : int error-code of the scipy minimize function. for a successful fit the error code should be <=2 """ # check input parameters if len(qvec) != 3: raise ValueError("XU.Q2AngFit: length of given q-vector is not 3 " "-> invalid") lqvec = numpy.asarray(qvec) if constraints is None: constraints = [] qconv = expclass._A2QConversion nangles = len(qconv.sampleAxis) + len(qconv.detectorAxis) # generate starting position for optimization if startvalues is None: start = numpy.zeros(nangles) else: start = startvalues # check bounds if bounds is None: bounds = numpy.zeros(2 * nangles) - 180. bounds[::2] = 180. bounds.shape = (nangles, 2) elif len(bounds) != nangles: raise ValueError("XU.Q2AngFit: number of specified bounds invalid") sbounds, boundconstraints = _makebounds(bounds) sconstraints = list(constraints) + boundconstraints # perform optimization res = scipy.optimize.minimize(_errornorm_q2ang, start, args=(lqvec, expclass, ormat), method='SLSQP', bounds=sbounds, constraints=sconstraints, options={'maxiter': 1000, 'eps': config.EPSILON, 'ftol': config.EPSILON}) x, errcode, qerror = (res.x, res.status, res.fun) if qerror >= 1e-7: if config.VERBOSITY >= config.DEBUG: print("XU.Q2AngFit: info: need second run") # make a second run res = scipy.optimize.minimize(_errornorm_q2ang, res.x, args=(lqvec, expclass, ormat), method='SLSQP', bounds=sbounds, constraints=sconstraints, options={'maxiter': 1000, 'eps': config.EPSILON, 'ftol': config.EPSILON}) x, errcode, qerror = (res.x, res.status, res.fun) if ((config.VERBOSITY >= config.DEBUG) or (qerror > 10*config.EPSILON and config.VERBOSITY >= config.INFO_LOW)): print(f"XU.Q2AngFit: q-error={qerror:.4g} with error-code {errcode} " f"({res.message})") return x, qerror, errcode ././@PaxHeader0000000000000000000000000000003400000000000010212 xustar0028 mtime=1737103119.6495001 xrayutilities-1.7.10/lib/xrayutilities/simpack/0000755000175100002000000000000014742413420020712 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/__init__.py0000644000175100002000000000405014742413365023032 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2021 Dominik Kriegner """ simulation subpackage of xrayutilities. This package provides possibilities to simulate X-ray diffraction and reflectivity curves of thin film samples. It could be extended for more general use in future if there is demand for that. In addition it provides a fitting routine for reflectivity data which is based on lmfit. """ from .darwin_theory import (DarwinModel, DarwinModelAlGaAs001, DarwinModelAlloy, DarwinModelGaInAs001, DarwinModelSiGe001, GradedBuffer) from .fit import FitModel from .helpers import coplanar_alphaf, coplanar_alphai, get_qz from .models import (DiffuseReflectivityModel, DynamicalModel, DynamicalReflectivityModel, KinematicalModel, KinematicalMultiBeamModel, LayerModel, Model, SimpleDynamicalCoplanarModel, SpecularReflectivityModel, effectiveDensitySlicing) from .mosaicity import mosaic_analytic from .powder import FP_profile, PowderDiffraction from .powdermodel import PowderModel, Rietveld_error_metrics, plot_powder from .smaterials import (CrystalStack, GradedLayerStack, Layer, LayerStack, MaterialList, Powder, PowderList, PseudomorphicStack001, PseudomorphicStack111, SMaterial) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/darwin_theory.py0000644000175100002000000006664014742413365024166 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2025 Dominik Kriegner import abc import collections.abc import copy import warnings import numpy from scipy.constants import physical_constants from .. import materials, utilities from ..math import derivative, heaviside from .models import LayerModel def getit(it, key): """ generator to obtain items from nested iterable """ for elem in it: if isinstance(elem, collections.abc.Iterable): if key in elem: yield elem[key] else: for subelem in getit(elem, key): yield subelem def getfirst(iterable, key): """ helper function to obtain the first item in a nested iterable """ return next(getit(iterable, key)) def GradedBuffer(xfrom, xto, nsteps, thickness, relaxation=1): """ create a multistep graded composition buffer. Parameters ---------- xfrom : float begin of the composition gradient xto : float end of the composition gradient nsteps : int number of steps of the gradient thickness : float total thickness of the Buffer in A relaxation : float relaxation of the buffer Returns ------- list layer list needed for the Darwin model simulation """ subthickness = thickness/nsteps gradedx = numpy.linspace(xfrom, xto, nsteps) layerlist = [] for x in gradedx: layerlist.append({'t': subthickness, 'x': x, 'r': relaxation}) return layerlist class DarwinModel(LayerModel, utilities.ABC): """ model class inmplementing the basics of the Darwin theory for layers materials. This class is not fully functional and should be used to derive working models for particular material systems. To make the class functional the user needs to implement the init_structurefactors() and _calc_mono() methods """ ncalls = 0 def __init__(self, qz, qx=0, qy=0, **kwargs): """ constructor of the model class. The arguments consist of basic parameters which are needed to prepare the calculation of the model. Parameters ---------- qz : array-like momentum transfer values for the calculation qx, qy : float, optional inplane momentum transfer (not implemented!) I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation resolution_width : float, optional width of the resolution function (deg) polarization : {'S', 'P', 'both'} polarization of the x-ray beam. If set to 'both' also Cmono, the polarization factor of the monochromator should be set experiment : Experiment, optional experiment class containing geometry and energy of the experiment. Cmono : float, optional polarization factor of the monochromator energy : float or str, optional x-ray energy in eV """ self.polarization = kwargs.pop('polarization', 'S') exp = kwargs.pop('experiment', None) self.Cmono = kwargs.pop('Cmono', 1) super().__init__(exp, **kwargs) self.npoints = len(qz) self.qz = numpy.asarray(qz) self.qinp = (qx, qy) if self.qinp != (0, 0): raise NotImplementedError('asymmetric CTR simulation is not yet ' 'supported -> approach the authors') self.init_structurefactors() # initialize coplanar geometry k = self.exp.k0 qv = numpy.asarray([(qx, qy, q) for q in self.qz]) Q = numpy.linalg.norm(qv, axis=1) theta = numpy.arcsin(Q / (2 * k)) domega = numpy.arctan2(numpy.sqrt(qx**2 + qy**2), self.qz) self.alphai, self.alphaf = (theta + domega, theta - domega) # polarization factor self.C = {'S': numpy.ones(len(self.qz)), 'P': numpy.abs(numpy.cos(self.alphai + self.alphaf))} def init_structurefactors(self): """ calculates the needed atomic structure factors """ raise NotImplementedError("abstract method needs to be overwritten") def _calc_mono(self, pdict, pol): """ calculate the reflection and transmission coefficients of monolayer Parameters ---------- pdict : dict property dictionary, contains all the properties for the structure factor calculation pol : {'S', 'P'} polarization of the x-rays; sigma or pi Returns ------- r, rbar, t : float or array-like reflection, backside reflection, and tranmission coefficients """ raise NotImplementedError("abstract method needs to be overwritten") def _calc_double(self, ra, rabar, ta, rb, rbbar, tb, d): """ calculate reflection coefficients for the double layer from the reflection values of the single layers Parameters ---------- ra, rabar, ta : float or array-like reflection, backside reflection, and transmission coefficients of layer A rb, rbbar, tb : float or array-like same for layer B d : float distance between the layers Returns ------- r, rbar, t : float or array-like reflection, backside reflection, and tranmission coefficients """ self.ncalls += 1 e = numpy.exp(-1j*self.qz*d) eh = numpy.exp(-1j*self.qz*d/2) denom = 1 - rabar * rb * e rab = ra + rb*(ta*ta*e)/denom rabbar = rbbar + rabar*(tb*tb*e)/(1-rbbar*ra*e) tab = ta*tb*eh/denom return rab, rabbar, tab def simulate(self, ml): """ main simulation function for the Darwin model. will calculate the reflected intensity Parameters ---------- ml : iterable monolayer sequence of the sample. This should be created with the function make_monolayer(). see its documentation for details """ self.ncalls = 0 Ih = {'S': numpy.zeros(len(self.qz)), 'P': numpy.zeros(len(self.qz))} geomfact = heaviside(self.alphai) * heaviside(self.alphaf) for pol in self.get_polarizations(): r, rbar, t = (numpy.zeros(self.npoints, dtype=complex), numpy.zeros(self.npoints, dtype=complex), numpy.ones(self.npoints, dtype=complex)) for nrep, subml in ml: r, rbar, t = self._recur_sim(nrep, subml, r, rbar, t, pol) self.r, self.rbar, self.t = r, rbar, t Ih[pol] = numpy.abs(self.r)**2 * geomfact ret = self.join_polarizations(Ih['S'], Ih['P']) return self._create_return(self.qz, numpy.sqrt(ret)) def _recur_sim(self, nrep, ml, r, rbar, t, pol): """ recursive simulation function for the calculation of the reflected, backside reflected and transmitted wave factors (internal) Parameters ---------- ml : iterable monolayer sequence of the calculation block. This should be created with the function make_monolayer(). see its documentation for details r : float or array-like reflection factor of the upper layers (needed for the recursion) rbar : float or array-like back-side reflection factor of the upper layers (needed for the recursion) t : float or array-like transmission factor of the upper layers (needed for the recursion) pol : {'S', 'P'} polarization of the x-rays Returns ------- r, rbar, t : float or array-like reflection and transmission of the full stack """ if isinstance(ml, list): rm, rmbar, tm = (None, None, None) for nsub, subml in ml: rm, rmbar, tm = self._recur_sim(nsub, subml, rm, rmbar, tm, pol) d = getfirst(ml, 'd') else: rm, rmbar, tm = self._calc_mono(ml, pol) d = ml['d'] Nmax = int(numpy.log(nrep) / numpy.log(2)) + 1 for i in range(Nmax): if r is None: r, rbar, t = rm, rmbar, tm elif (nrep // (2**i)) % 2 == 1: r, rbar, t = self._calc_double(r, rbar, t, rm, rmbar, tm, d) rm, rmbar, tm = self._calc_double(rm, rmbar, tm, rm, rmbar, tm, d) return r, rbar, t class DarwinModelAlloy(DarwinModel, utilities.ABC): """ extension of the DarwinModel for an binary alloy system were one parameter is used to determine the chemical composition To make the class functional the user needs to implement the get_dperp_apar() method and define the substrate lattice parameter (asub). See the DarwinModelSiGe001 class for an implementation example. """ asub = None # needs to be defined by subclasses @abc.abstractmethod def get_dperp_apar(self, x, apar, r=1): """ calculate inplane lattice parameter and the out of plane lattice plane spacing (of the atomic planes!) from composition and relaxation. Parameters ---------- x : float chemical composition parameter apar : float inplane lattice parameter of the material below the current layer (onto which the present layer is strained to). This value also served as a reference for the relaxation parameter. r : float relaxation parameter. 1=relaxed, 0=pseudomorphic Returns ------- dperp : float apar : float """ raise NotImplementedError("abstract method needs to be overwritten") def make_monolayers(self, s): """ create monolayer sequence from layer list Parameters ---------- s : list layer model. list of layer dictionaries including possibility to form superlattices. As an example 5 repetitions of a Si(10nm)/Ge(15nm) superlattice on Si would like like: >>> s = [(5, [{'t': 100, 'x': 0, 'r': 0}, ... {'t': 150, 'x': 1, 'r': 0}]), ... {'t': 3500000, 'x': 0, 'r': 0}] the dictionaries must contain 't': thickness in A, 'x': chemical composition, and either 'r': relaxation or 'ai': inplane lattice parameter. Future implementations for asymmetric peaks might include layer type 'l' (not yet implemented). Already now any additional property in the dictionary will be handed on to the returned monolayer list. asub : float inplane lattice parameter of the substrate Returns ------- list monolayer list in a format understood by the simulate and xGe_profile methods """ ml = [] ai = self.asub for subl in copy.copy(s): ml, ai = self._recur_makeml(subl, ml, ai) return ml def _recur_makeml(self, s, ml, apar): """ recursive creation of a monolayer structure (internal) Parameters ---------- s : list layer model. list of layer dictionaries ml : list list of layers below what should be added (needed for recursion) apar : float inplane lattice parameter of the current surface Returns ------- list monolayer list in a format understood by the simulate and prop_profile methods """ if isinstance(s, tuple): nrep, sd = s if isinstance(sd, dict): sd = [sd, ] if any([r > 0 for r in getit(sd, 'r')]): # if relaxation for _ in range(nrep): for subsd in sd: ml, apar = self._recur_makeml(subsd, ml, apar=apar) else: # no relaxation in substructure subl = [] for subsd in sd: subl, apar = self._recur_makeml(subsd, subl, apar=apar) ml.insert(0, (nrep, subl)) elif isinstance(s, dict): x = s.pop('x') if callable(x): # composition profile in layer t = 0 T = s.pop('t') if 'r' in s: if s['r'] > 0: warnings.warn( """relaxation for composition gradient may yield weird lattice parameter variation! Consider supplying the inplane lattice parameter 'ai' directly!""") while t < T: if 'r' in s: r = abs(derivative(x, t, dx=1.4))*s['r'] dperp, apar = self.get_dperp_apar(x(t), apar, r) else: dperp, apar = self.get_dperp_apar(x(t), s['ai']) t += dperp d = copy.copy(s) d.pop('r') d.update({'d': dperp, 'x': x(t), 'ai': apar}) ml.insert(0, (1, d)) else: # constant composition layer if 'r' in s: dperp, apar = self.get_dperp_apar(x, apar, s.pop('r')) else: dperp, apar = self.get_dperp_apar(x, s.pop('ai')) nmono = int(numpy.ceil(s['t']/dperp)) s.update({'d': dperp, 'x': x, 'ai': apar}) ml.insert(0, (nmono, s)) else: raise Exception( f"wrong type ({type(s)}) of sublayer, must be tuple or dict") return ml, apar def prop_profile(self, ml, prop): """ calculate the profile of chemical composition or inplane lattice spacing from a monolayer list. One value for each monolayer in the sample is returned. Parameters ---------- ml : list monolayer list created by make_monolayer() prop : str name of the property which should be evaluated. Use 'x' for the chemical composition and 'ai' for the inplane lattice parameter. Returns ------- zm : ndarray z-position, z-0 is the surface propx : ndarray value of the property prop for every monolayer """ def _recur_prop(nrep, ml, zp, propx, propn): if isinstance(ml, list): lzp, lprop = ([], []) for nreps, subml in ml: lzp, lprop = _recur_prop(nreps, subml, lzp, lprop, propn) else: lzp = -ml['d'] lprop = ml[propn] Nmax = int(numpy.log(nrep) / numpy.log(2)) + 1 for i in range(Nmax): if (nrep // (2**i)) % 2 == 1: try: curzp = zp[-1] except IndexError: curzp = 0.0 zp = numpy.append(zp, lzp+curzp) propx = numpy.append(propx, lprop) try: curlzp = lzp[-1] except (IndexError, TypeError): curlzp = lzp lzp = numpy.append(lzp, lzp+curlzp) lprop = numpy.append(lprop, lprop) return zp, propx zm = [] propx = [] for nrep, subml in ml: zm, propx = _recur_prop(nrep, subml, zm, propx, prop) return zm, propx class DarwinModelSiGe001(DarwinModelAlloy): """ model class implementing the Darwin theory of diffraction for SiGe layers. The model is based on separation of the sample structure into building blocks of atomic planes from which a multibeam dynamical model is calculated. """ Si = materials.Si Ge = materials.Ge eSi = materials.elements.Si eGe = materials.elements.Ge aSi = materials.Si.a asub = aSi # needed for the make_monolayer function re = physical_constants['classical electron radius'][0] * 1e10 @classmethod def abulk(cls, x): """ calculate the bulk (relaxed) lattice parameter of the alloy """ return cls.aSi + (0.2 * x + 0.027 * x ** 2) @staticmethod def _deformation_ratio(x): """ calculate the deformation ratio of the alloy for biaxial strain. This corresponds to 2*c12/c11. """ return 2 * (63.9-15.6*x) / (165.8-37.3*x) # according to IOFFE @classmethod def get_dperp_apar(cls, x, apar, r=1): """ calculate inplane lattice parameter and the out of plane lattice plane spacing (of the atomic planes!) from composition and relaxation Parameters ---------- x : float chemical composition parameter apar : float inplane lattice parameter of the material below the current layer (onto which the present layer is strained to). This value also served as a reference for the relaxation parameter. r : float, optional relaxation parameter. 1=relaxed, 0=pseudomorphic Returns ------- dperp : float perpendicular d-spacing apar : float inplane lattice parameter """ abulk = cls.abulk(x) aparl = apar + (abulk - apar) * r dperp = abulk*(1+cls._deformation_ratio(x)*(1-aparl/abulk))/4. return dperp, aparl def init_structurefactors(self, temp=300): """ calculates the needed atomic structure factors Parameters ---------- temp : float, optional temperature used for the Debye model """ en = self.exp.energy q = numpy.sqrt(self.qinp[0]**2 + self.qinp[1]**2 + self.qz**2) self.fSi = self.eSi.f(q, en) * self.Si._debyewallerfactor(temp, q) self.fGe = self.eGe.f(q, en) * self.Ge._debyewallerfactor(temp, q) self.fSi0 = self.eSi.f(0, en) self.fGe0 = self.eGe.f(0, en) def _calc_mono(self, pdict, pol): """ calculate the reflection and transmission coefficients of monolayer Parameters ---------- pdict : dict property dictionary, contains the layer properties: 'x': Ge-content of the layer (0: Si, 1: Ge); 'l': index of the layer in the unit cell (0, 1, 2, 3). important for asymmetric peaks only! pol : {'S', 'P'} polarization of the x-rays Returns ------- r, rbar, t : float or array-like reflection, backside reflection, and tranmission coefficients """ ainp = pdict.get('ai') xGe = pdict.get('x') # pre-factor for reflection: contains footprint correction gamma = 4*numpy.pi*self.re/(self.qz*ainp**2) # ltype = pdict.get('l', 0) # if ltype == 0: # for asymmetric peaks (not yet implemented) # p1, p2 = (0, 0), (0.5, 0.5) # elif ltype == 1: # p1, p2 = (0.25, 0.25), (0.75, 0.75) # elif ltype == 2: # p1, p2 = (0.5, 0.), (0., 0.5) # elif ltype == 3: # p1, p2 = (0.75, 0.25), (0.25, 0.75) r = -1j*gamma * self.C[pol] * (self.fSi+(self.fGe-self.fSi)*xGe) * 2 # * (exp(1j*(h*p1[0]+k*p1[1])) + exp(1j*(h*p1[0]+k*p1[1]))) t = 1 + 1j*gamma * (self.fSi0+(self.fGe0-self.fSi0)*xGe) * 2 return r, numpy.copy(r), t class DarwinModelGaInAs001(DarwinModelAlloy): """ Darwin theory of diffraction for Ga_{1-x} In_x As layers. The model is based on separation of the sample structure into building blocks of atomic planes from which a multibeam dynamical model is calculated. """ GaAs = materials.GaAs InAs = materials.InAs eGa = materials.elements.Ga eIn = materials.elements.In eAs = materials.elements.As aGaAs = materials.GaAs.a asub = aGaAs # needed for the make_monolayer function re = physical_constants['classical electron radius'][0] * 1e10 @classmethod def abulk(cls, x): """ calculate the bulk (relaxed) lattice parameter of the Ga_{1-x}In_{x}As alloy """ return cls.aGaAs + 0.40505*x @staticmethod def _deformation_ratio(x): """ calculate the deformation ratio of the alloy for biaxial strain. This corresponds to 2*c12/c11. """ return 2 * (5.38 - 0.84*x) / (11.88 - 3.54*x) # according to IOFFE @classmethod def get_dperp_apar(cls, x, apar, r=1): """ calculate inplane lattice parameter and the out of plane lattice plane spacing (of the atomic planes!) from composition and relaxation Parameters ---------- x : float chemical composition parameter apar : float inplane lattice parameter of the material below the current layer (onto which the present layer is strained to). This value also served as a reference for the relaxation parameter. r : float relaxation parameter. 1=relaxed, 0=pseudomorphic Returns ------- dperp : float perpendicular d-spacing apar : float inplane lattice parameter """ abulk = cls.abulk(x) aparl = apar + (abulk - apar) * r dperp = abulk*(1+cls._deformation_ratio(x)*(1-aparl/abulk))/4. return dperp, aparl def init_structurefactors(self, temp=300): """ calculates the needed atomic structure factors Parameters ---------- temp : float, optional temperature used for the Debye model """ en = self.exp.energy q = numpy.sqrt(self.qinp[0]**2 + self.qinp[1]**2 + self.qz**2) fAs = self.eAs.f(q, en) self.fGaAs = (self.eGa.f(q, en) + fAs) \ * self.GaAs._debyewallerfactor(temp, q) self.fInAs = (self.eIn.f(q, en) + fAs) \ * self.InAs._debyewallerfactor(temp, q) self.fGaAs0 = self.eGa.f(0, en) + self.eAs.f(0, en) self.fInAs0 = self.eIn.f(0, en) + self.eAs.f(0, en) def _calc_mono(self, pdict, pol): """ calculate the reflection and transmission coefficients of monolayer Parameters ---------- pdict : dict property dictionary, contains the layer properties: 'x': In-content of the layer (0: GaAs, 1: InAs) pol : {'S', 'P'} polarization of the x-rays Returns ------- r, rbar, t : float or array-like reflection, backside reflection, and tranmission coefficients """ ainp = pdict.get('ai') xInAs = pdict.get('x') # pre-factor for reflection: contains footprint correction gamma = 4*numpy.pi * self.re/(self.qz*ainp**2) r = -1j*gamma*self.C[pol]*(self.fGaAs+(self.fInAs-self.fGaAs)*xInAs) t = 1 + 1j*gamma * (self.fGaAs0+(self.fInAs0-self.fGaAs0)*xInAs) return r, numpy.copy(r), t class DarwinModelAlGaAs001(DarwinModelAlloy): """ Darwin theory of diffraction for Al_x Ga_{1-x} As layers. The model is based on separation of the sample structure into building blocks of atomic planes from which a multibeam dynamical model is calculated. """ GaAs = materials.GaAs AlAs = materials.AlAs eGa = materials.elements.Ga eAl = materials.elements.Al eAs = materials.elements.As aGaAs = materials.GaAs.a asub = aGaAs # needed for the make_monolayer function re = physical_constants['classical electron radius'][0] * 1e10 @classmethod def abulk(cls, x): """ calculate the bulk (relaxed) lattice parameter of the Al_{x}Ga_{1-x}As alloy """ return cls.aGaAs + 0.0078*x @staticmethod def _deformation_ratio(x): """ calculate the deformation ratio of the alloy for biaxial strain. This corresponds to 2*c12/c11. """ return 2 * (5.38+0.32*x) / (11.88+0.14*x) # according to IOFFE @classmethod def get_dperp_apar(cls, x, apar, r=1): """ calculate inplane lattice parameter and the out of plane lattice plane spacing (of the atomic planes!) from composition and relaxation Parameters ---------- x : float chemical composition parameter apar : float inplane lattice parameter of the material below the current layer (onto which the present layer is strained to). This value also served as a reference for the relaxation parameter. r : float relaxation parameter. 1=relaxed, 0=pseudomorphic Returns ------- dperp : float perpendicular d-spacing apar : float inplane lattice parameter """ abulk = cls.abulk(x) aparl = apar + (abulk - apar) * r dperp = abulk*(1+cls._deformation_ratio(x)*(1-aparl/abulk))/4. return dperp, aparl def init_structurefactors(self, temp=300): """ calculates the needed atomic structure factors Parameters ---------- temp : float, optional temperature used for the Debye model """ en = self.exp.energy q = numpy.sqrt(self.qinp[0]**2 + self.qinp[1]**2 + self.qz**2) fAs = self.eAs.f(q, en) self.fGaAs = (self.eGa.f(q, en) + fAs) \ * self.GaAs._debyewallerfactor(temp, q) self.fAlAs = (self.eAl.f(q, en) + fAs) \ * self.AlAs._debyewallerfactor(temp, q) self.fGaAs0 = self.eGa.f(0, en) + self.eAs.f(0, en) self.fAlAs0 = self.eAl.f(0, en) + self.eAs.f(0, en) def _calc_mono(self, pdict, pol): """ calculate the reflection and transmission coefficients of monolayer Parameters ---------- pdict : dict property dictionary, contains the layer properties: 'x': Al-content of the layer (0: GaAs, 1: AlAs) pol : {'S', 'P'} polarization of the x-rays Returns ------- r, rbar, t : float or array-like reflection, backside reflection, and tranmission coefficients """ ainp = pdict.get('ai') xAlAs = pdict.get('x') # pre-factor for reflection: contains footprint correction gamma = 4*numpy.pi * self.re/(self.qz*ainp**2) r = -1j*gamma*self.C[pol]*(self.fGaAs+(self.fAlAs-self.fGaAs)*xAlAs) t = 1 + 1j*gamma * (self.fGaAs0+(self.fAlAs0-self.fGaAs0)*xAlAs) return r, numpy.copy(r), t ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/fit.py0000644000175100002000000003150114742413365022056 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2021, 2023 Dominik Kriegner import numpy from lmfit import Model from .. import utilities from . import models class FitModel(Model): """ Wrapper for the lmfit Model class working for instances of LayerModel Typically this means that after initialization of `FitModel` you want to use make_params to get a `lmfit.Parameters` list which one customizes for fitting. Later on you can call `fit` and `eval` methods with those parameter list. """ def __init__(self, lmodel, verbose=False, plot=False, elog=True, **kwargs): """ initialization of a FitModel which uses lmfit for the actual fitting, and generates an according lmfit.Model internally for the given pre-configured LayerModel, or subclasses thereof which includes models for reflectivity, kinematic and dynamic diffraction. Parameters ---------- lmodel : LayerModel pre-configured instance of LayerModel or any subclass verbose : bool, optional flag to enable verbose printing during fitting plot : bool or str, optional flag to decide wheter an plot should be created showing the fit's progress. If plot is a string it will be used as figure name, which makes reusing the figures easier. elog : bool, optional flag to enable a logarithmic error metric between model and data. Since the dynamic range of data is often large its often benefitial to keep this enabled. kwargs : dict, optional additional keyword arguments are forwarded to the `simulate` method of `lmodel` """ self.verbose = verbose self.plot = plot self.elog = elog assert isinstance(lmodel, models.LayerModel) self.lmodel = lmodel # generate dynamic function for model evalution funcstr = "def func(x, " # add LayerModel parameters for p in self.lmodel.fit_paramnames: funcstr += f"{p}, " # add LayerStack parameters for layer in self.lmodel.lstack: for param in self.lmodel.lstack_params: funcstr += f'{layer.name}_{param}, ' if self.lmodel.lstack_structural_params: for param in layer._structural_params: funcstr += f'{layer.name}_{param}, ' funcstr += "lmodel=self.lmodel, **kwargs):\n" # define modelfunc content for p in self.lmodel.fit_paramnames: funcstr += f" setattr(lmodel, '{p}', {p})\n" for i, l in enumerate(self.lmodel.lstack): for param in self.lmodel.lstack_params: varname = f'{l.name}_{param}' cmd = " setattr(lmodel.lstack[{}], '{}', {})\n" funcstr += cmd.format(i, param, varname) if self.lmodel.lstack_structural_params: for param in l._structural_params: varname = f'{l.name}_{param}' cmd = " setattr(lmodel.lstack[{}], '{}', {})\n" funcstr += cmd.format(i, param, varname) # perform actual model calculation funcstr += " return lmodel.simulate(x, **kwargs)" namespace = {'self': self} exec(funcstr, {'lmodel': self.lmodel}, namespace) self.func = namespace['func'] self.emetricfunc = numpy.log10 if self.elog else lambda x: x def _residual(params, data, weights, **kwargs): """ Return the residual. This is a (simplified, only real values) reimplementation of the lmfit.Model._residual function which adds the possibility of a logarithmic error metric. Default residual: (data-model)*weights. """ scale = self.emetricfunc model = scale(self.eval(params, **kwargs)) sdata = scale(data) mask = numpy.logical_and(numpy.isfinite(model), numpy.isfinite(sdata)) diff = model[mask] - sdata[mask] if weights is not None and scale(1) == 1: diff *= weights return numpy.asarray(diff).ravel() super().__init__(self.func, independent_vars='x', name=self.lmodel.__class__.__name__, **kwargs) self._residual = _residual # set default parameter hints self._default_hints() self.set_fit_limits() def set_fit_limits(self, xmin=-numpy.inf, xmax=numpy.inf, mask=None): """ set fit limits. If mask is given it must have the same size as the `data` and `x` variables given to fit. If mask is None it will be generated from xmin and xmax. Parameters ---------- xmin : float, optional minimum value of x-values to include in the fit xmax : float, optional maximum value of x-values to include in the fit mask : boolean array, optional mask to be used for the data given to the fit """ self.mask = mask self.xmin = xmin self.xmax = xmax def fit(self, data, params, x, weights=None, fit_kws=None, lmfit_kws=None, **kwargs): """ wrapper around lmfit.Model.fit which enables plotting during the fitting Parameters ---------- data : ndarray experimental values params : lmfit.Parameters list of parameters for the fit, use make_params for generation x : ndarray independent variable (incidence angle or q-position depending on the model) weights : ndarray, optional values of weights for the fit, same size as data fit_kws : dict, optional Options to pass to the minimizer being used lmfit_kws : dict, optional keyword arguments which are passed to lmfit.Model.fit kwargs : dict, optional keyword arguments passed to lmfit.Model.eval Returns ------- lmfit.ModelResult """ if not lmfit_kws: lmfit_kws = {} class FitPlot: def __init__(self, figname, logscale): self.figname = figname self.logscale = logscale if not self.figname: self.plot = False else: f, plt = utilities.import_matplotlib_pyplot('XU.simpack') self.plt = plt self.plot = f def plot_init(self, x, data, weights, model, mask, verbose): if not self.plot: return self.plt.ion() if isinstance(self.figname, str): self.fig = self.plt.figure(self.figname) else: self.fig = self.plt.figure('XU:FitModel') self.plt.clf() self.ax = self.plt.subplot(111) if weights is not None: eline = self.ax.errorbar( x, data, yerr=1/weights, ecolor='0.3', fmt='ok', errorevery=int(x.size/80), label='data')[0] else: eline, = self.ax.plot(x, data, 'ok', label='data') if verbose: self.ax.plot(x, model, '-', color='0.5', label='initial') if eline: self.zord = eline.zorder+2 else: self.zord = 1 if self.logscale: self.ax.set_yscale("log") self.fline = None def showplot(self, xlab, ylab='Intensity (arb. u.)'): if not self.plot: return self.plt.xlabel(xlab) self.plt.ylabel(ylab) self.plt.legend() self.fig.set_tight_layout(True) self.plt.show() def updatemodelline(self, x, newmodel): if not self.plot: return try: self.plt.sca(self.ax) except ValueError: return if self.fline is None: self.fline, = self.ax.plot( x, newmodel, '-r', lw=2, label='fit', zorder=self.zord) else: self.fline.set_data(x, newmodel) canvas = self.fig.canvas # see plt.draw function (avoid show!) canvas.draw_idle() canvas.start_event_loop(0.001) def addfullmodelline(self, x, y): if not self.plot: return self.ax.plot(x, y, '-g', lw=1, label='full model', zorder=self.zord-1) if self.mask: mask = self.mask else: mask = numpy.logical_and(x >= self.xmin, x <= self.xmax) mweights = weights if mweights is not None: mweights = weights[mask] # create initial plot self.fitplot = FitPlot(self.plot, self.elog) initmodel = self.eval(params, x=x, **kwargs) self.fitplot.plot_init(x, data, weights, initmodel, mask, self.verbose) self.fitplot.showplot(xlab=self.lmodel.xlabelstr) # create callback function def cb_func(params, niter, resid, *args, **kwargs): if self.verbose: print(f'{niter:04d} {numpy.sum(resid ** 2):12.3e}') if self.fitplot.plot and niter % 20 == 0: self.fitplot.updatemodelline(kwargs['x'], self.eval(params, **kwargs)) # perform fitting lmfit_kws.update(kwargs) # add kwargs for function call res = super().fit(data[mask], params, x=x[mask], weights=mweights, fit_kws=fit_kws, iter_cb=cb_func, **lmfit_kws) # final update of plot if self.fitplot.plot: try: self.fitplot.plt.sca(self.fitplot.ax) except ValueError: self.fitplot.plot_init(x, data, weights, initmodel, mask, self.verbose) fittedmodel = self.eval(res.params, x=x, **kwargs) self.fitplot.addfullmodelline(x, fittedmodel) self.fitplot.updatemodelline(x[mask], fittedmodel[mask]) self.fitplot.showplot(xlab=self.lmodel.xlabelstr) return res def _default_hints(self): """ set useful hints for parameters all LayerModels have """ # general parameters for pn in self.lmodel.fit_paramnames: self.set_param_hint(pn, value=getattr(self.lmodel, pn), vary=False) for pn in ('I0', 'background'): self.set_param_hint(pn, vary=True, min=0) self.set_param_hint('resolution_width', min=0, vary=False) self.set_param_hint('energy', min=1000, vary=False) # parameters of the layerstack for lay in self.lmodel.lstack: for param in self.lmodel.lstack_params: varname = f'{lay.name}_{param}' self.set_param_hint(varname, value=getattr(lay, param), min=0) if param == 'density': self.set_param_hint(varname, max=1.5*lay.material.density) if param == 'thickness': self.set_param_hint(varname, max=2*lay.thickness) if param == 'roughness': self.set_param_hint(varname, max=50) if self.lmodel.lstack_structural_params: for param in lay._structural_params: varname = f'{lay.name}_{param}' self.set_param_hint(varname, value=getattr(lay, param), vary=False) if 'occupation' in param: self.set_param_hint(varname, min=0, max=1) if 'biso' in param: self.set_param_hint(varname, min=0, max=5) if self.lmodel.lstack[0].thickness == numpy.inf: varname = f"{self.lmodel.lstack[0].name}_thickness" self.set_param_hint(varname, vary=False) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/helpers.py0000644000175100002000000000772214742413365022746 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2021 Dominik Kriegner import numpy from .. import config, utilities def coplanar_alphai(qx, qz, en='config', nan_Laue=False): """ calculate coplanar incidence angle from knowledge of the qx (inplane) and qz (out of plane) coordinates Parameters ---------- qx : array-like inplane momentum transfer component qz : array-like out of plane momentum transfer component en : float or str, optional x-ray energy (eV). By default the value from the config is used. nan_Laue : bool, optional set output points inside the Laue zone to 'nan'. default: False Returns ------- alphai : array-like the incidence angle in degree """ if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) k = 2 * numpy.pi / utilities.en2lam(en) th = numpy.arcsin(numpy.sqrt(qx**2 + qz**2) / (2 * k)) ai = numpy.arctan2(qx, qz) + th if nan_Laue: if isinstance(ai, numpy.ndarray): # remove positions in Laue zone ai[qz < numpy.sqrt(2 * qx * k - qx**2)] = numpy.nan else: if qz < numpy.sqrt(2 * qx * k - qx**2): ai = numpy.nan return numpy.degrees(ai) def coplanar_alphaf(qx, qz, en='config', nan_Laue=False): """ calculate coplanar exit angle from knowledge of the qx (inplane) and qz (out of plane) coordinates Parameters ---------- qx : array-like inplane momentum transfer component qz : array-like out of plane momentum transfer component en : float or str, optional x-ray energy (eV). By default the value from the config is used. nan_Laue : bool, optional set output points inside the Laue zone to 'nan'. default: False Returns ------- alphaf : array-like the exit angle in degree. points in the Laue zone are set to 'nan'. """ if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) k = 2 * numpy.pi / utilities.en2lam(en) th = numpy.arcsin(numpy.sqrt(qx**2 + qz**2) / (2 * k)) af = th - numpy.arctan2(qx, qz) if nan_Laue: if isinstance(af, numpy.ndarray): # remove positions in Laue zone af[qz < numpy.sqrt(2 * qx * k - qx**2)] = numpy.nan else: if qz < numpy.sqrt(2 * qx * k - qx**2): af = numpy.nan return numpy.degrees(af) def get_qz(qx, alphai, en='config'): """ calculate the qz position from the qx position and the incidence angle for a coplanar diffraction geometry Parameters ---------- qx : array-like inplane momentum transfer component alphai : array-like incidence angle (deg) en : float or str, optional x-ray energy (eV). By default the value from the config is used. Returns ------- array-like the qz position for the given incidence angle. The output is nan in case the inplane momentum transfer can not be reached. """ if isinstance(en, str) and en == 'config': en = utilities.energy(config.ENERGY) k = 2 * numpy.pi / utilities.en2lam(en) ai = numpy.radians(alphai) qz = numpy.sqrt(k**2 - (qx + k * numpy.cos(ai))**2) + k * numpy.sin(ai) return qz ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/models.py0000644000175100002000000024145314742413365022570 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2024 Dominik Kriegner import abc import copy import math as pymath import numpy import scipy.constants as constants import scipy.integrate as integrate import scipy.interpolate as interpolate from scipy.special import erf, j0 from .. import config, utilities from ..exception import InputError from ..experiment import Experiment from ..materials import Amorphous from ..math import NormGauss1d, NormLorentz1d, heaviside, solve_quartic from .smaterials import Layer, LayerStack def startdelta(start, delta, num): end = start + delta * (num - 1) return numpy.linspace(start, end, int(num)) class Model: """ generic model class from which further models can be derived from """ def __init__(self, experiment, **kwargs): """ constructor for a generical simulation model. currently only the experiment class describing the diffraction geometry is stored in the base class Parameters ---------- experiment : Experiment class describing the diffraction geometry, energy and wavelength of the model resolution_width : float, optional defines the width of the resolution I0 : float, optional the primary beam flux/intensity background : float, optional the background added to the simulation energy : float or str the experimental energy in eV resolution_type : {'Gauss', 'Lorentz'}, optional type of resolution function, default: Gauss """ local_fit_params = {'resolution_width': 'width of the resolution', 'I0': 'primary beam intensity', 'background': 'background intensity', 'energy': 'x-ray energy in eV'} if not hasattr(self, 'fit_paramnames'): self.fit_paramnames = [] self.fit_paramnames += local_fit_params valid_kwargs = copy.copy(local_fit_params) valid_kwargs['resolution_type'] = 'resolution function typ' utilities.check_kwargs(kwargs, valid_kwargs, self.__class__.__name__) if experiment: self.exp = experiment else: self.exp = Experiment([1, 0, 0], [0, 0, 1]) self.resolution_width = kwargs.get('resolution_width', 0) self.resolution_type = kwargs.get('resolution_type', 'Gauss') self.I0 = kwargs.get('I0', 1) self.background = kwargs.get('background', 0) if 'energy' in kwargs: self.energy = kwargs['energy'] @property def energy(self): return self.exp.energy @energy.setter def energy(self, en): self.exp.energy = en def convolute_resolution(self, x, y): """ convolve simulation result with a resolution function Parameters ---------- x : array-like x-values of the simulation, units of x also decide about the unit of the resolution_width parameter y : array-like y-values of the simulation Returns ------- array-like convoluted y-data with same shape as y """ if self.resolution_width == 0: return y dx = numpy.mean(numpy.gradient(x)) nres = int(20 * numpy.abs(self.resolution_width / dx)) xres = startdelta(-10*self.resolution_width, dx, nres + 1) # the following works only exactly for equally spaced data points if self.resolution_type == 'Gauss': fres = NormGauss1d else: fres = NormLorentz1d resf = fres(xres, numpy.mean(xres), self.resolution_width) resf /= numpy.sum(resf) # proper normalization for discrete conv. # pad y to avoid edge effects interp = interpolate.InterpolatedUnivariateSpline(x, y, k=1) nextmin = numpy.ceil(nres/2.) nextpos = numpy.floor(nres/2.) xext = numpy.concatenate( (startdelta(x[0]-dx, -dx, nextmin)[-1::-1], x, startdelta(x[-1]+dx, dx, nextpos))) ypad = numpy.asarray(interp(xext)) return numpy.convolve(ypad, resf, mode='valid') def scale_simulation(self, y): """ scale simulation result with primary beam flux/intensity and add a background. Parameters ---------- y : array-like y-values of the simulation Returns ------- array-like scaled y-values """ return y * self.I0 + self.background class LayerModel(Model, utilities.ABC): """ generic model class from which further thin film models can be derived from """ def __init__(self, *args, **kwargs): """ constructor for a thin film model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- *args : LayerStack or Layers either one LayerStack or several Layer objects can be given **kwargs : dict optional parameters for the simulation. ones not listed below are forwarded to the superclass. experiment : Experiment, optional class containing geometry and energy of the experiment. polarization: {'S', 'P', 'both'}, optional polarization of the x-ray beam. If set to 'both' also Cmono, the polarization factor of the monochromator should be set Cmono : float, optional polarization factor of the monochromator """ exp = kwargs.pop('experiment', None) self.polarization = kwargs.pop('polarization', 'S') self.Cmono = kwargs.pop('Cmono', 1) super().__init__(exp, **kwargs) self.lstack_params = [] self.lstack_structural_params = False self.xlabelstr = 'x (1)' if len(args) == 1: if isinstance(args[0], Layer): self.lstack = LayerStack( f"Stack for {self.__class__.__name__}", *args) else: self.lstack = args[0] else: self.lstack = LayerStack( f"Stack for {self.__class__.__name__}", *args) @abc.abstractmethod def simulate(self): """ abstract method that every implementation of a LayerModel has to override. """ def _create_return(self, x, E, ai=None, af=None, Ir=None, rettype='intensity'): """ function to create the return value of a simulation. by default only the diffracted intensity is returned. However, optionally also the incidence and exit angle as well as the reflected intensity can be returned. Parameters ---------- x : array-like independent coordinate value for the convolution with the resolution function E : array-like electric field amplitude (complex) ai, af : array-like, optional incidence and exit angle of the XRD beam (in radians) Ir : array-like, optional reflected intensity rettype : {'intensity', 'field', 'all'}, optional type of the return value. 'intensity' (default): returns the diffracted beam flux convoluted with the resolution function; 'field': returns the electric field (complex) without convolution with the resolution function, 'all': returns the electric field, ai, af (both in degree), and the reflected intensity. Returns ------- return value depends on value of rettype. """ if rettype == 'field': ret = E elif rettype == 'all': ret = (E, numpy.degrees(ai), numpy.degrees(af), Ir) else: # default: rettype == 'intensity' ret = self.scale_simulation( self.convolute_resolution(x, numpy.abs(E)**2)) return ret def get_polarizations(self): """ return list of polarizations which should be calculated """ if self.polarization == 'both': return ('S', 'P') return (self.polarization, ) def join_polarizations(self, Is, Ip): """ method to calculate the total diffracted intensity from the intensities of S and P-polarization. """ if self.polarization == 'both': ret = (Is + self.Cmono * Ip) / (1 + self.Cmono) else: if self.polarization == 'S': ret = Is else: ret = Ip return ret class KinematicalModel(LayerModel): """ Kinematical diffraction model for specular and off-specular qz-scans. The model calculates the kinematical contribution of one (hkl) Bragg peak, however considers the variation of the structure factor for different 'q'. The surface geometry is specified using the Experiment-object given to the constructor. """ def __init__(self, *args, **kwargs): """ constructor for a kinematic thin film model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- *args : LayerStack or Layers either one LayerStack or several Layer objects can be given **kwargs : dict optional parameters; also see LayerModel/Model. experiment : Experiment Experiment class containing geometry and energy of the experiment. """ super().__init__(*args, **kwargs) self.lstack_params += ['thickness', ] self.lstack_structural_params = True self.xlabelstr = r'momentum transfer $Q_z$ ($\mathrm{\AA^{-1}}$)' # precalc optical properties self._init_en = 0 self.init_chi0() def init_chi0(self): """ calculates the needed optical parameters for the simulation. If any of the materials/layers is changing its properties this function needs to be called again before another correct simulation is made. (Changes of thickness does NOT require this!) """ if self._init_en != self.energy: # recalc properties if energy changed self.chi0 = numpy.asarray([layer.material.chi0(en=self.energy) for layer in self.lstack]) self._init_en = self.energy def _prepare_kincalculation(self, qz, hkl): """ prepare kinematic calculation by calculating some helper values """ rel = constants.physical_constants['classical electron radius'][0] rel *= 1e10 k = self.exp.k0 # determine q-inplane t = self.exp._transform ql0 = t(self.lstack[0].material.Q(*hkl)) qinp = numpy.sqrt(ql0[0]**2 + ql0[1]**2) # calculate needed angles qv = numpy.asarray([t.inverse((ql0[0], ql0[1], q)) for q in qz]) Q = numpy.linalg.norm(qv, axis=1) theta = numpy.arcsin(Q / (2 * k)) domega = numpy.arctan2(qinp, qz) alphai, alphaf = (theta + domega, theta - domega) # calculate structure factors f = numpy.empty((len(self.lstack), len(qz)), dtype=complex) fhkl = numpy.empty(len(self.lstack), dtype=complex) for i, l in enumerate(self.lstack): m = l.material fhkl[i] = m.StructureFactor(m.Q(*hkl), en=self.energy) /\ m.lattice.UnitCellVolume() f[i, :] = m.StructureFactorForQ(qv, en0=self.energy) /\ m.lattice.UnitCellVolume() E = numpy.zeros(len(qz), dtype=complex) return rel, alphai, alphaf, f, fhkl, E, t def _get_qz(self, qz, alphai, alphaf, chi0, absorption, refraction): k = self.exp.k0 q = qz.astype(complex) if absorption and not refraction: q += 1j * k * numpy.imag(chi0) / \ numpy.sin((alphai + alphaf) / 2) if refraction: q = k * (numpy.sqrt(numpy.sin(alphai)**2 + chi0) + numpy.sqrt(numpy.sin(alphaf)**2 + chi0)) return q def simulate(self, qz, hkl, absorption=False, refraction=False, rettype='intensity'): """ performs the actual kinematical diffraction calculation on the Qz positions specified considering the contribution from a single Bragg peak. Parameters ---------- qz : array-like simulation positions along qz hkl : list or tuple Miller indices of the Bragg peak whos truncation rod should be calculated absorption : bool, optional flag to tell if absorption correction should be used refraction : bool, optional flag to tell if basic refraction correction should be performed. If refraction is True absorption correction is also included independent of the absorption flag. rettype : {'intensity', 'field', 'all'} type of the return value. 'intensity' (default): returns the diffracted beam flux convoluted with the resolution function; 'field': returns the electric field (complex) without convolution with the resolution function, 'all': returns the electric field, ai, af (both in degree), and the reflected intensity. Returns ------- array-like return value depends on the setting of `rettype`, by default only the calculate intensity is returned """ self.init_chi0() rel, ai, af, _, fhkl, E, t = self._prepare_kincalculation(qz, hkl) # calculate interface positions z = numpy.zeros(len(self.lstack)) for i, l in enumerate(self.lstack[-1:0:-1]): z[-i-2] = z[-i-1] - l.thickness # perform kinematical calculation for i, l in enumerate(self.lstack): q = self._get_qz(qz, ai, af, self.chi0[i], absorption, refraction) q -= t(l.material.Q(*hkl))[-1] if l.thickness == numpy.inf: E += fhkl[i] * numpy.exp(-1j * z[i] * q) / (1j * q) else: E += fhkl[i] * numpy.exp(-1j * q * z[i]) * \ (1 - numpy.exp(1j * q * l.thickness)) / (1j * q) wf = numpy.sqrt(heaviside(ai) * heaviside(af) * rel**2 / (numpy.sin(ai) * numpy.sin(af))) * E return self._create_return(qz, wf, ai, af, rettype=rettype) class KinematicalMultiBeamModel(KinematicalModel): """ Kinematical diffraction model for specular and off-specular qz-scans. The model calculates the kinematical contribution of several Bragg peaks on the truncation rod and considers the variation of the structure factor. In order to use a analytical description for the kinematic diffraction signal all layer thicknesses are changed to a multiple of the respective lattice parameter along qz. Therefore this description only works for (001) surfaces. """ def __init__(self, *args, **kwargs): """ constructor for a kinematic thin film model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- *args : LayerStack or Layers either one LayerStack or several Layer objects can be given **kwargs : dict optional parameters. see also LayerModel/Model. experiment : Experiment Experiment class containing geometry and energy of the experiment. surface_hkl : list or tuple Miller indices of the surface (default: (0, 0, 1)) """ self.surface_hkl = kwargs.pop('surface_hkl', (0, 0, 1)) super().__init__(*args, **kwargs) def simulate(self, qz, hkl, absorption=False, refraction=True, rettype='intensity'): """ performs the actual kinematical diffraction calculation on the Qz positions specified considering the contribution from a full truncation rod Parameters ---------- qz : array-like simulation positions along qz hkl : list or tuple Miller indices of the Bragg peak whos truncation rod should be calculated absorption : bool, optional flag to tell if absorption correction should be used refraction : bool, optional, flag to tell if basic refraction correction should be performed. If refraction is True absorption correction is also included independent of the absorption flag. rettype : {'intensity', 'field', 'all'} type of the return value. 'intensity' (default): returns the diffracted beam flux convoluted with the resolution function; 'field': returns the electric field (complex) without convolution with the resolution function, 'all': returns the electric field, ai, af (both in degree), and the reflected intensity. Returns ------- array-like return value depends on the setting of `rettype`, by default only the calculate intensity is returned """ self.init_chi0() rel, ai, af, f, _, E, t = self._prepare_kincalculation(qz, hkl) # calculate interface positions for integer unit-cell thickness z = numpy.zeros(len(self.lstack)) for i, l in enumerate(self.lstack[-1:0:-1]): lat = l.material.lattice a3 = t(lat.GetPoint(*self.surface_hkl))[-1] n3 = l.thickness // a3 z[-i-2] = z[-i-1] - a3 * n3 if config.VERBOSITY >= config.INFO_LOW and \ numpy.abs(l.thickness/a3 - n3) > 0.01: print('XU.KinematicMultiBeamModel: %s thickness changed from' ' %.2fA to %.2fA (%d UCs)' % (l.name, l.thickness, a3 * n3, n3)) # perform kinematical calculation for i, l in enumerate(self.lstack): q = self._get_qz(qz, ai, af, self.chi0[i], absorption, refraction) lat = l.material.lattice a3 = t(lat.GetPoint(*self.surface_hkl))[-1] if l.thickness == numpy.inf: E += f[i, :] * a3 * numpy.exp(-1j * z[i] * q) /\ (1 - numpy.exp(1j * q * a3)) else: n3 = l.thickness // a3 E += f[i, :] * a3 * numpy.exp(-1j * z[i] * q) * \ (1 - numpy.exp(1j * q * a3 * n3)) /\ (1 - numpy.exp(1j * q * a3)) wf = numpy.sqrt(heaviside(ai) * heaviside(af) * rel**2 / (numpy.sin(ai) * numpy.sin(af))) * E return self._create_return(qz, wf, ai, af, rettype=rettype) class SimpleDynamicalCoplanarModel(KinematicalModel): """ Dynamical diffraction model for specular and off-specular qz-scans. Calculation of the flux of reflected and diffracted waves for general asymmetric coplanar diffraction from an arbitrary pseudomorphic multilayer is performed by a simplified 2-beam theory (2 tiepoints, S and P polarizations) No restrictions are made for the surface orientation. The first layer in the model is always assumed to be the semiinfinite substrate indepentent of its given thickness Note: This model should not be used in real life scenarios since the made approximations severely fail for distances far from the reference position. """ def __init__(self, *args, **kwargs): """ constructor for a diffraction model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- *args : LayerStack or Layers either one LayerStack or several Layer objects can be given **kwargs: dict optional parameters for the simulation I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation resolution_width : float, optional the width of the resolution (deg) polarization: {'S', 'P', 'both'} polarization of the x-ray beam. If set to 'both' also Cmono, the polarization factor of the monochromator should be set Cmono : float, optional polarization factor of the monochromator energy : float or str the experimental energy in eV experiment : Experiment Experiment class containing geometry of the sample; surface orientation! """ if not hasattr(self, 'fit_paramnames'): self.fit_paramnames = [] self.fit_paramnames += ['Cmono', ] super().__init__(*args, **kwargs) self.xlabelstr = 'incidence angle (deg)' self.hkl = None self.chih = None self.chimh = None def set_hkl(self, *hkl): """ To speed up future calculations of the same Bragg peak optical parameters can be pre-calculated using this function. Parameters ---------- hkl : list or tuple Miller indices of the Bragg peak for the calculation """ if hkl != (None, ): newhkl = [] if len(hkl[0]) == len(self.lstack): # assume one hkl is given for each layer try: for indices in hkl[0]: if len(indices) == 3: newhkl.append(indices) else: break except TypeError: pass if len(newhkl) != len(self.lstack): if len(hkl) < 3: hkl = hkl[0] if len(hkl) < 3: raise InputError("need 3 Miller indices") newhkl = [hkl,] * len(self.lstack) newhkl = numpy.asarray(newhkl) else: newhkl = self.hkl if self.energy != self._init_en or numpy.any(newhkl != self.hkl): self.hkl = newhkl self._init_en = self.energy # calculate chih self.chih = {'S': [], 'P': []} self.chimh = {'S': [], 'P': []} for hkl, lay in zip(self.hkl, self.lstack): q = lay.material.Q(hkl) thetaB = numpy.arcsin(numpy.linalg.norm(q) / 2 / self.exp.k0) ch = lay.material.chih(q, en=self.energy, polarization='S') self.chih['S'].append(-ch[0] + 1j*ch[1]) self.chih['P'].append((-ch[0] + 1j*ch[1]) * numpy.abs(numpy.cos(2*thetaB))) if not lay.material.lattice.iscentrosymmetric: ch = lay.material.chih(-q, en=self.energy, polarization='S') self.chimh['S'].append(-ch[0] + 1j*ch[1]) self.chimh['P'].append((-ch[0] + 1j*ch[1]) * numpy.abs(numpy.cos(2*thetaB))) for pol in ('S', 'P'): self.chih[pol] = numpy.asarray(self.chih[pol]) self.chimh[pol] = numpy.asarray(self.chimh[pol]) def _prepare_dyncalculation(self, geometry): """ prepare dynamical calculation by calculating some helper values """ t = self.exp._transform # use hkl of substrate ql0 = t(self.lstack[0].material.Q(*self.hkl[0])) hx = numpy.sqrt(ql0[0]**2 + ql0[1]**2) if geometry == 'lo_hi': hx = -hx # calculate vertical diffraction vector components and strain hz = numpy.zeros(len(self.lstack)) for i, (hkl, l) in enumerate(zip(self.hkl, self.lstack)): hz[i] = t(l.material.Q(*hkl))[2] return t, hx, hz def simulate(self, alphai, hkl=None, geometry='hi_lo', idxref=1): """ performs the actual diffraction calculation for the specified incidence angles. Parameters ---------- alphai : array-like vector of incidence angles (deg) hkl : list or tuple, optional Miller indices of the diffraction vector (preferable use set_hkl method to speed up repeated calculations of the same peak!) geometry : {'hi_lo', 'lo_hi'}, optional 'hi_lo' for grazing exit (default) and 'lo_hi' for grazing incidence idxref : int, optional index of the reference layer. In order to get accurate peak position of the film peak you want this to be the index of the film peak (default: 1). For the substrate use 0. Returns ------- array-like vector of intensities of the diffracted signal """ self.set_hkl(hkl) # return values Ih = {'S': numpy.zeros(len(alphai)), 'P': numpy.zeros(len(alphai))} _, hx, hz = self._prepare_dyncalculation(geometry) epsilon = (hz[idxref] - hz) / hz k = self.exp.k0 thetaB = numpy.arcsin(numpy.sqrt(hx**2 + hz[idxref]**2) / 2 / k) # asymmetry angle asym = numpy.arctan2(hx, hz[idxref]) gamma0 = numpy.sin(asym + thetaB) gammah = numpy.sin(asym - thetaB) # deviation of the incident beam from the kinematical maximum eta = numpy.radians(alphai) - thetaB - asym xs = None # avoid linting error in code below for pol in self.get_polarizations(): x = numpy.zeros(len(alphai), dtype=complex) for i, l in enumerate(self.lstack): beta = (2 * eta * numpy.sin(2 * thetaB) + self.chi0[i] * (1 - gammah / gamma0) - 2 * gammah * (gamma0 - gammah) * epsilon[i]) y = beta / 2 / numpy.sqrt(self.chih[pol][i] * self.chimh[pol][i]) /\ numpy.sqrt(numpy.abs(gammah) / gamma0) c1 = -numpy.sqrt(self.chih[pol][i] / self.chih[pol][i] * gamma0 / numpy.abs(gammah)) *\ (y + numpy.sqrt(y**2 - 1)) c2 = -numpy.sqrt(self.chih[pol][i] / self.chimh[pol][i] * gamma0 / numpy.abs(gammah)) *\ (y - numpy.sqrt(y**2 - 1)) kz2mkz1 = k * numpy.sqrt(self.chih[pol][i] * self.chimh[pol][i] / gamma0 / numpy.abs(gammah)) *\ numpy.sqrt(y**2 - 1) if i == 0: # substrate pp = numpy.abs(gammah) / gamma0 * numpy.abs(c1)**2 m = pp < 1 x[m] = c1[m] m = pp >= 1 x[m] = c2[m] else: # layers cphi = numpy.exp(1j * kz2mkz1 * l.thickness) x = (c1 * c2 * (cphi - 1) + xs * (c1 - cphi * c2)) /\ (cphi * c1 - c2 + xs * (1 - cphi)) xs = x Ih[pol] = numpy.abs(x)**2 * numpy.abs(gammah) / gamma0 ret = self.join_polarizations(Ih['S'], Ih['P']) return self.scale_simulation(self.convolute_resolution(alphai, ret)) class DynamicalModel(SimpleDynamicalCoplanarModel): """ Dynamical diffraction model for specular and off-specular qz-scans. Calculation of the flux of reflected and diffracted waves for general asymmetric coplanar diffraction from an arbitrary pseudomorphic multilayer is performed by a generalized 2-beam theory (4 tiepoints, S and P polarizations) The first layer in the model is always assumed to be the semiinfinite substrate indepentent of its given thickness """ def simulate(self, alphai, hkl=None, geometry='hi_lo', rettype='intensity'): """ performs the actual diffraction calculation for the specified incidence angles and uses an analytic solution for the quartic dispersion equation Parameters ---------- alphai : array-like vector of incidence angles (deg) hkl : list or tuple, optional Miller indices of the diffraction vector (preferable use set_hkl method to speed up repeated calculations of the same peak!) geometry : {'hi_lo', 'lo_hi'}, optional 'hi_lo' for grazing exit (default) and 'lo_hi' for grazing incidence rettype : {'intensity', 'field', 'all'}, optional type of the return value. 'intensity' (default): returns the diffracted beam flux convoluted with the resolution function; 'field': returns the electric field (complex) without convolution with the resolution function, 'all': returns the electric field, ai, af (both in degree), and the reflected intensity. Returns ------- array-like vector of intensities of the diffracted signal, possibly changed return value due the rettype setting! """ if len(self.get_polarizations()) > 1 and rettype != "intensity": raise ValueError('XU:DynamicalModel: return type (%s) not ' 'supported with multiple polarizations!') rettype = 'intensity' self.set_hkl(hkl) # return values Ih = {'S': numpy.zeros(len(alphai)), 'P': numpy.zeros(len(alphai))} Ir = {'S': numpy.zeros(len(alphai)), 'P': numpy.zeros(len(alphai))} _, hx, hz = self._prepare_dyncalculation(geometry) k = self.exp.k0 kc = k * numpy.sqrt(1 + self.chi0) ai = numpy.radians(alphai) Kix = k * numpy.cos(ai) Kiz = -k * numpy.sin(ai) Khz = numpy.sqrt(k**2 - (Kix + hx)**2) pp = Khz / k mask = numpy.logical_and(pp > 0, pp < 1) ah = numpy.zeros(len(ai)) # exit angles ah[mask] = numpy.arcsin(pp[mask]) nal = len(ai) Ps = None # make linter happy for pol in self.get_polarizations(): if pol == 'S': CC = numpy.ones(nal) else: CC = abs(numpy.cos(ai+ah)) pom = k**4 * self.chih['S'] * self.chimh['S'] if config.VERBOSITY >= config.INFO_ALL: print(f'XU.DynamicalModel: calc. {pol}-polarization...') M = numpy.zeros((nal, 4, 4), dtype=complex) for j in range(4): M[:, j, j] = numpy.ones(nal) for i, l in enumerate(self.lstack[-1::-1]): jL = len(self.lstack) - 1 - i A4 = numpy.ones(nal) A3 = 2 * hz[jL] * numpy.ones(nal) A2 = (Kix + hx)**2 + hz[jL]**2 + Kix**2 - 2 * kc[jL]**2 A1 = 2 * hz[jL] * (Kix**2 - kc[jL]**2) A0 = (Kix**2 - kc[jL]**2) *\ ((Kix + hx)**2 + hz[jL]**2 - kc[jL]**2) - pom[jL] * CC**2 X = solve_quartic(A4, A3, A2, A1, A0) X = numpy.asarray(X).T kz = numpy.zeros((nal, 4), dtype=complex) kz[:, :2] = X[numpy.imag(X) <= 0].reshape(nal, 2) kz[:, 2:] = X[numpy.imag(X) > 0].reshape(nal, 2) P = numpy.zeros((nal, 4, 4), dtype=complex) phi = numpy.zeros((nal, 4, 4), dtype=complex) c = ((Kix**2)[:, numpy.newaxis] + kz**2 - kc[jL]**2) / k**2 /\ self.chimh['S'][jL] / CC[:, numpy.newaxis] if jL > 0: for j in range(4): phi[:, j, j] = numpy.exp(1j * kz[:, j] * l.thickness) else: phi = numpy.tile(numpy.identity(4), (nal, 1, 1)) P[:, 0, :] = numpy.ones((nal, 4)) P[:, 1, :] = c P[:, 2, :] = kz P[:, 3, :] = c * (kz + hz[jL]) if i == 0: R = numpy.copy(P) else: temp = numpy.linalg.inv(Ps) try: R = numpy.matmul(temp, P) except AttributeError: R = numpy.einsum('...ij,...jk', temp, P) try: M = numpy.matmul(numpy.matmul(M, R), phi) except AttributeError: M = numpy.einsum('...ij,...jk', numpy.einsum('...ij,...jk', M, R), phi) Ps = numpy.copy(P) B = numpy.zeros((nal, 4, 4), dtype=complex) B[..., :2] = M[..., :2] B[:, 0, 2] = -numpy.ones(nal) B[:, 1, 3] = -numpy.ones(nal) B[:, 2, 2] = Kiz B[:, 3, 3] = -Khz C = numpy.zeros((nal, 4)) C[:, 0] = numpy.ones(nal) C[:, 2] = Kiz E = numpy.einsum('...ij,...j', numpy.linalg.inv(B), C) Ir[pol] = numpy.abs(E[:, 2])**2 # reflected intensity Ih[pol] = numpy.abs(E[:, 3])**2 * numpy.abs(Khz / Kiz) * mask if len(self.get_polarizations()) > 1 and rettype == "intensity": ret = numpy.sqrt(self.join_polarizations(Ih['S'], Ih['P'])) else: ret = E[:, 3] * numpy.sqrt(numpy.abs(Khz / Kiz) * mask) return self._create_return(alphai, ret, ai, ah, Ir, rettype=rettype) class SpecularReflectivityModel(LayerModel): """ model for specular reflectivity calculations """ def __init__(self, *args, **kwargs): """ constructor for a reflectivity model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- args : LayerStack or Layers either one LayerStack or several Layer objects can be given kwargs: dict optional parameters for the simulation; supported are: I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation sample_width : float, optional width of the sample along the beam beam_width : float, optional beam width in the same units as the sample width beam_shape : str, optional beam_shape can be either 'hat' (default) or 'gaussian'. beam_width will be accordingly interpreted as width of the hat function or sigma of the Gaussian function. offset : float, optional angular offset of the incidence angle (deg) resolution_width : float, optional width of the resolution (deg) energy : float or str x-ray energy in eV """ if not hasattr(self, 'fit_paramnames'): self.fit_paramnames = [] self.fit_paramnames += ['sample_width', 'beam_width', 'offset'] self.sample_width = kwargs.pop('sample_width', numpy.inf) self.beam_width = kwargs.pop('beam_width', 0) self.beam_shape = kwargs.pop('beam_shape', 'hat') if self.beam_shape not in ['hat', 'gaussian']: raise ValueError("invalid value for keyword argument beam_shape:" "valid are 'hat' and 'gaussian'") self.offset = kwargs.pop('offset', 0) super().__init__(*args, **kwargs) self.lstack_params += ['thickness', 'roughness', 'density'] self.xlabelstr = 'incidence angle (deg)' # precalc optical properties self._init_en = 0 self.init_cd() def init_cd(self): """ calculates the needed optical parameters for the simulation. If any of the materials/layers is changing its properties this function needs to be called again before another correct simulation is made. (Changes of thickness and roughness do NOT require this!) """ if self._init_en != self.energy: self.cd = numpy.asarray([-layer.material.chi0(en=self.energy)/2 for layer in self.lstack]) self._init_en = self.energy def simulate(self, alphai): """ performs the actual reflectivity calculation for the specified incidence angles Parameters ---------- alphai : array-like vector of incidence angles Returns ------- array-like vector of intensities of the reflectivity signal """ self.init_cd() ns, np = (len(self.lstack), len(alphai)) lai = alphai - self.offset # get layer properties t = numpy.asarray([layer.thickness for layer in self.lstack]) sig = numpy.asarray([layer.roughness for layer in self.lstack]) rho = numpy.asarray([layer.density/layer.material.density for layer in self.lstack]) sai = numpy.sin(numpy.radians(lai)) if self.beam_width > 0: if self.beam_shape == 'hat': shape = self.sample_width * sai / self.beam_width shape[shape > 1] = 1 else: shape = erf(self.sample_width * sai / 2 / pymath.sqrt(2) / self.beam_width) else: shape = numpy.ones(np) ETs = numpy.ones(np, dtype=complex) ERs = numpy.zeros(np, dtype=complex) ks = -self.exp.k0 * numpy.sqrt(sai**2 - 2 * self.cd[0] * rho[0]) for i in range(ns): if i < ns-1: k = -self.exp.k0 * numpy.sqrt(sai**2 - 2 * self.cd[i+1] * rho[i+1]) phi = numpy.exp(1j * k * t[i+1]) else: k = -self.exp.k0 * sai phi = numpy.ones(np) r = (k - ks) / (k + ks) * numpy.exp(-2 * sig[i]**2 * k * ks) ET = phi * (ETs + r * ERs) ER = (r * ETs + ERs) / phi ETs = ET ERs = ER ks = k R = shape * abs(ER / ET)**2 return self.scale_simulation(self.convolute_resolution(lai, R)) def densityprofile(self, nz, plot=False, individual_layers=False): """ calculates the electron density of the layerstack from the thickness and roughness of the individual layers Parameters ---------- nz : int number of values on which the profile should be calculated plot : bool, optional flag to tell if a plot of the profile should be created individual_layers : bool, optional return the density contributions of all layers as additional return value. Returns ------- z : array-like z-coordinates, z = 0 corresponds to the surface eprof : array-like electron profile layereprof : 2D array, optional electron profile of every sublayer with shape (nlayer, nz). This is only returned when individual_layers=True """ if plot: try: from matplotlib import pyplot as plt except ImportError: plot = False if config.VERBOSITY >= config.INFO_LOW: print("XU.simpack: Warning: plot " "functionality not available") rel = constants.physical_constants['classical electron radius'][0] rel *= 1e10 nl = len(self.lstack) # get layer properties t = numpy.asarray([layer.thickness for layer in self.lstack]) sig = numpy.asarray([layer.roughness for layer in self.lstack]) rho = numpy.asarray([layer.density/layer.material.density for layer in self.lstack]) delta = numpy.real(self.cd) totT = numpy.sum(t[1:]) zmin = -1.1 * totT - 10 * sig[0] zmax = 5 * sig[-1] z = numpy.linspace(zmin, zmax, nz) pre_factor = 2 * numpy.pi / self.exp.wavelength**2 / rel * 1e24 # generate delta-rho values and interface positions zz = numpy.zeros(nl) dr = numpy.zeros(nl) dr[-1] = delta[-1] * rho[-1] * pre_factor for i in range(nl-1, 0, -1): zz[i-1] = zz[i] - t[i] dr[i-1] = delta[i-1] * rho[i-1] * pre_factor # calculate profile from contribution of all layers w = numpy.zeros((nl, nz)) for i in range(nl): # top interface if pymath.isclose(sig[i], 0): sup = numpy.heaviside(zz[i] - z, 0.5) else: sup = (1 + erf((zz[i] - z) / sig[i] / numpy.sqrt(2))) / 2 # bottom interface if i == 0: zdownint = zz[0] - t[0] sigint = 0 else: zdownint = zz[i-1] sigint = sig[i-1] if pymath.isclose(sigint, 0): sdown = numpy.heaviside(zdownint - z, 0.5) else: sdown = (1 + erf((zdownint - z) / sigint / numpy.sqrt(2))) / 2 w[i, :] = sup - sdown layer_prof = dr[:, numpy.newaxis] * w[:, ...] prof = numpy.sum(layer_prof, axis=0) if plot: plt.figure('XU:density_profile', figsize=(5, 3)) for i, layer in enumerate(self.lstack): plt.plot(z, layer_prof[i, :], ':r', lw=1, label=layer.name) plt.plot(z, prof, '-k', lw=2, label='electron density') plt.xlabel(r'z ($\mathrm{\AA}$)') plt.ylabel(r'electron density (e$^-$ cm$^{-3}$)') plt.tight_layout() if individual_layers: return z, prof, layer_prof return z, prof class DynamicalReflectivityModel(SpecularReflectivityModel): """ model for Dynamical Specular Reflectivity Simulations. It uses the transfer Matrix methods as given in chapter 3 "Daillant, J., & Gibaud, A. (2008). X-ray and Neutron Reflectivity" """ def __init__(self, *args, **kwargs): """ constructor for a reflectivity model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- args : LayerStack or Layers either one LayerStack or several Layer objects can be given kwargs: dict optional parameters for the simulation; supported are: I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation sample_width : float, optional width of the sample along the beam beam_width : float, optional beam width in the same units as the sample width resolution_width : float, optional width of the resolution (deg) energy : float or str x-ray energy in eV polarization: ['P', 'S'] x-ray polarization """ kwargs.setdefault('polarization', 'P') super().__init__(*args, **kwargs) self._init_en_opt = 0 self._setOpticalConstants() def _setOpticalConstants(self): if self._init_en_opt != self.energy: self.n_indices = numpy.asarray( [layer.material.idx_refraction(en=self.energy) for layer in self.lstack]) # append n = 1 for vacuum self.n_indices = numpy.append(self.n_indices, 1)[::-1] self._init_en_opt = self.energy def _getTransferMatrices(self, alphai): """ Calculation of Refraction and Translation Matrices per angle per layer. """ # Set heights for each layer heights = numpy.asarray([layer.thickness for layer in self.lstack[1:]]) heights = numpy.cumsum(heights)[::-1] heights = numpy.insert(heights, 0, 0.) # first interface is at z=0 # set K-vector in each layer kz_angles = -self.exp.k0 * numpy.sqrt(numpy.asarray( [n**2 - numpy.cos(numpy.radians(alphai))**2 for n in self.n_indices]).T) # set Roughness for each layer roughness = numpy.asarray([layer.roughness for layer in self.lstack[1:]])[::-1] roughness = numpy.insert(roughness, 0, 0.) # first interface is at z=0 # Roughness is approximated by a Gaussian Statistics model modification # of the transfer matrix elements using Groce-Nevot factors (GNF). GNF_factor_P = numpy.asarray( [[numpy.exp(-(kz_next - kz)**2 * (rough**2) / 2) for (kz, kz_next, rough) in zip(kz_1angle, kz_1angle[1:], roughness[1:])] for kz_1angle in kz_angles]) GNF_factor_M = numpy.asarray( [[numpy.exp(-(kz_next + kz) ** 2 * (rough ** 2) / 2) for (kz, kz_next, rough) in zip(kz_1angle, kz_1angle[1:], roughness[1:])] for kz_1angle in kz_angles]) if self.polarization == 'S': p_factor_angles = numpy.asarray( [[(kz + kz_next) / (2 * kz) for kz, kz_next in zip(kz_1angle, kz_1angle[1:])] for kz_1angle in kz_angles]) m_factor_angles = numpy.asarray( [[(kz - kz_next) / (2 * kz) for kz, kz_next in zip(kz_1angle, kz_1angle[1:])] for kz_1angle in kz_angles]) else: p_factor_angles = numpy.asarray( [[(n_next**2*kz + n**2*kz_next) / (2*n_next**2*kz) for (kz, kz_next, n, n_next) in zip(kz_1angle, kz_1angle[1:], self.n_indices, self.n_indices[1:])] for kz_1angle in kz_angles]) m_factor_angles = numpy.asarray( [[(n_next**2*kz - n**2*kz_next) / (2*n_next**2*kz) for (kz, kz_next, n, n_next) in zip(kz_1angle, kz_1angle[1:], self.n_indices, self.n_indices[1:])] for kz_1angle in kz_angles]) # Translation Matrices dim = (angle, layer, 2, 2) T_matrices = numpy.asarray( [[([numpy.exp(-1.j*kz*height), 0], [0, numpy.exp(1.j*kz*height)]) for kz, height in zip(kz_1angle, heights)] for kz_1angle in kz_angles]) R_matrices = numpy.asarray( [[([p, m], [m, p]) for p, m in zip(P_fact, M_fact)] for (P_fact, M_fact) in zip(p_factor_angles, m_factor_angles)]) for R_mat, GNF_P, GNF_M in zip(R_matrices, GNF_factor_P, GNF_factor_M): R_mat[0, 0] = R_mat[0, 0] * GNF_P R_mat[0, 1] = R_mat[0, 1] * GNF_M R_mat[1, 0] = R_mat[1, 0] * GNF_M R_mat[1, 1] = R_mat[1, 1] * GNF_P return T_matrices, R_matrices def simulate(self, alphai): """ Simulates the Dynamical Reflectivity as a function of angle of incidence Parameters ---------- alphai : array-like vector of incidence angles Returns ------- reflectivity: array-like vector of intensities of the reflectivity signal transmitivity: array-like vector of intensities of the transmitted signal """ self._setOpticalConstants() lai = alphai - self.offset # Get Refraction and Translation Matrices for each angle of incidence if lai[0] < 1.e-5: lai[0] = 1.e-5 # cutoff T_matrices, R_matrices = self._getTransferMatrices(lai) # Calculate the Transfer Matrix M_angles = numpy.zeros((lai.size, 2, 2), dtype=numpy.complex128) for (angle, R), T in zip(enumerate(R_matrices), T_matrices): pairwiseRT = [numpy.dot(t, r) for r, t in zip(R, T)] M = numpy.identity(2, dtype=numpy.complex128) for pair in pairwiseRT: M = numpy.dot(M, pair) M_angles[angle] = M # Reflectance and Transmittance R = numpy.array([numpy.abs((M[0, 1] / M[1, 1]))**2 for M in M_angles]) T = numpy.array([numpy.abs((1. / M[1, 1]))**2 for M in M_angles]) return R, T def scanEnergy(self, energies, angle): # TODO: this is quite inefficient, too many calls to internal functions # TODO: DO not return normalized refelctivity """ Simulates the Dynamical Reflectivity as a function of photon energy at fixed angle. Parameters ---------- energies: numpy.ndarray or list photon energies (in eV). angle : float fixed incidence angle Returns ------- reflectivity: array-like vector of intensities of the reflectivity signal transmitivity: array-like vector of intensities of the transmitted signal """ R_energies, T_energies = numpy.array([]), numpy.array([]) for energy in energies: self.energy = energy self._setOpticalConstants() T_matrices, R_matrices = self._getTransferMatrices([angle, 0]) T_matrix = T_matrices[0] R_matrix = R_matrices[0] pairwiseRT = [numpy.dot(t, r) for r, t in zip(R_matrix, T_matrix)] M = numpy.identity(2, dtype=numpy.complex128) for pair in pairwiseRT: M = numpy.dot(M, pair) R = numpy.abs(M[0, 1] / M[1, 1]) ** 2 T = numpy.abs(1. / M[1, 1]) ** 2 R_energies = numpy.append(R_energies, R) T_energies = numpy.append(T_energies, T) return R_energies, T_energies class ResonantReflectivityModel(SpecularReflectivityModel): """ model for specular reflectivity calculations CURRENTLY UNDER DEVELOPEMENT! DO NOT USE! """ def __init__(self, *args, **kwargs): """ constructor for a reflectivity model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- args : LayerStack or Layers either one LayerStack or several Layer objects can be given kwargs: dict optional parameters for the simulation; supported are: I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation sample_width : float, optional width of the sample along the beam beam_width : float, optional beam width in the same units as the sample width resolution_width : float, optional width of the resolution (deg) energy : float or str x-ray energy in eV polarization: ['P', 'S'] x-ray polarization """ super().__init__(*args, **kwargs) def simulate(self, alphai): """ performs the actual reflectivity calculation for the specified incidence angles Parameters ---------- alphai : array-like vector of incidence angles Returns ------- array-like vector of intensities of the reflectivity signal """ self.init_cd() ns, np = (len(self.lstack), len(alphai)) lai = alphai - self.offset # get layer properties t = numpy.asarray([layer.thickness for layer in self.lstack]) sig = numpy.asarray([layer.roughness for layer in self.lstack]) rho = numpy.asarray([layer.density/layer.material.density for layer in self.lstack]) cd = self.cd qzvec = 4 * numpy.pi * numpy.sin(numpy.radians(lai)) /\ utilities.en2lam(self.energy) qvec = numpy.array([[0., 0., qz] for qz in qzvec]) chihP = numpy.array( [[layer.material.chih(q, en=self.energy, polarization=self.polarization) for q in qvec] for layer in self.lstack]) if self.polarization in ['S', 'P']: cd = cd + chihP else: cd = cd sai = numpy.sin(numpy.radians(lai)) if self.beam_width > 0: shape = self.sample_width * sai / self.beam_width shape[shape > 1] = 1 else: shape = numpy.ones(np) ETs = numpy.ones(np, dtype=complex) ERs = numpy.zeros(np, dtype=complex) ks = -self.exp.k0 * numpy.sqrt(sai**2 - 2 * cd[0] * rho[0]) for i in range(ns): if i < ns-1: k = -self.exp.k0 * numpy.sqrt(sai**2 - 2 * cd[i+1] * rho[i+1]) phi = numpy.exp(1j * k * t[i+1]) else: k = -self.exp.k0 * sai phi = numpy.ones(np) r = (k - ks) / (k + ks) * numpy.exp(-2 * sig[i]**2 * k * ks) ET = phi * (ETs + r * ERs) ER = (r * ETs + ERs) / phi ETs = ET ERs = ER ks = k R = shape * abs(ER / ET)**2 return self.scale_simulation(self.convolute_resolution(lai, R)) class DiffuseReflectivityModel(SpecularReflectivityModel): """ model for diffuse reflectivity calculations The 'simulate' method calculates the diffuse reflectivity on the specular rod in coplanar geometry in analogy to the SpecularReflectivityModel. The 'simulate_map' method calculates the diffuse reflectivity for a 2D set of Q-positions. This method can also calculate the intensity for other geometries, like GISAXS with constant incidence angle or a quasi omega/2theta scan in GISAXS geometry. """ def __init__(self, *args, **kwargs): """ constructor for a reflectivity model. The arguments consist of a LayerStack or individual Layer(s). Optional parameters are specified in the keyword arguments. Parameters ---------- args : LayerStack or Layers either one LayerStack or several Layer objects can be given kwargs : dict optional parameters for the simulation; supported are: I0 : float, optional the primary beam intensity background : float, optional the background added to the simulation sample_width : float, optional width of the sample along the beam beam_width : float, optional beam width in the same units as the sample width resolution_width : float, optional defines the width of the resolution (deg) energy : float, optional sets the experimental energy (eV) H : float, optional Hurst factor defining the fractal dimension of the roughness (0..1, very slow for H != 1 or H != 0.5), default: 1 vert_correl : float, optional vertical correlation length in angstrom, 0 means full replication vert_nu : float, optional exponent in the vertical correlation function method : int, optional 1..simple DWBA (default), 2..full DWBA (slower) vert_int : int, optional 0..no integration over the vertical divergence, 1..with integration over the vertical divergence qL_zero : float, optional value of inplane q-coordinate which can be considered 0, using method 2 it is important to avoid exact 0 and this value will be used instead """ if not hasattr(self, 'fit_paramnames'): self.fit_paramnames = [] self.fit_paramnames += ['H', 'vert_correl', 'vert_nu'] self.H = kwargs.pop('H', 1) self.vert_correl = kwargs.pop('vert_correl', 0) self.vert_nu = kwargs.pop('vert_nu', 0) self.method = kwargs.pop('method', 1) self.vert = kwargs.pop('vert_int', 0) self.qL_zero = kwargs.pop('qL_zero', 5e-5) super().__init__(*args, **kwargs) self.lstack_params += ['lat_correl', ] def _get_layer_prop(self): """ helper function to obtain layer properties needed for all types of simulations """ nl = len(self.lstack) self.init_cd() t = numpy.asarray([float(layer.thickness) for layer in self.lstack[nl:0:-1]]) sig = [float(layer.roughness) for layer in self.lstack[nl::-1]] rho = [layer.density/layer.material.density for layer in self.lstack[nl::-1]] delta = self.cd * numpy.asarray(rho) xiL = [float(layer.lat_correl) for layer in self.lstack[nl::-1]] return t, sig, rho, delta, xiL def simulate(self, alphai): """ performs the actual diffuse reflectivity calculation for the specified incidence angles. This method always uses the coplanar geometry independent of the one set during the initialization. Parameters ---------- alphai : array-like vector of incidence angles Returns ------- array-like vector of intensities of the reflectivity signal """ lai = alphai - self.offset # get layer properties t, sig, _, delta, xiL = self._get_layer_prop() deltaA = numpy.sum(delta[:-1]*t)/numpy.sum(t) lam = utilities.en2lam(self.energy) if self.method == 2: qL = [-abs(self.qL_zero), abs(self.qL_zero)] else: qL = [0, ] qz = 4 * numpy.pi / lam * numpy.sin(numpy.radians(lai)) R = self._xrrdiffv2(lam, delta, t, sig, xiL, self.H, self.vert_correl, self.vert_nu, None, qL, qz, self.sample_width, self.beam_width, 1e-4, 1000, deltaA, self.method, 1, self.vert) R = R.mean(axis=0) return self.scale_simulation(self.convolute_resolution(lai, R)) def simulate_map(self, qL, qz): """ performs diffuse reflectivity calculation for the rectangular grid of reciprocal space positions define by qL and qz. This method uses the method and geometry set during the initialization of the class. Parameters ---------- qL : array-like lateral coordinate in reciprocal space (vector with NqL components) qz : array-like vertical coordinate in reciprocal space (vector with Nqz components) Returns ------- array-like matrix of intensities of the reflectivity signal, with shape (len(qL), len(qz)) """ # get layer properties t, sig, _, delta, xiL = self._get_layer_prop() deltaA = numpy.sum(delta[:-1]*t)/numpy.sum(t) lam = utilities.en2lam(self.energy) localqL = numpy.copy(qL) if self.method == 2: localqL[qL == 0] = self.qL_zero R = self._xrrdiffv2(lam, delta, t, sig, xiL, self.H, self.vert_correl, self.vert_nu, None, localqL, qz, self.sample_width, self.beam_width, 1e-4, 1000, deltaA, self.method, 1, self.vert) return self.scale_simulation(R) def _xrrdiffv2(self, lam, delta, thick, sigma, xiL, H, xiV, nu, alphai, qL, qz, samplewidth, beamwidth, eps, nmax, deltaA, method, scan, vert): """ simulation of diffuse reflectivity from a rough multilayer. Exact or simplified DWBA, fractal roughness model, Ming model of the vertical correlation, various scattering geometries The used incidence and exit angles are stored in _smap_alphai, _smap_alphaf Parameters ---------- lam : float x-ray wavelength in angstrom delta : list or array-like vector with the 1-n values (N+1 components, 1st component..layer at the free surface, last component..substrate) thick : list or array-like vector with thicknesses (N components) sigma : list or array-like vector with rms roughnesses (N+1 components) xiL : list or array-like vector with lateral correlation lengths (N+1 components) H : float Hurst factor (scalar) xiV : float vertical correlation: 0..full replication, > 0 and nu > 0.. see below, > 0 and nu = 0..vertical correlation length nu : float exponent in the vertical correlation function exp(-abs(z_m-z_n)*(qL/max(qL))**nu/xiV) alphai : float incidence angle (scalar for scan=2, ignored for scan=1, 3) qL : array-like lateral coordinate in reciprocal space (vector with NqL components) qz : array-like vertical coordinate in reciprocal space (vector with Nqz components) samplewidth : float width of the irradiated sample area (scalar), =0..the irradiated are is assumed constant beamwidth : float width of the primary beam eps : float small number nmax : int max number of terms in the Taylor series of the lateral correlation function deltaA : complex effective value of 1-n in simple DWBA (ignored for method=2) method : int 1..simple DWBA, 2..full DWBA scan : int 1..standard coplanar geometry, 2..standard GISAXS geometry with constant incidence angle, =3..quasi omega/2theta scan in GISAXS geometry (incidence and central-exit angles are equal) vert : int 0..no integration over the vertical divergence, 1..with integration over the vertical divergence Returns ------- diffint : array-like diffuse reflectivity intensity matrix """ # worker function definitions def coherent(alphai, K, delta, thick, N, NqL, Nqz): """ calculate coherent reflection/transmission signal of a multilayer Parameters ---------- alphai : array-like matrix of incidence angles in radians (NqL x Nqz components) K : float x-ray wave-vector (2*pi/lambda) delta : array-like vector with the 1-n values (N+1 components, 1st component..layer at the free surface, last component..substrate) thick : array-like vector with thicknesses (N components) N : int number layers in the stack NqL : int number of lateral q-points to calculate Nqz : int number of vertical q-points to calculate Returns ------- T, R, R0, k0, kz : array-like transmission, reflection, surface reflection, z-component of k-vector, z-component of k-vector in the material. """ k0 = -K * numpy.sin(alphai) kz = numpy.zeros((N+1, NqL, Nqz), dtype=complex) T = numpy.zeros((N+1, NqL, Nqz), dtype=complex) R = numpy.zeros((N+1, NqL, Nqz), dtype=complex) for jn in range(N+1): kz[jn, ...] = -K * numpy.sqrt(numpy.sin(alphai)**2 - 2 * delta[jn]) T[N, ...] = numpy.ones((NqL, Nqz), dtype=complex) kzs = kz[N, ...] # kz in substrate for jn in range(N-1, -1, -1): kzn = kz[jn, ...] tF = 2 * kzn / (kzn + kzs) rF = (kzn - kzs) / (kzn + kzs) phi = numpy.exp(1j * kzn * thick[jn]) T[jn, ...] = phi / tF * (T[jn+1, ...] + rF * R[jn+1, ...]) R[jn, ...] = 1 / phi / tF * (rF * T[jn+1, ...] + R[jn+1, ...]) kzs = numpy.copy(kzn) tF = 2 * k0 / (k0 + kzn) rF = (k0 - kzn) / (k0 + kzn) T0 = 1 / tF * (T[0, ...] + rF * R[0, ...]) R0 = 1 / tF * (rF * T[0, ...] + R[0, ...]) T /= T0 R /= T0 R0 /= T0 return T, R, R0, k0, kz def correl(a, b, L, H, eps, nmax, vert, K, NqL, Nqz, isurf): """ correlation function Parameters ---------- a : array-like lateral correlation parameter b : array-like vertical correlation parameter L : float lateral correlation length H : float Hurst factor (scalar) eps : float small number (decides integration cut-off), typical 1e-3 nmax : int max number of terms in the Taylor series of the lateral correlation function vert : int flag to tell decide if integration over vertical divergence is used: 0..no integration, 1..with integration K : float length of the x-ray wave-vector (2*pi/lambda) NqL : int number of lateral q-points to calculate Nqz : int number of vertical q-points to calculate isurf : array-like array with NqL, Nqz flags to tell if there is a positive incidence and exit angle Returns ------- psi : array-like correlation function """ psi = numpy.zeros((NqL, Nqz), dtype=complex) if H in (0.5, 1): dpsi = numpy.zeros_like(psi, dtype=complex) m = isurf > 0 n = 1 s = numpy.copy(b) errm = numpy.inf if H == 1 and vert == 0: def f(a, n): return numpy.exp(-a**2/4/n) / 2 / n**2 elif H == 0.5 and vert == 0: def f(a, n): return 1. / (n**2 + a**2)**(3/2.) elif H == 1 and vert == 1: def f(a, n): return numpy.sqrt(numpy.pi/n**3) * numpy.exp(-a**2/4/n) elif H == 0.5 and vert == 1: def f(a, n): return 2. / (n**2 + a**2) while errm > eps and n < nmax: dpsi[m] = s[m] * f(a[m], n) if n > 1: errm = abs(numpy.max(dpsi[m] / psi[m])) psi[m] += dpsi[m] s[m] *= b[m]/float(n) n += 1 else: if vert == 0: kern = kernel else: kern = kernelvert for jL in range(NqL): for jz in range(Nqz): if isurf[jL, jz] == 1: xmax = (-numpy.log(eps / b[jL, jz]))**(1/(2*H)) psi[jL, jz] = cquad(kern, 0.0, numpy.real(xmax), epsrel=eps, epsabs=0, limit=nmax, args=(a[jL, jz], b[jL, jz], H)) if vert == 0: psi *= 2 * numpy.pi * L ** 2 else: psi *= 2 * numpy.pi * L / K return psi def kernelvert(x, a, b, H): """ integration kernel with vertical integration Parameters ---------- x : float or array-like independent parameter of the function a : float lateral correlation parameter b : complex vertical correlation parameter H : float Hurst factor (scalar) Returns ------- float or arraylike """ w = numpy.exp(b * numpy.exp(-x**(2*H))) - 1 F = 2 * numpy.cos(a*x) * w return F def kernel(x, a, b, H): """ integration kernel without vertical integration Parameters ---------- x : float or array-like independent parameter of the function a : float lateral correlation parameter b : complex vertical correlation parameter H : float Hurst factor (scalar) Returns ------- float or arraylike """ w = numpy.exp(b * numpy.exp(-x**(2*H))) - 1 F = x * j0(a*x) * w return F def cquad(func, a, b, **kwargs): """ complex quadrature by spliting real and imaginary part using scipy """ def real_func(*args): return numpy.real(func(*args)) def imag_func(*args): return numpy.imag(func(*args)) real_integral = integrate.quad(real_func, a, b, **kwargs) imag_integral = integrate.quad(imag_func, a, b, **kwargs) return real_integral[0] + 1j*imag_integral[0] # begin of _xrrdiffv2 K = 2 * numpy.pi / lam N = len(thick) NqL = len(qL) Nqz = len(qz) QZ, QL = numpy.meshgrid(qz, qL) # scan types: if scan == 1: # coplanar geometry Q = numpy.sqrt(QL**2 + QZ**2) QP = numpy.abs(QL) th = numpy.arcsin(Q / 2 / K) om = numpy.arctan2(QL, QZ) ALPHAI = th + om ALPHAF = th - om elif scan == 2: # GISAXS geometry with constant incidence angle ALPHAI = numpy.radians(alphai) * numpy.ones((NqL, Nqz)) ALPHAF = numpy.arcsin(QZ / K - numpy.sin(numpy.radians(alphai))) PHI = numpy.arcsin(QL / K / numpy.cos(ALPHAF)) QP = K * numpy.sqrt(numpy.cos(ALPHAF)**2 + numpy.cos(ALPHAI)**2 - 2*numpy.cos(ALPHAF) * numpy.cos(ALPHAI) * numpy.cos(PHI)) elif scan == 3: # with quasi omega/2theta scan in GISAXS geometry ALPHAI = numpy.arcsin(QZ * (K - numpy.sqrt(K**2 - QL**2)) / QL**2) ALPHAF = numpy.arcsin(QZ / K - numpy.sin(ALPHAI)) PHI = numpy.arcsin(QL / K / numpy.cos(ALPHAF)) QP = K * numpy.sqrt(numpy.cos(ALPHAF)**2 + numpy.cos(ALPHAI)**2 - 2*numpy.cos(ALPHAF) * numpy.cos(ALPHAI) * numpy.cos(PHI)) else: raise ValueError("Invalid value of parameter 'scan'") # removing the values under the horizon isurf = heaviside(ALPHAI) * heaviside(ALPHAF) # non-disturbed states: if method == 1: k01 = -K * numpy.sin(ALPHAI) kz1 = -K * numpy.sqrt(numpy.sin(ALPHAI)**2 - 2*deltaA) k02 = -K * numpy.sin(ALPHAF) kz2 = -K * numpy.sqrt(numpy.sin(ALPHAF)**2 - 2*deltaA) T1 = 2 * k01 / (k01 + kz1) T2 = 2 * k02 / (k02 + kz2) R01 = (k01 - kz1) / (k01 + kz1) R02 = (k02 - kz2) / (k02+kz2) R1 = numpy.zeros((NqL, Nqz), dtype=complex) R2 = numpy.copy(R1) nproc = 1 else: # method == 2 T1, R1, R01, k01, kz1 = coherent(ALPHAI, K, delta, thick, N, NqL, Nqz) T2, R2, R02, k02, kz2 = coherent(ALPHAF, K, delta, thick, N, NqL, Nqz) nproc = 4 # sample surface if beamwidth > 0: S = samplewidth * numpy.sin(ALPHAI) / beamwidth S[S > 1] = 1 else: S = 1 # z-coordinates z = numpy.zeros(N+1) for jn in range(1, N+1): z[jn] = z[jn-1] - thick[jn-1] # calculation of the deltas delt = numpy.zeros(N+1, dtype=complex) for jn in range(N+1): if jn == 0: delt[jn] = delta[jn] if jn > 0: delt[jn] = delta[jn] - delta[jn-1] # double sum over interfaces result = numpy.zeros((NqL, Nqz)) for jn in range(N+1): # if method == 1 and (H == 1 or H == 0.5): # print(jn) if nu != 0 or xiV == 0: jmdol = 1 else: jmdol = numpy.argmin(numpy.abs(z - (z[jn] - xiV * numpy.log(eps)))) for ja in range(nproc): if method == 1: Qn = -kz1 - kz2 An = T1 * T2 * numpy.exp(-1j*Qn*z[jn]) else: # method == 2 if ja == 0: An = T1[jn, ...] * T2[jn, ...] Qn = -kz1[jn, ...] - kz2[jn, ...] elif ja == 1: An = T1[jn, ...] * R2[jn, ...] Qn = -kz1[jn, ...] + kz2[jn, ...] elif ja == 2: An = R1[jn, ...] * T2[jn, ...] Qn = kz1[jn, ...] - kz2[jn, ...] elif ja == 3: An = R1[jn, ...] * R2[jn, ...] Qn = kz1[jn, ...] + kz2[jn, ...] else: raise ValueError("ja must be in range(4)") for jm in range(jmdol, jn+1): if jm == jn: weight = 1 else: weight = 2 # if method == 1 and (H != 0.5 and H != 1) and ja==1: # print(jn, jm) # vertical correlation function: if xiV > 0: CV = numpy.exp(-abs(z[jn] - z[jm]) * (QP/numpy.max(QP))**nu / xiV) else: CV = 1 # effective values of sigma and lateral correl. length: try: LP = ((float(xiL[jn])**(-2*H) + float(xiL[jm])**(-2*H)) / 2) ** (-1 / 2 / H) except ZeroDivisionError: LP = 0 sig = pymath.sqrt(sigma[jn] * sigma[jm]) for jb in range(nproc): if method == 1: Qm = -kz1 - kz2 Am = T1 * T2 * numpy.exp(-1j * Qm * z[jm]) else: # method == 2 # if H != 0.5 or H != 1: # print(ja, jb, jn, jm) if jb == 0: Am = T1[jm, ...] * T2[jm, ...] Qm = -kz1[jm, ...] - kz2[jm, ...] elif jb == 1: Am = T1[jm, ...] * R2[jm, ...] Qm = -kz1[jm, ...] + kz2[jm, ...] elif jb == 2: Am = R1[jm, ...] * T2[jm, ...] Qm = kz1[jm, ...] - kz2[jm, ...] elif jb == 3: Am = R1[jm, ...] * R2[jm, ...] Qm = +kz1[jm, ...] + kz2[jm, ...] else: raise ValueError("ja must be in range(4)") # lateral correlation function: Psi = correl(QP*LP, Qn*numpy.conj(Qm)*sig**2, LP, H, eps, nmax, vert, K, NqL, Nqz, isurf) result += numpy.real(CV * delt[jn] * numpy.exp(-Qn**2 * sigma[jn]**2/2) / Qn * An * numpy.conj(delt[jm] * numpy.exp(-Qm**2*sigma[jm]**2/2) / Qm * Am) * Psi) * weight result[isurf == 0] = 0 self._smap_R01 = R01 * isurf self._smap_R02 = R02 * isurf self._smap_alphai = numpy.degrees(ALPHAI*isurf) self._smap_alphaf = numpy.degrees(ALPHAF*isurf) return result * S * K**4 / (16*numpy.pi**2) def effectiveDensitySlicing(layerstack, step, roughness=0, cutoff=1e-5): """ Function to slice a LayerStack into many amorphous sublayers for effective density modelling of X-ray reflectivity of thin and rough multilayers. The resulting LayerStack will consist of perfectly smooth layers with average density/composition resulting from an error-function like transition between the rough layers of the initial stack. At the surface an vacuum layer is automatically added to the initial stack. Parameters ---------- layerstack : initial LayerStack, can contain only Amorhous layers! step : thickness (in angstrom) of the slices in the returned LayerStack roughness : roughness of the created sublayers (in angstrom) cutoff : layers with relative weights below this value will be ignored Returns ------- LayerStack """ thickness = numpy.asarray([lay.thickness for lay in layerstack]) sigmas = numpy.asarray([lay.roughness for lay in layerstack]) if thickness[0] == pymath.inf: thickness_all_layers = numpy.sum(thickness[1:]) else: thickness_all_layers = numpy.sum(thickness) margin = max(numpy.sum([lay.roughness for lay in layerstack]), 5 * layerstack[0].roughness, 5 * layerstack[-1].roughness) pos_inter = numpy.zeros(len(layerstack)) for i in range(len(layerstack)-1, 0, -1): pos_inter[i-1] = pos_inter[i] - thickness[i] # calculate the weight for every sublayer + vacuum above z = numpy.arange(-(thickness_all_layers + margin), margin, step) W = {} zeta = {} for i in range(len(layerstack)+1): W[i] = numpy.zeros_like(z) if i < (len(layerstack) - 1): zeta[i] = (sigmas[i+1] * pos_inter[i] + sigmas[i] * pos_inter[i+1]) / (sigmas[i] + sigmas[i+1]) # first and last Weight-functions will be treated seperately W[0][:] = 1 / 2 * (1 - erf( (z - pos_inter[0]) / (pymath.sqrt(2) * sigmas[0]))) W[len(layerstack)][:] = 1 / 2 * (1 + erf( (z - pos_inter[len(layerstack) - 1]) / (pymath.sqrt(2) * sigmas[len(layerstack) - 1]))) # Weight-functions in between for idxl in range(1, len(layerstack)): maskz = (z <= zeta[idxl - 1]) W[idxl][maskz] = 1 / 2 * \ (1 + erf((z[maskz] - pos_inter[idxl - 1]) / (pymath.sqrt(2) * sigmas[idxl - 1]))) imaskz = numpy.logical_not(maskz) W[idxl][imaskz] = 1 / 2 * \ (1 - erf((z[imaskz] - pos_inter[idxl]) / (pymath.sqrt(2) * sigmas[idxl]))) # normalize weight functions wsum = numpy.add.reduce(list(W.values())) for k in W: W[k] /= wsum # generate new sliced layerstack sls = LayerStack(f'sliced LayerStack (step={step:.2f}Ang)') if thickness[0] == pymath.inf: sls.append(Layer(layerstack[0].material, pymath.inf, roughness=roughness)) for idxp in range(len(z)): # create compound material for all contributing layers atoms = [] elements = [] density = 0 for idxl, l in enumerate(layerstack): if W[idxl][idxp] > cutoff: for at, occ in l.material.base: if at in elements: i = elements.index(at) atoms[i] = (at, atoms[i][1] + occ * W[idxl][idxp]) else: atoms.append((at, occ * W[idxl][idxp])) elements.append(at) density += W[idxl][idxp] * l.density if density != 0: mat = Amorphous(f"slice {idxp}", density, atoms=atoms) sls.append(Layer(mat, step, roughness=roughness)) return sls ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/mosaicity.py0000644000175100002000000000365114742413365023302 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019-2020 Dominik Kriegner import math import numpy def mosaic_analytic(qx, qz, RL, RV, Delta, hx, hz, shape): """ simulation of the coplanar reciprocal space map of a single mosaic layer using a simple analytic approximation Parameters ---------- qx : array-like vector of the qx values (offset from the Bragg peak) qz : array-like vector of the qz values (offset from the Bragg peak) RL : float lateral block radius in angstrom RV : float vertical block radius in angstrom Delta : float root mean square misorientation of the grains in degree hx : float lateral component of the diffraction vector hz : float vertical component of the diffraction vector shape : float shape factor (1..Gaussian) Returns ------- array-like 2D array with calculated intensities """ QX, QZ = numpy.meshgrid(qx, qz) QX = QX.T QZ = QZ.T DD = numpy.radians(Delta) tmp = 6 + DD**2 * ((hz*RL)**2 + (hx*RV)**2) F = ((DD*RL*RV)**2*(QZ*hz + QX*hx)**2+6*((RL*QX)**2+(RV*QZ)**2)) / 4 / tmp return math.pi * math.sqrt(6) * RL * RV /\ math.sqrt(tmp) * numpy.exp(-F**shape) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/powder.py0000644000175100002000000030400514742413365022576 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilies is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License and the additonal notes below for # more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2017 Marcus H. Mendenhall # Copyright (c) 2017-2024 Dominik Kriegner # FP_profile was derived from http://dx.doi.org/10.6028/jres.120.014.c # Original copyright notice: # @author Marcus H. Mendenhall (marcus.mendenhall@nist.gov) # @date March, 2015 # The "Fundamental Parameters Python Code" ("software") is provided by the # National Institute of Standards and Technology (NIST), an agency of the # United States Department of Commerce, as a public service. This software is # to be used for non-commercial research purposes only and is expressly # provided "AS IS." Use of this software is subject to your acceptance of these # terms and conditions. # # NIST MAKES NO WARRANTY OF ANY KIND, EXPRESS, IMPLIED, IN FACT OR ARISING BY # OPERATION OF LAW, INCLUDING, WITHOUT LIMITATION, THE IMPLIED WARRANTY OF # MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE, NON-INFRINGEMENT AND DATA # ACCURACY. NIST NEITHER REPRESENTS NOR WARRANTS THAT THE OPERATION OF THE # SOFTWARE WILL BE UNINTERRUPTED OR ERROR-FREE, OR THAT ANY DEFECTS WILL BE # CORRECTED. NIST DOES NOT WARRANT OR MAKE ANY REPRESENTATIONS REGARDING THE # USE OF THE SOFTWARE OR THE RESULTS THEREOF, INCLUDING BUT NOT LIMITED TO THE # CORRECTNESS, ACCURACY, RELIABILITY, OR USEFULNESS OF THE SOFTWARE. # # NIST SHALL NOT BE LIABLE AND YOU HEREBY RELEASE NIST FROM LIABILITY FOR ANY # INDIRECT, CONSEQUENTIAL, SPECIAL, OR INCIDENTAL DAMAGES (INCLUDING DAMAGES # FOR LOSS OF BUSINESS PROFITS, BUSINESS INTERRUPTION, LOSS OF BUSINESS # INFORMATION, AND THE LIKE), WHETHER ARISING IN TORT, CONTRACT, OR # OTHERWISE, ARISING FROM OR RELATING TO THE SOFTWARE (OR THE USE OF OR # INABILITY TO USE THIS SOFTWARE), EVEN IF NIST HAS BEEN ADVISED OF THE # POSSIBILITY OF SUCH DAMAGES. # # Software developed by NIST employees is not subject to copyright protection # within the United States. By using this software, creating derivative works # or by incorporating this software into another product, you agree that you # will use the software only for non-commercial research purposes and will # indemnify and hold harmless the United States Government for any and all # damages or liabilities that arise out of any use by you. # # changelog: # # 15 August, 2018 -- MHM # fixed apparent error in flip of eps0 across twotheta=90 around line 681 # # 3 April, 2024 # comment debugging code which looks for negative intensities. see issue 179 """ This module contains the core definitions for the XRD Fundamental Parameneters Model (FPA) computation in Python. The main computational class is FP_profile, which stores cached information to allow it to efficiently recompute profiles when parameters have been modified. For the user an Powder class is available which can calculate a complete powder pattern of a crystalline material. The diffractometer line profile functions are calculated by methods from Cheary & Coelho 1998 and Mullen & Cline paper and 'R' package. Accumulate all convolutions in Fourier space, for efficiency, except for axial divergence, which needs to be weighted in real space for I3 integral. More details about the applied algorithms can be found in the paper by M. H. Mendelhall et al., `Journal of Research of NIST 120, 223 (2015) `_ to which you should also refer for a careful definition of all the parameters """ # Known bugs/problems: # in the axial convolver the parameters slit_length_source can not be equal to # slit_length_target! # in this file SI units (m) are used for wavelengths, while by default angstrom # are used in the remaining of the package import atexit import copy import math import multiprocessing import numbers import queue import sys import threading import time import warnings from math import cos, pi, sin, sqrt, tan from multiprocessing.managers import BaseManager import numpy from numpy import abs as nabs from numpy import arcsin as nasin from numpy import asarray from numpy import cos as ncos from numpy import sin as nsin from numpy import sqrt as nsqrt from scipy.special import sici # for the sine and cosine integral # package internal imports from .. import config, materials, utilities from ..experiment import PowderExperiment from ..math import VecAngle from .smaterials import Powder # figure out which FFT package we have, and import it try: from pyfftw.interfaces import cache, numpy_fft # recorded variant of real fft that we will use best_rfft = numpy_fft.rfft # recorded variant of inverse real fft that we will use best_irfft = numpy_fft.irfft cache.enable() cache.set_keepalive_time(1.0) except ImportError: best_rfft = numpy.fft.rfft best_irfft = numpy.fft.irfft # create a table of nice factorizations for the FFT package # # this is built once, and shared by all instances # fftw can handle a variety of transform factorizations # numpy fft is not too efficient for things other than a power of two, # although my own measurements says it really does fine. For now, leave # all factors available ft_factors = [ 2*2**i*3**j*5**k for i in range(20) for j in range(10) for k in range(8) if 2*2**i*3**j*5**k <= 1000000 ] ft_factors.sort() ft_factors = numpy.array(ft_factors, int) # used for debugging moments from FP_profile.axial_helper(). moment_list = [] # if this is *True*, compute and save moment errors collect_moment_errors = False class profile_data: """ a skeleton class which makes a combined dict and namespace interface for easy pickling and data passing """ def __init__(self, **kwargs): """ initialize the class Parameters ---------- kwargs : dict keyword=value list to pre-populate the class """ mydict = {} mydict.update(kwargs) for k, v in mydict.items(): setattr(self, k, v) # a dictionary which shadows our attributes. self.dictionary = mydict def add_symbol(self, **kwargs): """ add new symbols to both the attributes and dictionary for the class Parameters ---------- kwargs : dict keyword=value pairs """ self.dictionary.update(kwargs) for k, v in kwargs.items(): setattr(self, k, v) class FP_profile: """ the main fundamental parameters class, which handles a single reflection. This class is designed to be highly extensible by inheriting new convolvers. When it is initialized, it scans its namespace for specially formatted names, which can come from mixin classes. If it finds a function name of the form conv_xxx, it will call this funtion to create a convolver. If it finds a name of the form info_xxx it will associate the dictionary with that convolver, which can be used in UI generation, for example. The class, as it stands, does nothing significant with it. If it finds str_xxx, it will use that function to format a printout of the current state of the convolver conv_xxx, to allow improved report generation for convolvers. When it is asked to generate a profile, it calls all known convolvers. Each convolver returns the Fourier transform of its convolvution. The transforms are multiplied together, inverse transformed, and after fixing the periodicity issue, subsampled, smoothed and returned. If a convolver returns *None*, it is not multipled into the product. Parameters ---------- max_history_length : int the number of histories to cache (default=5); can be overridden if memory is an issue. length_scale_m : float length_scale_m sets scaling for nice printing of parameters. if the units are in mm everywhere, set it to 0.001, e.g. convolvers which implement their own str_xxx method may use this to format their results, especially if 'natural' units are not meters. Typical is wavelengths and lattices in nm or angstroms, for example. """ max_history_length = 5 # max number of histories for each convolver length_scale_m = 1.0 # class attribute to tell if convolvers in this class # contain anisotropic convolvers isotropic = True def __init__(self, anglemode, gaussian_smoother_bins_sigma=1.0, oversampling=10): """ initialize the instance Parameters ---------- anglemode : {'d', 'twotheta'} if setup will be in terms of a d-spacing, otherwise 'twotheta' if setup will be at a fixed 2theta value. gaussian_smoother_bins_sigma : float the number of bins for post-smoothing of data. 1.0 is good. *None* means no final smoothing step. oversampling : int the number of bins internally which will get computed for each bin the the final result. """ if anglemode not in ("d", "twotheta"): raise Exception( f"invalid angle mode {anglemode}, must be 'd' or 'twotheta'") # set to either 'd' for d-spacing based position, or 'twotheta' for # angle-based position self.anglemode = anglemode # sigma, in units of bins, for the final smoother. self.gaussian_smoother_bins_sigma = gaussian_smoother_bins_sigma # the number of internal bins computed for each bin in the final # output. 5-10 is usually plenty. self.oversampling = oversampling # List of our convolvers, found by introspection of names beginning # with 'conv_' self.convolvers = convolvers = [ x for x in dir(self) if x.startswith("conv_")] # A dictionary which will store all the parameters local to each # convolution self.param_dicts = {c: {} for c in convolvers} # add global parameters, associated with no specific convolver # A dictionary of bound functions to call to compute convolutions self.convolver_funcs = {x: getattr(self, x) for x in convolvers} # If *True*, print cache hit information self.debug_cache = False # keep a record of things we don't keep when pickled self._clean_on_pickle = set() @classmethod def isequivalent(cls, hkl1, hkl2, crystalsystem): """ function to determine if according to the convolvers included in this class two sets of Miller indices are equivalent. This function is only called when the class attribute 'isotropic' is False. Parameters ---------- hkl1, hkl2 : list or tuple Miller indices to be checked for equivalence crystalsystem : str symmetry class of the material which is considered Returns ------- bool """ return True def get_function_name(self): """ return the name of the function that called this. Useful for convolvers to identify themselves Returns ------- str name of calling function """ return sys._getframe(1).f_code.co_name def add_buffer(self, b): """ add a numpy array to the list of objects that can be thrown away on pickling. Parameters ---------- b : array-like the buffer to add to the list Returns ------- b : array-like return the same buffer, to make nesting easy. """ self._clean_on_pickle.add(id(b)) return b def set_window(self, twotheta_window_center_deg, twotheta_window_fullwidth_deg, twotheta_output_points): """ move the compute window to a new location and compute grids, without resetting all parameters. Clears convolution history and sets up many arrays. Parameters ---------- twotheta_window_center_deg : float the center position of the middle bin of the window, in degrees twotheta_window_fullwidth_deg : float the full width of the window, in degrees twotheta_output_points : int the number of bins in the final output """ # the saved width of the window, in degrees self.twotheta_window_fullwidth_deg = twotheta_window_fullwidth_deg # the saved center of the window, in degrees self.twotheta_window_center_deg = twotheta_window_center_deg # the width of the window, in radians window_fullwidth = math.radians(twotheta_window_fullwidth_deg) self.window_fullwidth = window_fullwidth # the center of the window, in radians twotheta = math.radians(twotheta_window_center_deg) self.twotheta_window_center = twotheta # the number of points to compute in the final results self.twotheta_output_points = twotheta_output_points # the number of points in Fourier space to compute nn = self.oversampling * twotheta_output_points // 2 + 1 self.n_omega_points = nn # build all the arrays b = self.add_buffer # shortcut # a real-format scratch buffer self._rb1 = b(numpy.zeros(nn, float)) # a real-format scratch buffer self._rb2 = b(numpy.zeros(nn, float)) # a real-format scratch buffer self._rb3 = b(numpy.zeros(nn, float)) # a complex-format scratch buffer self._cb1 = b(numpy.zeros(nn, complex)) # a scratch buffer used by the axial helper self._f0buf = b(numpy.zeros(self.oversampling * twotheta_output_points, float)) # a scratch buffer used for axial divergence self._epsb2 = b(numpy.zeros(self.oversampling * twotheta_output_points, float)) # the I2+ buffer self._I2p = b(numpy.zeros(self.oversampling * twotheta_output_points, float)) # the I2- buffer self._I2m = b(numpy.zeros(self.oversampling * twotheta_output_points, float)) # another buffer used for axial divergence self._axial = b(numpy.zeros(self.oversampling * twotheta_output_points, float)) # the largest frequency in Fourier space omega_max = self.n_omega_points * 2 * pi / window_fullwidth # build the x grid and the complex array that is the convolver # omega is in inverse radians in twotheta space (!) # i.e. if a transform is written # I(ds) = integral(A(L) exp(2 pi i L ds) dL # where L is a real-space length, and s=2 sin(twotheta/2)/lambda # then ds=2*pi*omega*cos(twotheta/2)/lambda (double check this!) # The grid in Fourier space, in inverse radians self.omega_vals = b(numpy.linspace( 0, omega_max, self.n_omega_points, endpoint=True)) # The grid in Fourier space, in inverse degrees self.omega_inv_deg = b(numpy.radians(self.omega_vals)) # The grid in real space, in radians, with full oversampling self.twothetasamples = b(numpy.linspace( twotheta - window_fullwidth/2.0, twotheta + window_fullwidth/2.0, self.twotheta_output_points * self.oversampling, endpoint=False)) # The grid in real space, in degrees, with full oversampling self.twothetasamples_deg = b(numpy.linspace( twotheta_window_center_deg - twotheta_window_fullwidth_deg/2.0, twotheta_window_center_deg + twotheta_window_fullwidth_deg/2.0, self.twotheta_output_points * self.oversampling, endpoint=False)) # Offsets around the center of the window, in radians self.epsilon = b(self.twothetasamples - twotheta) # A dictionary in which we collect recent state for each convolution. # whenever the window gets reset, all of these get cleared self.convolution_history = {x: [] for x in self.convolvers} # A dictionary of Lorentz widths, used for de-periodizing the final # result. self.lor_widths = {} def get_good_bin_count(self, count): """ find a bin count close to what we need, which works well for Fourier transforms. Parameters ---------- count : int a number of bins. Returns ------- int a bin count somewhat larger than *count* which is efficient for FFT """ return ft_factors[ft_factors.searchsorted(count)] def set_optimized_window(self, twotheta_window_center_deg, twotheta_approx_window_fullwidth_deg, twotheta_exact_bin_spacing_deg): """ pick a bin count which factors cleanly for FFT, and adjust the window width to preserve the exact center and bin spacing Parameters ---------- twotheta_window_center_deg : float exact position of center bin, in degrees twotheta_approx_window_fullwidth_deg: float approximate desired width twotheta_exact_bin_spacing_deg: float the exact bin spacing to use """ bins = self.get_good_bin_count( int(1 + twotheta_approx_window_fullwidth_deg / twotheta_exact_bin_spacing_deg)) window_actwidth = twotheta_exact_bin_spacing_deg * bins self.set_window(twotheta_window_center_deg=twotheta_window_center_deg, twotheta_window_fullwidth_deg=window_actwidth, twotheta_output_points=bins) def set_parameters(self, convolver="global", **kwargs): """ update the dictionary of parameters associated with the given convolver Parameters ---------- convolver : str the name of the convolver. name 'global', e.g., attaches to function 'conv_global' kwargs : dict keyword-value pairs to update the convolvers dictionary. """ self.param_dicts["conv_" + convolver].update(kwargs) def get_conv(self, name, key, format=float): """ get a cached, pre-computed convolver associated with the given parameters, or a newly zeroed convolver if the cache doesn't contain it. Recycles old cache entries. This takes advantage of the mutability of arrays. When the contents of the array are changed by the convolver, the cached copy is implicitly updated, so that the next time this is called with the same parameters, it will return the previous array. Parameters ---------- name : str the name of the convolver to seek key : object any hashable object which identifies the parameters for the computation format : numpy.dtype, optional the type of the array to create, if one is not found. Returns ------- bool flag, which is *True* if valid data were found, or *False* if the returned array is zero, and *array*, which must be computed by the convolver if *flag* was *False*. """ # previous computed values as a list history = self.convolution_history[name] for idx, (k, b) in enumerate(history): if k == key: # move to front to mark recently used history.insert(0, history.pop(idx)) if self.debug_cache: print(name, True, file=sys.stderr) return True, b # True says we got a buffer with valid data if len(history) == self.max_history_length: buf = history.pop(-1)[1] # re-use oldest buffer buf[:] = 0 else: buf = numpy.zeros(self.n_omega_points, format) history.insert(0, (key, buf)) if self.debug_cache: print(name, False, file=sys.stderr) return False, buf # False says buffer is empty, need to recompute def get_convolver_information(self): """ return a list of convolvers, and what we know about them. function scans for functions named conv_xxx, and associated info_xxx entries. Returns ------- list list of (convolver_xxx, info_xxx) pairs """ info_list = [] for k, f in self.convolver_funcs.items(): info = getattr(self, "info_" + k[5:], {}) info["docstring"] = f.__doc__ info_list.append((k, info)) return info_list # A dictionary of default parameters for the global namespace, # used to seed a GUI which can harvest this for names, descriptions, and # initial values info_global = dict( group_name="Global parameters", help="this should be help information", param_info=dict( twotheta0_deg=("Bragg center of peak (degrees)", 30.0), d=("d spacing (m)", 4.00e-10), dominant_wavelength=( "wavelength of most intense line (m)", 1.5e-10) ) ) def __str__(self): """ return a nicely formatted report describing the current state of this class. this looks for an str_xxx function associated with each conv_xxx name. If it is found, that function if called to get the state of conv_xxx. Otherwise, this simply formats the dictionary of parameters for the convolver, and uses that. Returns ------- str string of formatted information """ keys = list(self.convolver_funcs) keys.sort() # always return info in the same order # global is always first, anyways! keys.insert(0, keys.pop(keys.index('conv_global'))) strings = ["", f"***convolver id 0x{id(self):08x}:"] for k in keys: strfn = "str_" + k[5:] if hasattr(self, strfn): strings.append(getattr(self, strfn)()) else: dd = self.param_dicts["conv_" + k[5:]] if dd: strings.append(k[5:] + ": " + str(dd)) return '\n'.join(strings) def str_global(self): """ returns a string representation for the global context. Returns ------- str report on global parameters. """ # in case it's not initialized self.param_dicts["conv_global"].setdefault("d", 0) return "global: peak center=%(twotheta0_deg).4f, d=%(d).8g, eq. "\ "div=%(equatorial_divergence_deg).3f" \ % self.param_dicts["conv_global"] def conv_global(self): """ a dummy convolver to hold global variables and information. the global context isn't really a convolver, returning *None* means ignore result Returns ------- *None* always returns None """ return None def axial_helper(self, outerbound, innerbound, epsvals, destination, peakpos=0, y0=0, k=0): """ the function F0 from the paper. compute k/sqrt(peakpos-x)+y0 nonzero between outer & inner (inner is closer to peak) or k/sqrt(x-peakpos)+y0 if reversed (i.e. if outer > peak) fully evaluated on a specified eps grid, and stuff into destination Parameters ---------- outerbound : float the edge of the function farthest from the singularity, referenced to epsvals innerbound : float the edge closest to the singularity, referenced to epsvals epsvals : array-like the array of two-theta values or offsets destination : array-like an array into which final results are summed. modified in place! peakpos : float the position of the singularity, referenced to epsvals. y0 : float the constant offset k : float the scale factor Returns ------- lower_index, upper_index : int python style bounds for region of `destination` which has been modified. """ if k == 0: # nothing to do, point at the middle return len(epsvals) // 2, len(epsvals) // 2 + 1 # bin width for normalizer so sum(result*dx)=exact integral dx = epsvals[1] - epsvals[0] # flag for whether tail is to the left or right. flip = outerbound > peakpos delta1 = abs(innerbound - peakpos) delta2 = abs(outerbound - peakpos) # this is the analytic area the function must have, # integral(1/sqrt(eps0-eps)) from lower to upper exactintegral = 2 * k * (sqrt(delta2) - sqrt(delta1)) exactintegral += y0 * (delta2 - delta1) # exactintegral=max(0, exactintegral) # can never be < 0, beta out of # range. exactintegral *= 1 / dx # normalize so sum is right # compute the exact centroid we need for this if abs(delta2-delta1) < 1e-12: exact_moment1 = 0 else: exact_moment1 = ( # simplified from Mathematica FortranForm (4*k*(delta2**1.5-delta1**1.5) + 3*y0*(delta2**2-delta1**2)) / (6.*(2*k*(sqrt(delta2)-sqrt(delta1)) + y0*(delta2-delta1))) ) if not flip: exact_moment1 = -exact_moment1 exact_moment1 += peakpos # note: because of the way the search is done, this produces a result # with a bias of 1/2 channel to the left of where it should be. # this is fixed by shifting all the parameters up 1/2 channel outerbound += dx / 2 innerbound += dx / 2 peakpos += dx / 2 # fix 1/2 channel average bias from search # note: searchsorted(side="left") always returns the position of the # bin to the right of the match, or exact bin idx0, idx1 = epsvals.searchsorted( (outerbound, innerbound), side='left') # peak has been squeezed out, nothing to do if abs(outerbound - innerbound) < (2*dx) or abs(idx1 - idx0) < 2: # preserve the exact centroid: requires summing into two channels # for a peak this narrow, no attempt to preserve the width. # note that x1 (1-f1) + (x1+dx) f1 = mu has solution # (mu - x1) / dx = f1 thus, we want to sum into a channel that has # x1 dx: # normally only one step max, but make it a loop in case of # corner case idx0 += 1 f1 = (exact_moment1 - epsvals[idx0]) / dx res = (exactintegral * (1 - f1), exactintegral * f1) destination[idx0:idx0 + 2] += res if collect_moment_errors: centroid2 = (res * epsvals[idx0:idx0 + 2]).sum() / sum(res) moment_list.append((centroid2 - exact_moment1) / dx) return [idx0, idx0 + 2] # return collapsed bounds if not flip: if epsvals[idx0] != outerbound: idx0 = max(idx0 - 1, 0) idx1 = min(idx1 + 1, len(epsvals)) sign = 1 deps = self._f0buf[idx0:idx1] deps[:] = peakpos deps -= epsvals[idx0:idx1] deps[-1] = peakpos - min(innerbound, peakpos) deps[0] = peakpos - outerbound else: idx0, idx1 = idx1, idx0 if epsvals[idx0] != innerbound: idx0 = max(idx0 - 1, 0) idx1 = min(idx1 + 1, len(epsvals)) sign = -1 deps = self._f0buf[idx0:idx1] deps[:] = epsvals[idx0:idx1] deps -= peakpos deps[0] = max(innerbound, peakpos) - peakpos deps[-1] = outerbound - peakpos dx0 = abs(deps[1] - deps[0]) dx1 = abs(deps[-1] - deps[-2]) # make the numerics accurate: compute average on each bin, which is # integral of 1/sqrt = 2*sqrt, then difference integral # do it in place, return value is actually deps too intg = numpy.sqrt(deps, deps) intg *= 2 * k * sign # do difference in place, running forward to avoid self-trampling intg[:-1] -= intg[1:] intg[1:-2] += y0 * dx # add constant # handle narrowed bins on ends carefully intg[0] += y0 * dx0 intg[-2] += y0 * dx1 # # intensities are never less than zero! # if min(intg[:-1]) < -1e-10 * max(intg[:-1]): # print("bad parameters:", (5 * "%10.4f") % # (peakpos, innerbound, outerbound, k, y0)) # print(len(intg), intg[:-1]) # raise ValueError("Bad axial helper parameters") # now, make sure the underlying area is the exactly correct # integral, without bumps due to discretizing the grid. intg *= (exactintegral / (intg[:-1].sum())) destination[idx0:idx1 - 1] += intg[:-1] # This is purely for debugging. If collect_moment_errors is *True*, # compute exact vs. approximate moments. if collect_moment_errors: centroid2 = (intg[:-1] * epsvals[idx0:idx1 - 1] ).sum() / intg[:-1].sum() moment_list.append((centroid2 - exact_moment1) / dx) return [idx0, idx1 - 1] # useful info for peak position def full_axdiv_I2(self, Lx=None, Ls=None, Lr=None, R=None, twotheta=None, beta=None, epsvals=None): """ return the *I2* function Parameters ---------- Lx : float length of the xray filament Ls : float length of the sample Lr : float length of the receiver slit R : float diffractometer length, assumed symmetrical twotheta : float angle, in radians, of the center of the computation beta : float offset angle epsvals : array-like array of offsets from center of computation, in radians Returns ------- epsvals : array-like array of offsets from center of computation, in radians idxmin, idxmax : int the full python-style bounds of the non-zero region of `I2p` and `I2m` I2p, I2m : array-like I2+ and I2- from the paper, the contributions to the intensity """ beta1 = (Ls - Lx) / (2 * R) # Ch&Co after eq. 15abcd beta2 = (Ls + Lx) / (2 * R) # Ch&Co after eq. 15abcd, corrected by KM eps0 = beta * beta * tan(twotheta) / 2 # after eq. 26 in Ch&Co if -beta2 <= beta < beta1: z0p = Lx / 2 + beta * R * (1 + 1 / cos(twotheta)) elif beta1 <= beta <= beta2: z0p = Ls / 2 + beta * R / cos(twotheta) else: raise ValueError("beta out of range") if -beta2 <= beta <= -beta1: z0m = -1 * Ls / 2 + beta * R / cos(twotheta) elif -beta1 < beta <= beta2: z0m = -1 * Lx / 2 + beta * R * (1 + 1 / cos(twotheta)) else: raise ValueError("beta out of range") epsscale = tan(pi / 2 - twotheta) / (2 * R * R) # =cotan(twotheta)... # Ch&Co 18a&18b, KM sign correction eps1p = (eps0 - epsscale * ((Lr / 2) - z0p)**2) eps2p = (eps0 - epsscale * ((Lr / 2) - z0m)**2) # reversed eps2m and eps1m per KM R eps2m = (eps0 - epsscale * ((Lr / 2) + z0p)**2) eps1m = (eps0 - epsscale * ((Lr / 2) + z0m)**2) # flip all epsilons if twotheta > pi/2: # this set of inversions from KM 'R' code, simplified here eps1p, eps2p, eps1m, eps2m = eps1m, eps2m, eps1p, eps2p # identify ranges per Ch&Co 4.2.2 and table 1 and select parameters # note table 1 is full of typos, but the minimized # tests from 4.2.2 with redundancies removed seem fine. if Lr > z0p - z0m: if z0p <= Lr/2 and z0m > -1*Lr/2: # beam entirely within slit rng = 1 ea = eps1p eb = eps2p ec = eps1m ed = eps2m elif (z0p > Lr/2 and z0m < Lr/2) or \ (z0m < -1*Lr/2 and z0p > -1*Lr/2): rng = 2 ea = eps2p eb = eps1p ec = eps1m ed = eps2m else: rng = 3 ea = eps2p eb = eps1p ec = eps1m ed = eps2m else: # beam hanging off both ends of slit, peak centered if z0m < -1*Lr/2 and z0p > Lr/2: rng = 1 ea = eps1m eb = eps2p ec = eps1p ed = eps2m # one edge of beam within slit elif (-1*Lr/2 < z0m < Lr/2 and z0p > Lr/2) or \ (-1*Lr/2 < z0p < Lr/2 and z0m < -1*Lr/2): rng = 2 ea = eps2p eb = eps1m ec = eps1p ed = eps2m else: rng = 3 ea = eps2p eb = eps1m ec = eps1p ed = eps2m # now, evaluate function on bounds in table 1 based on ranges # note: because of a sign convention in epsilon, the bounds all get # switched # define them in our namespace so they inherit ea, eb, ec, ed, etc. def F1(dst, lower, upper, eea, eeb): return self.axial_helper(destination=dst, innerbound=upper, outerbound=lower, epsvals=epsvals, peakpos=eps0, k=sqrt(abs(eps0-eeb))-sqrt(abs(eps0-eea)), y0=0) def F2(dst, lower, upper, eea): return self.axial_helper(destination=dst, innerbound=upper, outerbound=lower, epsvals=epsvals, peakpos=eps0, k=sqrt(abs(eps0 - eea)), y0=-1) def F3(dst, lower, upper, eea): return self.axial_helper(destination=dst, innerbound=upper, outerbound=lower, epsvals=epsvals, peakpos=eps0, k=sqrt(abs(eps0 - eea)), y0=+1) def F4(dst, lower, upper, eea): # just like F2 but k and y0 negated return self.axial_helper(destination=dst, innerbound=upper, outerbound=lower, epsvals=epsvals, peakpos=eps0, k=-sqrt(abs(eps0 - eea)), y0=+1) I2p = self._I2p I2p[:] = 0 I2m = self._I2m I2m[:] = 0 indices = [] if rng == 1: indices += F1(dst=I2p, lower=ea, upper=eps0, eea=ea, eeb=eb) indices += F2(dst=I2p, lower=eb, upper=ea, eea=eb) indices += F1(dst=I2m, lower=ec, upper=eps0, eea=ec, eeb=ed) indices += F2(dst=I2m, lower=ed, upper=ec, eea=ed) elif rng == 2: indices += F2(dst=I2p, lower=ea, upper=eps0, eea=ea) indices += F3(dst=I2m, lower=eb, upper=eps0, eea=ea) indices += F1(dst=I2m, lower=ec, upper=eb, eea=ec, eeb=ed) indices += F2(dst=I2m, lower=ed, upper=ec, eea=ed) elif rng == 3: indices += F4(dst=I2m, lower=eb, upper=ea, eea=ea) indices += F1(dst=I2m, lower=ec, upper=eb, eea=ec, eeb=ed) indices += F2(dst=I2m, lower=ed, upper=ec, eea=ed) idxmin = min(indices) idxmax = max(indices) return epsvals, idxmin, idxmax, I2p, I2m def full_axdiv_I3(self, Lx=None, Ls=None, Lr=None, R=None, twotheta=None, epsvals=None, sollerIdeg=None, sollerDdeg=None, nsteps=10, axDiv=""): """ carry out the integral of *I2* over *beta* and the Soller slits. Parameters ---------- Lx : float length of the xray filament Ls : float length of the sample Lr : float length of the receiver slit R : float the (assumed symmetrical) diffractometer radius twotheta : float angle, in radians, of the center of the computation epsvals : array-like array of offsets from center of computation, in radians sollerIdeg : float the full-width (both sides) cutoff angle of the incident Soller slit sollerDdeg : float the full-width (both sides) cutoff angle of the detector Soller slit nsteps : int the number of subdivisions for the integral axDiv : str not used Returns ------- array-like the accumulated integral, a copy of a persistent buffer *_axial* """ beta2 = (Ls + Lx) / (2 * R) # Ch&Co after eq. 15abcd, corrected by KM if sollerIdeg is not None: solIrad = math.radians(sollerIdeg) / 2 def solIfunc(x): return numpy.clip(1.0 - abs(x / solIrad), 0, 1) beta2 = min(beta2, solIrad) # no point going beyond Soller else: def solIfunc(x): return numpy.ones_like(x) if sollerDdeg is not None: solDrad = math.radians(sollerDdeg) / 2 def solDfunc(x): return numpy.clip(1.0 - abs(x / solDrad), 0, 1) else: def solDfunc(x): return numpy.ones_like(x) accum = self._axial accum[:] = 0 if twotheta > pi / 2: tth1 = pi - twotheta else: tth1 = twotheta for iidx in range(nsteps): beta = beta2 * iidx / float(nsteps) _, idxmin, idxmax, I2p, I2m = self.full_axdiv_I2( Lx=Lx, Lr=Lr, Ls=Ls, beta=beta, R=R, twotheta=twotheta, epsvals=epsvals) # after eq. 26 in Ch&Co eps0 = beta * beta * tan(twotheta) / 2 gamma0 = beta / cos(tth1) deps = self._f0buf[idxmin:idxmax] deps[:] = eps0 deps -= epsvals[idxmin:idxmax] deps *= 2 * tan(twotheta) # check two channels on each end for negative argument. deps[-1] = max(deps[-1], 0) deps[0] = max(deps[0], 0) if len(deps) >= 2: deps[-2] = max(deps[-2], 0) deps[1] = max(deps[1], 0) gamarg = numpy.sqrt(deps, deps) # do sqrt in place for speed # still need to convert these to in-place gamp = gamma0 + gamarg gamm = gamma0 - gamarg if iidx == 0 or iidx == nsteps - 1: weight = 1.0 # trapezoidal rule weighting else: weight = 2.0 # sum into the accumulator only channels which can be non-zero # do scaling in-place to save a lot of slow array copying I2p[idxmin:idxmax] *= solDfunc(gamp) I2p[idxmin:idxmax] *= (weight * solIfunc(beta)) accum[idxmin:idxmax] += I2p[idxmin:idxmax] I2m[idxmin:idxmax] *= solDfunc(gamm) I2m[idxmin:idxmax] *= (weight * solIfunc(beta)) accum[idxmin:idxmax] += I2m[idxmin:idxmax] # keep this normalized K = 2 * R * R * abs(tan(twotheta)) accum *= K return accum def conv_axial(self): """ compute the Fourier transform of the axial divergence component Returns ------- array-like the transform buffer, or *None* if this is being ignored """ me = self.get_function_name() # the name of the convolver, as a string if self.param_dicts[me].get("axDiv", None) is None: return None kwargs = {} kwargs.update(self.param_dicts[me]) # get all of our parameters kwargs.update(self.param_dicts["conv_global"]) if "equatorial_divergence_deg" in kwargs: del kwargs["equatorial_divergence_deg"] # not used flag, axfn = self.get_conv(me, kwargs, complex) if flag: return axfn # already up to date if first return is True # no axial divergence, transform of delta fn if kwargs["axDiv"] != "full" or kwargs["twotheta0_deg"] == 90.0: axfn[:] = 1 return axfn axbuf = self.full_axdiv_I3( nsteps=kwargs["n_integral_points"], epsvals=self.epsilon, Lx=kwargs["slit_length_source"], Lr=kwargs["slit_length_target"], Ls=kwargs["length_sample"], sollerIdeg=kwargs["angI_deg"], sollerDdeg=kwargs["angD_deg"], R=kwargs["diffractometer_radius"], twotheta=kwargs["twotheta0"] ) axfn[:] = best_rfft(axbuf) return axfn def conv_tube_tails(self): """ compute the Fourier transform of the rectangular tube tails function Returns ------- array-like the transform buffer, or *None* if this is being ignored """ me = self.get_function_name() # the name of the convolver, as a string kwargs = {} kwargs.update(self.param_dicts[me]) # get all of our parameters if not kwargs: return None # no convolver # we also need the diffractometer radius from the global space kwargs["diffractometer_radius"] = self.param_dicts[ "conv_global"]["diffractometer_radius"] flag, tailfn = self.get_conv(me, kwargs, complex) if flag: return tailfn # already up to date # tube_tails is (main width, left width, right width, intensity), # so peak is raw peak + tophat centered at (left width+ right width) # with area intensity*(right width-left width)/main_width # check this normalization! # note: this widths are as defined by Topas... really I think it should # be # x/(2*diffractometer_radius) since the detector is 2R from the source, # but since this is just a fit parameter, we'll defin it as does Topas tail_eps = (kwargs["tail_right"] - kwargs["tail_left"]) / \ kwargs["diffractometer_radius"] main_eps = kwargs["main_width"] / kwargs["diffractometer_radius"] tail_center = (kwargs["tail_right"] + kwargs["tail_left"]) / \ kwargs["diffractometer_radius"] / 2.0 tail_area = kwargs["tail_intens"] * \ (kwargs["tail_right"] - kwargs["tail_left"]) / kwargs["main_width"] cb1 = self._cb1 rb1 = self._rb1 cb1.real = 0 cb1.imag = self.omega_vals cb1.imag *= tail_center # sign is consistent with Topas definition numpy.exp(cb1, tailfn) # shifted center, computed into tailfn rb1[:] = self.omega_vals rb1 *= (tail_eps / 2 / pi) rb1 = numpy.sinc(rb1) tailfn *= rb1 tailfn *= tail_area # normalize rb1[:] = self.omega_vals rb1 *= (main_eps / 2 / pi) rb1 = numpy.sinc(rb1) tailfn += rb1 # add central peak return tailfn def general_tophat(self, name="", width=None): """ a utility to compute a transformed tophat function and save it in a convolver buffer Parameters ---------- name : str the name of the convolver cache buffer to update width : float the width in 2-theta space of the tophat Returns ------- array-like the updated convolver buffer, or *None* if the width was *None* """ if width is None: return None # no convolver flag, conv = self.get_conv(name, width, float) if flag: return conv # already up to date rb1 = self._rb1 rb1[:] = self.omega_vals rb1 *= (width / 2 / pi) conv[:] = numpy.sinc(rb1) return conv # A dictionary of default parameters for conv_emissions, # used to seed a GUI which can harvest this for names, descriptions, and # initial values info_emission = dict( group_name="Incident beam and crystal size", help="this should be help information", param_info=dict( emiss_wavelengths=("wavelengths (m)", (1.58e-10,)), emiss_intensities=("relative intensities", (1.00,)), emiss_lor_widths=("Lorenztian emission fwhm (m)", (1e-13,)), emiss_gauss_widths=("Gaussian emissions fwhm (m)", (1e-13,)), crystallite_size_gauss=( "Gaussian crystallite size fwhm (m)", 1e-6), crystallite_size_lor=( "Lorentzian crystallite size fwhm (m)", 1e-6), ) ) def str_emission(self): """ format the emission spectrum and crystal size information Returns ------- str the formatted information """ dd = self.param_dicts["conv_emission"] if not dd: return "No emission spectrum" dd.setdefault("crystallite_size_lor", 1e10) dd.setdefault("crystallite_size_gauss", 1e10) dd.setdefault("strain_lor", 0) dd.setdefault("strain_gauss", 0) spect = numpy.array(( dd["emiss_wavelengths"], dd["emiss_intensities"], dd["emiss_lor_widths"], dd["emiss_gauss_widths"])) # convert to angstroms, like Topas spect[0] *= 1e10 * self.length_scale_m spect[2] *= 1e13 * self.length_scale_m # milli-angstroms spect[3] *= 1e13 * self.length_scale_m # milli-angstroms nm = 1e9 * self.length_scale_m items = ["emission and broadening:"] items.append("spectrum=\n" + str(spect.transpose())) items.append("crystallite_size_lor (nm): " f"{dd['crystallite_size_lor']*nm:.5g}") items.append("crystallite_size_gauss (nm): " f"{dd['crystallite_size_gauss']*nm:.5g}") items.append(f"strain_lor: {dd['strain_lor']:.5g}") items.append(f"strain_gauss: {dd['strain_gauss']:.5g}") return '\n'.join(items) def conv_emission(self): """ compute the emission spectrum and (for convenience) the particle size widths Returns ------- array-like the convolver for the emission and particle sizes Note: the particle size and strain stuff here is just to be consistent with *Topas* and to be vaguely efficient about the computation, since all of these have the same general shape. """ me = self.get_function_name() # the name of the convolver, as a string kwargs = {} kwargs.update(self.param_dicts[me]) # get all of our parameters kwargs.update(self.param_dicts["conv_global"]) # if the crystallite size and strain parameters are not set, set them # to values that make their corrections disappear kwargs.setdefault("crystallite_size_lor", 1e10) kwargs.setdefault("crystallite_size_gauss", 1e10) kwargs.setdefault("strain_lor", 0) kwargs.setdefault("strain_gauss", 0) # convert arrays to lists for key checking key = {} key.update(kwargs) for k, v in key.items(): if hasattr(v, 'tolist'): key[k] = v.tolist() flag, emiss = self.get_conv(me, key, complex) if flag: return emiss # already up to date epsilon0s = ( 2 * nasin(asarray(kwargs["emiss_wavelengths"])/(2.0*kwargs["d"])) - kwargs["twotheta0"] ) theta = kwargs["twotheta0"] / 2 # Emission profile FWHM + crystallite broadening (scale factors are # Topas choice!) (Lorentzian) # note: the strain broadenings in Topas are expressed in degrees # 2theta, must convert to radians(theta) with pi/360 widths = ( (asarray(kwargs["emiss_lor_widths"]) / asarray(kwargs["emiss_wavelengths"])) * tan(theta) + math.radians(kwargs["strain_lor"]) / 2 * tan(theta) + (asarray(kwargs["emiss_wavelengths"]) / (2*kwargs["crystallite_size_lor"]*cos(theta))) ) # save weighted average width for future reference in periodicity fixer self.lor_widths[me] = sum(widths * kwargs["emiss_intensities"]) / \ sum(kwargs["emiss_intensities"]) # gaussian bits add in quadrature gfwhm2s = ( ((2 * asarray(kwargs["emiss_gauss_widths"]) / asarray(kwargs["emiss_wavelengths"])) * tan(theta))**2 + (math.radians(kwargs["strain_gauss"]) / 2 * tan(theta))**2 + (asarray(kwargs["emiss_wavelengths"]) / (kwargs["crystallite_size_gauss"]*cos(theta)))**2 ) # note that the Fourier transform of a lorentzian with FWHM 2a # is exp(-abs(a omega)) # now, the line profiles in Fourier space have to have phases # carefully handled to put the lines in the right places. # note that the transform of f(x+dx)=exp(i omega dx) f~(x) omega_vals = self.omega_vals for wid, gfwhm2, eps, intens in zip(widths, gfwhm2s, epsilon0s, kwargs["emiss_intensities"]): xvals = numpy.clip(omega_vals * (-wid), -100, 0) sig2 = gfwhm2 / (8 * math.log(2.0)) # convert fwhm**2 to sigma**2 gxv = numpy.clip((sig2 / -2.0) * omega_vals * omega_vals, -100, 0) emiss += numpy.exp(xvals + gxv + complex(0, -eps) * omega_vals) * intens return emiss def conv_flat_specimen(self): """ compute the convolver for the flat-specimen correction Returns ------- array-like the convolver """ me = self.get_function_name() # the name of the convolver, as a string equatorial_divergence_deg = self.param_dicts[ "conv_global"].get("equatorial_divergence_deg", None) if not equatorial_divergence_deg: return None twotheta0 = self.param_dicts["conv_global"]["twotheta0"] key = (twotheta0, equatorial_divergence_deg) flag, conv = self.get_conv(me, key, complex) if flag: return conv # already up to date # Flat-specimen error, from Cheary, Coelho & Cline 2004 NIST eq. 9 & 10 # compute epsm in radians from eq. divergence in degrees # to make it easy to use the axial_helper to compute the function epsm = math.radians(equatorial_divergence_deg)**2 /\ tan(twotheta0/2.0) / 2.0 eqdiv = self._epsb2 eqdiv[:] = 0 dtwoth = (self.twothetasamples[1] - self.twothetasamples[0]) self.axial_helper(destination=eqdiv, outerbound=-epsm, innerbound=0, epsvals=self.epsilon, peakpos=0, k=dtwoth/(2.0*sqrt(epsm))) conv[:] = best_rfft(eqdiv) conv[1::2] *= -1 # flip center return conv def conv_absorption(self): """ compute the sample transparency correction, including the finite-thickness version Returns ------- array-like the convolver """ me = self.get_function_name() # the name of the convolver, as a string kwargs = {} kwargs.update(self.param_dicts[me]) # get all of our parameters if not kwargs: return None kwargs["twotheta0"] = self.param_dicts["conv_global"]["twotheta0"] kwargs["diffractometer_radius"] = self.param_dicts[ "conv_global"]["diffractometer_radius"] flag, conv = self.get_conv(me, kwargs, complex) if flag: return conv # already up to date # absorption, from Cheary, Coelho & Cline 2004 NIST eq. 12, # EXCEPT delta = 1/(2*mu*R) instead of 2/(mu*R) # from Mathematica, unnormalized transform is # (1-exp(epsmin*(i w + 1/delta)))/(i w + 1/delta) delta = sin(kwargs["twotheta0"]) / \ (2 * kwargs["absorption_coefficient"] * kwargs["diffractometer_radius"]) # arg=(1/delta)+complex(0,-1)*omega_vals cb = self._cb1 cb.imag = self.omega_vals cb.imag *= -1 cb.real = 1 / delta numpy.reciprocal(cb, conv) # limit for thick samples=1/(delta*arg) conv *= 1.0 / delta # normalize # rest of transform of function with cutoff if kwargs.get("sample_thickness", None) is not None: epsmin = -2.0 * kwargs["sample_thickness"] * \ cos(kwargs["twotheta0"] / 2.0) / \ kwargs["diffractometer_radius"] cb *= epsmin numpy.expm1(cb, cb) cb *= -1 conv *= cb return conv def conv_displacement(self): """ compute the peak shift due to sample displacement and the *2theta* zero offset Returns ------- array-like the convolver """ me = self.get_function_name() # the name of the convolver, as a string kwargs = self.param_dicts[me] twotheta0 = self.param_dicts["conv_global"]["twotheta0"] diffractometer_radius = self.param_dicts[ "conv_global"]["diffractometer_radius"] specimen_displacement = kwargs.get("specimen_displacement", 0.0) if specimen_displacement is None: specimen_displacement = 0.0 zero_error_deg = kwargs.get("zero_error_deg", 0.0) if zero_error_deg is None: zero_error_deg = 0.0 flag, conv = self.get_conv(me, (twotheta0, diffractometer_radius, specimen_displacement, zero_error_deg), complex) if flag: return conv # already up to date delta = -2 * cos(twotheta0 / 2.0) * \ specimen_displacement / diffractometer_radius conv.real = 0 conv.imag = self.omega_vals # convolver *= numpy.exp(complex(0, -delta-zero_error_deg*pi/180.0) * # omega_vals) conv.imag *= (-delta - math.radians(zero_error_deg) - (twotheta0 - self.twotheta_window_center)) numpy.exp(conv, conv) return conv def conv_receiver_slit(self): """ compute the rectangular convolution for the receiver slit or SiPSD pixel size Returns ------- array-like the convolver """ me = self.get_function_name() # the name of the convolver, as a string # The receiver slit convolution is a top-hat of angular half-width # a=(slit_width/2)/diffractometer_radius # which has Fourier transform of sin(a omega)/(a omega) # NOTE! numpy's sinc(x) is sin(pi x)/(pi x), not sin(x)/x if self.param_dicts[me].get("slit_width", None) is None: return None epsr = (self.param_dicts["conv_receiver_slit"]["slit_width"] / self.param_dicts["conv_global"]["diffractometer_radius"]) return self.general_tophat(me, epsr) def conv_si_psd(self): """ compute the convolver for the integral of defocusing of the face of an Si PSD Returns ------- array-like the convolver """ # omega offset defocussing from Cheary, Coelho & Cline 2004 eq. 15 # expressed in terms of a Si PSD looking at channels with vertical # offset from the center between psd_window_lower_offset and # psd_window_upper_offset do this last, because we may ultimately take # a list of bounds, and return a list of convolutions, for efficiency me = self.get_function_name() # the name of the convolver, as a string kwargs = {} kwargs.update(self.param_dicts[me]) # get all of our parameters if not kwargs: return None kwargs.update(self.param_dicts["conv_global"]) flag, conv = self.get_conv(me, kwargs, float) if flag: return conv # already up to date if not (kwargs["equatorial_divergence_deg"] and kwargs["si_psd_window_bounds"]): # if either of these is zero or None, convolution is trivial conv[:] = 1 return conv psd_lower_win_pos, psd_upper_win_pos = kwargs["si_psd_window_bounds"] dthl = psd_lower_win_pos / kwargs["diffractometer_radius"] dthu = psd_upper_win_pos / kwargs["diffractometer_radius"] alpha = math.radians(kwargs["equatorial_divergence_deg"]) argscale = alpha / (2.0 * tan(kwargs["twotheta0"] / 2)) # WARNING si(x)=integral(sin(x)/x), not integral(sin(pi x)/(pi x)) # i.e. they sinc function is not consistent with the si function # whence the missing pi in the denominator of argscale rb1 = self._rb1 rb2 = self._rb2 rb3 = self._rb3 rb1[:] = self.omega_vals rb1 *= argscale * dthu sici(rb1, conv, rb3) # gets both sine and cosine integral, si in conv if dthl: # no need to do this if the lower bound is 0 rb1[:] = self.omega_vals rb1 *= argscale * dthl sici(rb1, rb2, rb3) # gets sine and cosine integral, si in rb2 conv -= rb2 conv[1:] /= self.omega_vals[1:] conv *= 1 / argscale conv[0] = dthu - dthl # fix 0/0 with proper area return conv def conv_smoother(self): """ compute the convolver to smooth the final result with a Gaussian before downsampling. Returns ------- array-like the convolver """ # create a smoother for output result, independent of real physics, if # wanted me = self.get_function_name() # the name of the convolver, as a string if not self.gaussian_smoother_bins_sigma: return None # no smoothing flag, buf = self.get_conv(me, self.gaussian_smoother_bins_sigma, format=float) if flag: return buf # already computed buf[:] = self.omega_vals buf *= (self.gaussian_smoother_bins_sigma * ( self.twothetasamples[1] - self.twothetasamples[0])) buf *= buf buf *= -0.5 numpy.exp(buf, buf) return buf def compute_line_profile(self, convolver_names=None, compute_derivative=False, return_convolver=False): """ execute all the convolutions; if convolver_names is None, use everything we have, otherwise, use named convolutions. Parameters ---------- convolver_names: list a list of convolvers to select. If *None*, use all found convolvers. compute_derivative: bool if *True*, also return d/dx(function) for peak position fitting Returns ------- object a profile_data object with much information about the peak """ # create a function which is the Fourier transform of the # combined convolutions of all the factors # ="d" if we are using 'd' space, "twotheta" if using twotheta anglemode = self.anglemode # the rough center of the spectrum, used for things which need it. # Copied from global convolver. self.dominant_wavelength = dominant_wavelength = self.param_dicts[ "conv_global"].get("dominant_wavelength", None) if anglemode == "twotheta": twotheta0_deg = self.param_dicts["conv_global"]["twotheta0_deg"] twotheta0 = math.radians(twotheta0_deg) d = dominant_wavelength / (2 * sin(twotheta0 / 2.0)) else: d = self.param_dicts["conv_global"]["d"] twotheta0 = 2 * math.asin(dominant_wavelength / (2.0 * d)) twotheta0_deg = math.degrees(twotheta0) # set these in global namespace self.set_parameters(d=d, twotheta0=twotheta0, twotheta0_deg=twotheta0_deg) if convolver_names is None: convolver_names = self.convolver_funcs.keys() # get all names # run through the name list, and call the convolver to harvest its # result conv_list = [self.convolver_funcs[x]() for x in convolver_names] # now, multiply everything together convolver = self._cb1 # get a complex scratch buffer convolver[:] = 1 # initialize for c in conv_list: # accumulate product if c is not None: convolver *= c if convolver[1].real > 0: # recenter peak! convolver[1::2] *= -1 peak = best_irfft(convolver) # now, use the trick from Mendenhall JQSRT Voigt paper to remove # periodic function correction # JQSRT 105 number 3 July 2007 p. 519 eq. 7 # total lor widths, created by the various colvolvers correction_width = 2 * sum(self.lor_widths.values()) d2p = 2.0 * pi / self.window_fullwidth alpha = correction_width / 2.0 # be consistent with convolver mu = (peak * self.twothetasamples).sum() / peak.sum() # centroid dx = self.twothetasamples - mu eps_corr1 = (math.sinh(d2p * alpha) / self.window_fullwidth) / \ (math.cosh(d2p * alpha) - ncos(d2p * dx)) eps_corr2 = (alpha / pi) / (dx * dx + alpha * alpha) corr = (convolver[0].real / numpy.sum(eps_corr2)) * \ (eps_corr1 - eps_corr2) peak -= corr peak *= self.window_fullwidth / \ (self.twotheta_output_points / self.oversampling) # scale to area if compute_derivative: # this is useful convolver *= self.omega_vals convolver *= complex(0, 1) deriv = best_irfft(convolver) deriv *= self.window_fullwidth / \ (self.twotheta_output_points / self.oversampling) deriv = deriv[::self.oversampling] else: deriv = None result = profile_data(twotheta0_deg=math.degrees(twotheta0), twotheta=self.twothetasamples[ ::self.oversampling], omega_inv_deg=self.omega_inv_deg[ :self.twotheta_output_points // 2 + 1], twotheta_deg=self.twothetasamples_deg[ ::self.oversampling], peak=peak[::self.oversampling], derivative=deriv ) if return_convolver: result.add_symbol( convolver=convolver[:self.twotheta_output_points//2+1]) return result def self_clean(self): """ do some cleanup to make us more compact; Instance can no longer be used after doing this, but can be pickled. """ clean = self._clean_on_pickle pd = dict() pd.update(self.__dict__) for thing in pd: x = getattr(self, thing) if id(x) in clean: delattr(self, thing) # delete extra attributes cautiously, in case we have already been # cleaned for k in ('convolver_funcs', 'convolvers', 'factors', 'convolution_history'): if pd.pop(k, None) is not None: delattr(self, k) def __getstate__(self): """ return information for pickling. Removes transient data from cache of shadow copy so resulting object is fairly compact. This does not affect the state of the actual instance. Returns ------- dict dictionary of sufficient information to reanimate instance. """ # do some cleanup on state before we get pickled # (even if main class not cleaned) clean = self._clean_on_pickle pd = dict() pd.update(self.__dict__) for thing in pd: x = getattr(self, thing) if id(x) in clean: del pd[thing] # delete extra attributes cautiously, in case we have already been # cleaned for k in ('convolver_funcs', 'convolvers', 'factors', 'convolution_history'): pd.pop(k, None) return pd def __setstate__(self, setdict): """ reconstruct class from pickled information This rebuilds the class instance so it is ready to use on unpickling. Parameters ---------- self : FP_Profile an empty class instance setdict : dict dictionary from FP_profile.__getstate__() """ self.__init__(anglemode=setdict["anglemode"], gaussian_smoother_bins_sigma=setdict[ "gaussian_smoother_bins_sigma"], oversampling=setdict["oversampling"] ) for k, v in setdict.items(): setattr(self, k, v) try: s = self self.set_window( twotheta_window_center_deg=s.twotheta_window_center_deg, twotheta_window_fullwidth_deg=s.twotheta_window_fullwidth_deg, twotheta_output_points=s.twotheta_output_points ) # override clearing of this by set_window self.lor_widths = setdict["lor_widths"] except AttributeError: pass class convolver_handler: """ manage the convolvers of on process """ def __init__(self): self.convolvers = [] def add_convolver(self, convolver): self.convolvers.append(convolver) def update_parameters(self, parameters): for c in self.convolvers: for k, v in parameters.items(): if k == 'classoptions': continue c.set_parameters(convolver=k, **v) def set_windows(self, centers, npoints, flag, width): for c, cen, np, f in zip(self.convolvers, centers, npoints, flag): if f: c.set_window(twotheta_output_points=np, twotheta_window_center_deg=cen, twotheta_window_fullwidth_deg=width) def calc(self, run, ttpeaks): """ calculate profile function for selected convolvers Parameters ---------- run : list list of flags of length of convolvers to tell which convolver needs to be run ttpeaks : array-like peak positions for the convolvers Returns ------- list list of profile_data result objects """ results = [] for c, flag, tt in zip(self.convolvers, run, ttpeaks): if flag: c.set_parameters(twotheta0_deg=tt) res = c.compute_line_profile() del res.twotheta, res.omega_inv_deg del res.dictionary, res.derivative results.append(res) else: results.append(None) return results def chunkify(lst, n): return [lst[i::n] for i in range(n)] class manager(BaseManager): pass class PowderDiffraction(PowderExperiment): """ Experimental class for powder diffraction. This class calculates the structure factors of powder diffraction lines and uses instances of FP_profile to perform the convolution with experimental resolution function calculated by the fundamental parameters approach. This class uses multiprocessing to speed up calculation. Set config.NTHREADS=1 to restrict this to one worker process. """ _valid_init_kwargs = copy.copy(PowderExperiment._valid_init_kwargs) _valid_init_kwargs['tt_cutoff'] = '2Theta cut off value in degree' _valid_init_kwargs['fpclass'] = 'FP_profile derived class' _valid_init_kwargs['fpsettings'] = 'settings dictionaries' _valid_init_kwargs['enable_simulation'] = 'flag to enable simulation mode' del _valid_init_kwargs['sampleor'] def __init__(self, mat, **kwargs): """ the class is initialized with a xrayutilities.materials.Crystal instance and calculates the powder intensity and peak positions of the Crystal up to an angle of tt_cutoff. Results are stored in data .... array with intensities ang ..... Bragg angles of the peaks (Theta!) qpos .... reciprocal space position of intensities If `enable_simulation` is set to True the `Convolve` and `Calculate` methods can be used to calculated a powder pattern. Upon such initialization it is strongly recommend to call the `close` method to clean up the multiprocessing threads when no further calculations will be performed. Parameters ---------- mat : Crystal or Powder material for the powder calculation kwargs : dict optional keyword arguments same as for the Experiment base class and: tt_cutoff : float, optional Powder peaks are calculated up to an scattering angle of tt_cutoff (deg) enable_simulation: False, optional enables the initialization of the convolvers. Call `close()` after you are finished with your instance! fpclass : FP_profile FP_profile derived class with possible convolver mixins. (default: FP_profile) fpsettings : dict settings dictionaries for the convolvers. Default settings are loaded from the config file. """ utilities.check_kwargs(kwargs, self._valid_init_kwargs, self.__class__.__name__) if isinstance(mat, materials.Crystal): self.mat = Powder(mat, 1) elif isinstance(mat, Powder): self.mat = mat else: raise TypeError("mat must be an instance of class " "xrayutilities.materials.Crystal or " "xrayutilities.simpack.Powder") self.data = dict() self._tt_cutoff = kwargs.pop('tt_cutoff', 180) self.fpclass = kwargs.pop('fpclass', FP_profile) self.settings = self.load_settings_from_config( kwargs.pop('fpsettings', {})) self.set_sample_parameters() # initialize local settings self._enable_sim = kwargs.pop('enable_simulation', False) PowderExperiment.__init__(self, **kwargs) # number of significant digits, needed to identify equal floats self.digits = 5 # determine if convolvers are isotropic self.isotropic = self.fpclass.isotropic # calculate powder lines position and intensities self.init_powder_lines(self._tt_cutoff) # initialize FP_profile instances (add field to the data dictionary) for h in self.data: self.data[h]['conv'] = self._init_fpprofile(self.fpclass) # set settings in all convolvers self.update_settings(self.settings) self.set_sample_parameters() # set some other class properties self.__tt = None self.__ww = None # initialize multiprocessing if self._enable_sim: self._init_multiprocessing() # set wavelength from class constructor if 'wl' in kwargs: self._set_wavelength_pd(kwargs['wl']) if 'en' in kwargs: self._set_energy_pd(kwargs['en']) if self.settings['global']['geometry'] != 'symmetric': warnings.warn("PowderDiffraction: geometry '%s' not fully " "supported, proceed with caution!" % self.settings['global']['geometry']) def _init_multiprocessing(self): """ initialize multiprocessing for powder pattern calculation """ # The structure of the multiprocessing code is as follows: # There are nproc "manager"s which handle the actual convolver code. # Additionally there are 4 daemon threads which listen for work to be # distributed to the managers. np = config.NTHREADS self.nproc = np if np != 0 else multiprocessing.cpu_count() self.chunks = chunkify(list(self.data), self.nproc) self.next_proc = len(self.data) % self.nproc manager.register("conv", convolver_handler) self.managers = [manager() for idx in range(self.nproc)] self.conv_handlers = [] self.threads = [] self.output_queue = queue.Queue() for idx, mg in enumerate(self.managers): mg.start() m = mg.conv() for h in self.chunks[idx]: m.add_convolver(self.data[h]['conv']) self.conv_handlers.append(m) self.threads.append(( threading.Thread(target=self._send_work, args=(idx, )), queue.Queue(), self.output_queue)) self._running = True for th, _, _ in self.threads: th.daemon = True th.start() atexit.register(self.__stop__) def close(self): self.__stop__() def __stop__(self): self._running = False try: # try/except needed only for python2 compatibility # end daemon threads which distribute the work load for th, q1, _ in self.threads: q1.put(None) th.join() delattr(self, 'threads') # end managers which handle the convolvers delattr(self, 'conv_handlers') for m in self.managers: m.shutdown() delattr(self, 'managers') except AttributeError: pass atexit.unregister(self.__stop__) def load_settings_from_config(self, settings): """ load parameters from the config and update these settings with the options from the settings parameter """ params = dict() for k in config.POWDER: params[k] = dict() params[k].update(config.POWDER[k]) if k in settings: params[k].update(settings[k]) for k in settings: if k not in config.POWDER: params[k] = dict() params[k].update(settings[k]) return params def _init_fpprofile(self, fpclass): """ configure the default parameters of the FP_profile class and return an instance with these settings Parameters ---------- fpclass : FP_profile class with possible mixins which implement more convolvers Returns ------- fpclass instance of fpclass """ classparams = dict() classparams.update(self.settings['classoptions']) classparams.pop('window_width') p = fpclass(**classparams) p.debug_cache = False return p def _set_wavelength_pd(self, wl): PowderExperiment._set_wavelength(self, wl) s = {'emission': {'emiss_wavelengths': self.wavelength*1e-10}} self.update_settings(s) def _set_energy_pd(self, energy): PowderExperiment._set_energy(self, energy) s = {'emission': {'emiss_wavelengths': self.wavelength*1e-10}} self.update_settings(s) energy = property(PowderExperiment._get_energy, _set_energy_pd) wavelength = property(PowderExperiment._get_wavelength, _set_wavelength_pd) def set_wavelength_from_params(self): """ sets the wavelenth in the base class from the settings dictionary of the FP_profile classes and also set it in the 'global' part of the parameters """ if 'emission' in self.settings: pem = self.settings['emission'] if 'emiss_wavelengths' in pem: wl = pem['emiss_wavelengths'][0] self.settings['global']['dominant_wavelength'] = wl for d in self.data.values(): fp = d['conv'] fp.set_parameters(convolver='global', **self.settings['global']) # set wavelength in base class PowderExperiment._set_wavelength(self, wl*1e10) def set_sample_parameters(self): """ load sample parameters from the Powder class and use them in all FP_profile instances of this object """ samplesettings = {} for prop, default in (('crystallite_size_lor', 1e10), ('crystallite_size_gauss', 1e10), ('strain_lor', 0), ('strain_gauss', 0), ('preferred_orientation', (0, 0, 0)), ('preferred_orientation_factor', 1)): samplesettings[prop] = getattr(self.mat, prop, default) self.settings['emission'].update(samplesettings) for d in self.data.values(): fp = d['conv'] fp.set_parameters(convolver='emission', **samplesettings) def update_settings(self, newsettings=None): """ update settings of all instances of FP_profile Parameters ---------- newsettings : dict, optional dictionary with new settings. It has to include one subdictionary for every convolver which should have its settings changed. """ if newsettings is None: return if 'global' in newsettings: if 'dominant_wavelength' in newsettings['global']: print('PowderDiffraction: dominant wavelength is a read only' 'setting \n -> use emission: emiss_wavelength instead') if 'emission' in newsettings: nem = newsettings['emission'] for k in ('emiss_wavelengths', 'emiss_intensities', 'emiss_gauss_widths', 'emiss_lor_widths'): if k in nem: if isinstance(nem[k], numbers.Number): nem[k] = (nem[k], ) for k in newsettings: if k == 'classoptions': continue for d in self.data.values(): fp = d['conv'] fp.set_parameters(convolver=k, **newsettings[k]) if k not in self.settings: self.settings[k] = dict() self.settings[k].update(newsettings[k]) self.set_wavelength_from_params() @property def twotheta(self): return self.__tt @twotheta.setter def twotheta(self, tt): oldtt = self.__tt self.__tt = tt if oldtt is None: self.set_window() elif len(oldtt) != len(self.__tt): self.set_window(force=True) elif not numpy.all(numpy.equal(oldtt, self.__tt)): self.set_window(force=True) @property def window_width(self): return self.__ww @window_width.setter def window_width(self, ww): oldww = self.__ww if ww == 'config': self.__ww = config.POWDER['classoptions']['window_width'] else: self.__ww = ww if oldww != self.__ww: self.set_window(force=True) def set_window(self, force=False): """ sets the calcultion window for all convolvers """ ww = self.window_width tt = self.twotheta if not ww or tt is None: # not all necessary information is set up return npoints = dict() nset = dict() ttmax = tt.max() ttmin = tt.min() for h, d in self.data.items(): ttpeak = 2 * d['ang'] if ttpeak - ww/2 > ttmax or ttpeak + ww/2 < ttmin: continue idx = numpy.argwhere(numpy.logical_and(tt > ttpeak - ww/2, tt < ttpeak + ww/2)) try: np = int(math.ceil(len(idx) / (tt[idx[-1, 0]]-tt[idx[0, 0]]) * ww)) except OverflowError: np = 1 npoints[h] = np if hasattr(d['conv'], 'twotheta_window_center_deg'): fptt = d['conv'].twotheta_window_center_deg if abs(ttpeak-fptt) / ww < 0.25 and not force: continue nset[h] = True else: nset[h] = True # set window in local instances d['conv'].set_window(twotheta_output_points=np, twotheta_window_center_deg=ttpeak, twotheta_window_fullwidth_deg=ww) # set multiprocessing instances for chunk, handler in zip(self.chunks, self.conv_handlers): handler.set_windows([2 * self.data[h]['ang'] for h in chunk], [npoints.get(h, 0) for h in chunk], [nset.get(h, False) for h in chunk], ww) def _send_work(self, idx): """ a threaded block which watches for data and runs computation """ _, qinput, qoutput = self.threads[idx] while self._running: try: settings, run, ttpeaks = qinput.get(True) except TypeError: break handler = self.conv_handlers[idx] handler.update_parameters(settings) results = handler.calc(run, ttpeaks) qoutput.put((idx, results)) # put results on output queue self._running = False def reflection_strength(self, tt_cutoff): """ determine structure factors/reflection strength of all Bragg peaks up to tt_cutoff. This function also implements the March-Dollase model for preferred orientation in the symmetric reflection mode. Note that although this means the sample has anisotropic properties the various lines can still be merged together since at the moment no anisotropic crystal shape is supported. Parameters ---------- tt_cutoff : float upper cutoff value of 2theta until which the reflection strength are calculated Returns ------- ndarray numpy array with field for 'hkl' (Miller indices of the peaks), 'q' (q-position), and 'r' (reflection strength) of the Bragg peaks """ mat = self.mat.material pref_or = self.settings['emission']['preferred_orientation'] r = self.settings['emission']['preferred_orientation_factor'] mode = self.settings['global']['geometry'] ai = self.settings['global']['geometry_incidence_angle'] qmax = 2 * self.k0 * sin(math.radians(tt_cutoff/2)) # get allowed Bragg peaks hkl = tuple(mat.lattice.get_allowed_hkl(qmax)) q = mat.Q(hkl) qnorm = numpy.linalg.norm(q, axis=1) # March-Dollase model for preferred orientation # see http://www.crl.nitech.ac.jp/ar/2013/0711_acrc_ar2013_review.pdf def fdsum(alpha, delta, r, N=8): alpha[alpha == 0] += config.EPSILON # alpha = 0 unstable alpha[alpha == pi] -= config.EPSILON # alpha = pi unstable r3m1 = r**3 - 1 xi0 = -ncos(alpha-delta)/nsqrt(1+(r3m1)*ncos(alpha-delta)**2) xi1 = -ncos(alpha+delta)/nsqrt(1+(r3m1)*ncos(alpha+delta)**2) sad2 = (nsin(alpha) * nsin(delta))**2 cad = ncos(alpha) * ncos(delta) def h(xi): return 1 / nsqrt(sad2 - (cad + xi/nsqrt(1-(r3m1)*xi**2))**2) def w(j, N): return pi/(2*N)*sin((j+0.5)*pi/N) def xi(j, N): return (xi1+xi0)/2 + (xi1-xi0)/2*cos((j+0.5)*pi/N) s = numpy.sum([w(j, N)*h(xi(j, N)) for j in range(N)], axis=0) return r**(3/2) / pi * (xi1-xi0) * s if numpy.all(pref_or == (0, 0, 0)) or r == 1: f = 1 else: alpha = VecAngle(q, mat.Q(pref_or)) if mode == 'symmetric': f = ((r * ncos(alpha))**2 + nsin(alpha)**2/r)**(-3/2) elif mode == 'capillary': f = fdsum(alpha, pi/2, r) elif mode == 'asymmetric': if not isinstance(ai, numbers.Number): raise ValueError("'geometry_incidence_angle' must be a " "number") th = self.Q2Ang(qnorm, deg=False) f = fdsum(alpha, nabs(th-math.radians(ai)), r) else: raise ValueError("xu.simpack.PowderDiffraction: invalid " "geometry mode (%s)" % mode) # assemble return value data = numpy.zeros(len(hkl), dtype=[('q', numpy.double), ('r', numpy.double), ('hkl', numpy.ndarray)]) data['q'] = qnorm data['r'] = nabs(mat.StructureFactorForQ(q, self.energy)) ** 2 * f data['hkl'] = hkl return data def merge_lines(self, data): """ if calculation is isotropic lines at the same q-position can be merged to one line to reduce the calculational effort Parameters ---------- data : ndarray numpy field array with values of 'hkl' (Miller indices of the peaks), 'q' (q-position), and 'r' (reflection strength) as produced by the `reflection_strength` method Returns ------- hkl, q, ang, r : array-like Miller indices, q-position, diffraction angle (Theta), and reflection strength of the material """ data.sort(order=['q', 'hkl']) qpos = [] refstrength = [] hkl = [] def add_lines(q, ref, chkl): for R, m in zip(ref, chkl): qpos.append(q) refstrength.append(R) hkl.append(m) currq = -1 curref = [] currhkl = [] for r in data: if not numpy.isclose(r[0] - currq, 0): add_lines(currq, curref, currhkl) currq = r[0] curref = [r[1], ] currhkl = [r[2], ] else: if self.isotropic: curref[-1] += r[1] currhkl[-1] = r[2] else: # merge lines which are equal according to the crystal # and convolver symmetries added = False for i, m in enumerate(currhkl): if self.mat.material.lattice.isequivalent(m, r[2]): if self.fpclass.isequivalent( m, r[2], self.mat.material.lattice.crystal_system): curref[i] += r[1] added = True if not added: curref.append(r[1]) currhkl.append(r[2]) # add remaining lines add_lines(currq, curref, currhkl) return (hkl, numpy.array(qpos, dtype=numpy.double), self.Q2Ang(qpos), numpy.array(refstrength, dtype=numpy.double)) def correction_factor(self, ang): """ calculate the correction factor for the diffracted intensities. This contains the polarization effects and the Lorentz factor Parameters ---------- ang : aray-like theta diffraction angles for which the correction should be calculated Returns ------- f : array-like array of the same shape as ang containing the correction factors """ # correct data for polarization and lorentzfactor and unit cell volume # see L.S. Zevin : Quantitative X-Ray Diffractometry # page 18ff polarization_factor = (1 + ncos(numpy.radians(2 * ang)) ** 2) / 2 lorentz_factor = 1. / (nsin(numpy.radians(ang)) ** 2 * ncos(numpy.radians(ang))) unitcellvol = self.mat.material.lattice.UnitCellVolume() return polarization_factor * lorentz_factor / unitcellvol ** 2 def init_powder_lines(self, tt_cutoff): """ calculates the powder intensity and positions up to an angle of tt_cutoff (deg) and stores the result in the data dictionary whose structure is as follows: The data dictionary has one entry per line with a unique identifier as key of the entry. The entries themself are dictionaries which have the following entries: * hkl : (h, k, l), Miller indices of the Bragg peak * r : reflection strength of the line * ang : Bragg angle of the peak (theta = 2theta/2!) * qpos : reciprocal space position """ tmp_data = self.reflection_strength(tt_cutoff) hkl, qpos, ang, rs = self.merge_lines(tmp_data) corrfact = self.correction_factor(ang) rs *= corrfact ids = [tuple(idx) for idx in hkl] for i, q, a, r in zip(ids, qpos, ang, rs): active = True if r/rs.max() > config.EPSILON else False self.data[i] = {'qpos': q, 'ang': a, 'r': r, 'active': active} def update_powder_lines(self, tt_cutoff): """ calculates the powder intensity and positions up to an angle of tt_cutoff (deg) and updates the values in: * ids: list of unique identifiers of the powder line * data: array with intensities * ang: bragg angles of the peaks (theta=2theta/2!) * qpos: reciprocal space position of intensities """ tmp_data = self.reflection_strength(tt_cutoff) hkl, qpos, ang, rs = self.merge_lines(tmp_data) corrfact = self.correction_factor(ang) rs *= corrfact ids = [tuple(idx) for idx in hkl] rsmax = rs.max() for h, q, a, r in zip(ids, qpos, ang, rs): active = True if r/rsmax > config.EPSILON else False if h in self.data: self.data[h]['qpos'] = q self.data[h]['ang'] = a self.data[h]['r'] = r self.data[h]['active'] = active else: # new peak needs a new convolver fp = self._init_fpprofile(self.fpclass) for k, v in self.settings.items(): if k == 'classoptions': continue fp.set_parameters(convolver=k, **v) self.data[h] = {'qpos': q, 'ang': a, 'r': r, 'conv': fp, 'active': active} if self._enable_sim: self.conv_handlers[self.next_proc].add_convolver(fp) self.chunks[self.next_proc].append(h) self.next_proc = (self.next_proc + 1) % self.nproc for h in self.data: if h not in ids: # make entry inactive self.data[h]['active'] = False def Convolve(self, twotheta, window_width='config', mode='multi'): """ convolute the powder lines with the resolution function and map them onto the twotheta positions. This calculates the powder pattern excluding any background contribution Parameters ---------- twotheta : array-like two theta values at which the powder pattern should be calculated. window_width : float, optional width of the calculation window of a single peak mode : {'multi, 'local'}, optional multiprocessing mode, either 'multi' to use multiple processes or 'local' to restrict the calculation to a single process Note: Bragg peaks are only included up to tt_cutoff set in the class constructor! Returns ------- output intensity values for the twotheta values given in the input """ if self._enable_sim: t_start = time.time() out = numpy.zeros_like(twotheta) tt = self.twotheta = twotheta self.window_width = window_width ww = self.window_width ttmax = tt.max() ttmin = tt.min() # check if twotheta range extends above tt_cutoff if ttmax > self._tt_cutoff: warnings.warn('twotheta range is larger then tt_cutoff. ' 'Possibly Bragg peaks in the convolution range ' 'are not considered!') if mode == 'local': for h, d in self.data.items(): if not d['active']: continue ttpeak = 2 * d['ang'] # check if peak is in data range to be calculated if ttpeak - ww/2 > ttmax or ttpeak + ww/2 < ttmin: continue idx = numpy.argwhere(numpy.logical_and(tt > ttpeak - ww/2, tt < ttpeak + ww/2)) d['conv'].set_parameters(twotheta0_deg=ttpeak) result = d['conv'].compute_line_profile() out[idx] += numpy.interp(tt[idx], result.twotheta_deg, result.peak*d['r'], left=0, right=0) else: # prepare multiprocess calculation for idx, chunk in enumerate(self.chunks): run = [] ttpeaks = [] for h in chunk: ttpeak = 2 * self.data[h]['ang'] ttpeaks.append(ttpeak) if (ttpeak - ww/2 > ttmax or ttpeak + ww/2 < ttmin): run.append(False) else: run.append(True) if not self.data[h]['active']: run[-1] = False # start calculation in other processes self.threads[idx][1].put((self.settings, run, ttpeaks)) gotit = set(range(self.nproc)) while gotit: # receive ready calculations idx, res = self.output_queue.get(True) chunk = self.chunks[idx] for h, r in zip(chunk, res): if r is None: continue ttpeak = 2 * self.data[h]['ang'] mask = numpy.argwhere( numpy.logical_and(tt > ttpeak - ww/2, tt < ttpeak + ww/2)) out[mask] += numpy.interp(tt[mask], r.twotheta_deg, r.peak*self.data[h]['r'], left=0, right=0) gotit.discard(idx) # got that result, don't expect more if config.VERBOSITY >= config.INFO_ALL: print("XU.Powder.Convolute: exec time=", time.time() - t_start) return out print("XU.Powder: not initialized for calculation -> exiting!") return None def Calculate(self, twotheta, **kwargs): """ calculate the powder diffraction pattern including convolution with the resolution function and map them onto the twotheta positions. This also performs the calculation of the peak intensities from the internal material object Parameters ---------- twotheta : array-like two theta values at which the powder pattern should be calculated. kwargs : dict additional keyword arguments are passed to the Convolve function Returns ------- array-like output intensity values for the twotheta values given in the input Notes ----- Bragg peaks are only included up to tt_cutoff set in the class constructor! """ if self._enable_sim: self.set_sample_parameters() self.update_powder_lines(self._tt_cutoff) self.set_window() return self.Convolve(twotheta, **kwargs) print("XU.Powder: not initialized for calculation -> exiting!") return None def __str__(self): """ Prints out available information about the material and reflections """ ostr = "Powder diffraction object\n" ostr += "-------------------------\n" ostr += self.mat.__repr__() + "\n" ostr += "Lattice:\n" + self.mat.material.lattice.__str__() rmax = 0 for d in self.data.values(): if d['r'] > rmax: rmax = d['r'] ostr += "\nReflections:\n" ostr += "------------\n" ostr += (" h k l | tth | |Q| |" "Int | Int (%)\n") ostr += (" ------------------------------------" "---------------------------\n") for h, d in sorted(self.data.items(), key=lambda t: t[1]['ang']): if d['active']: ostr += ("%15s %8.4f %8.3f %10.2f %10.2f\n" % (h.__str__(), 2 * d['ang'], d['qpos'], d['r'], d['r'] / rmax * 100.)) if self._enable_sim: ostr += "Settings: " + str(self.settings) return ostr ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/powdermodel.py0000644000175100002000000005541014742413365023622 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2017-2023 Dominik Kriegner import numbers from math import sqrt import lmfit import numpy from scipy import interpolate from .. import utilities from .powder import PowderDiffraction from .smaterials import PowderList class PowderModel: """ Class to help with powder calculations for multiple materials. For basic calculations the Powder class together with the Fundamental parameters approach is used. """ def __init__(self, *args, **kwargs): """ constructor for a powder model. The arguments consist of a PowderList or individual Powder(s). Optional parameters are specified in the keyword arguments. Parameters ---------- args : PowderList or Powders either one PowderList or several Powder objects can be given kwargs : dict optional parameters for the simulation. supported are: fpclass : FP_profile, optional derived class with possible convolver mixins. (default: FP_profile) fpsettings : dict settings dictionaries for the convolvers. Default settings are loaded from the config file. I0 : float, optional scaling factor for the simulation result Notes ----- - After the end-of-use it is advisable to call the `close()` method to cleanup the multiprocessing calculation! - In particular interesting keys in the fpsettings dictionary are listed in the following. Note that this a short excerpt of the full functionality: - 'displacement'-dictionary with keys: - 'specimen_displacement': sample's z-displacement from the rotation center - 'zero_error_deg': zero error of the 2theta angle - 'absorption'-dictionary with keys: - 'sample_thickness': sample thickness (m), - 'absorption_coefficient': sample's absorption (m^-1) - 'axial'-dictionary with keys: - 'length_sample': sample length in the axial direction (m) """ if len(args) == 1 and isinstance(args[0], PowderList): self.materials = args[0] else: self.materials = PowderList(f'{self.__class__.__name__} List', *args) self.I0 = kwargs.pop('I0', 1.0) self.pdiff = [] kwargs['enable_simulation'] = True for mat in self.materials: self.pdiff.append(PowderDiffraction(mat, **kwargs)) # default background self._bckg_type = 'polynomial' self._bckg_pol = [0, ] def set_parameters(self, params): """ set simulation parameters of all subobjects Parameters ---------- params : dict settings dictionaries for the convolvers. """ # set parameters for each convolver for pd in self.pdiff: pd.update_settings(params) def set_lmfit_parameters(self, lmparams): """ function to update the settings of this class during an least squares fit Parameters ---------- lmparams : lmfit.Parameters lmfit Parameters list of sample and instrument parameters """ pv = lmparams.valuesdict() settings = dict() h = list(self.pdiff[0].data)[0] fp = self.pdiff[0].data[h]['conv'].convolvers for conv in fp: name = conv[5:] settings[name] = dict() self.I0 = pv.pop('primary_beam_intensity', 1) set_splbkg = False spliney = {} for p in pv: if p.startswith('phase_'): # sample phase parameters midx = 0 for i, name in enumerate(self.materials.namelist): if p.find(name) > 0: midx = i name = self.materials.namelist[midx] attrname = p[p.find(name) + len(name) + 1:] setattr(self.materials[midx], attrname, pv[p]) elif p.startswith('background_coeff'): self._bckg_pol[int(p.split('_')[-1])] = pv[p] elif p.startswith('background_spl_coeff'): set_splbkg = True spliney[int(p.split('_')[-1])] = pv[p] else: # instrument parameters for k in settings: if p.startswith(k): slist = p[len(k) + 1:].split('_') if len(slist) > 2 and slist[-2] == 'item': name = '_'.join(slist[:-2]) if slist[-1] == '0': settings[k][name] = [] settings[k][name].append(pv[p]) else: name = p[len(k) + 1:] settings[k][name] = pv[p] break if set_splbkg: self._bckg_spline = interpolate.InterpolatedUnivariateSpline( self._bckg_spline._data[0], [spliney[k] for k in sorted(spliney)], ext=0) self.set_parameters(settings) def create_fitparameters(self): """ function to create a fit model with all instrument and sample parameters. Returns ------- lmfit.Parameters """ params = lmfit.Parameters() # sample phase parameters for mat, name in zip(self.materials, self.materials.namelist): for k in mat.__dict__: attr = getattr(mat, k) if isinstance(attr, numbers.Number): params.add('_'.join(('phase', name, k)), value=attr, vary=False) # instrument parameters settings = self.pdiff[0].settings for pg in settings: for p in settings[pg]: val = settings[pg][p] if p == 'dominant_wavelength' and pg == 'global': # wavelength must be fit using emission_emiss_wavelength continue if isinstance(val, numbers.Number): params.add('_'.join((pg, p)), value=val, vary=False) elif isinstance(val, (numpy.ndarray, tuple, list)): for j, item in enumerate(val): params.add('_'.join((pg, p, 'item_%d' % j)), value=item, vary=False) # other global parameters params.add('primary_beam_intensity', value=self.I0, vary=False) if self._bckg_type == 'polynomial': for i, coeff in enumerate(self._bckg_pol): params.add('background_coeff_%d' % i, value=coeff, vary=False) elif self._bckg_type == 'spline': for i, coeff in enumerate(self._bckg_spline._data[1]): params.add('background_spl_coeff_%d' % i, value=coeff, vary=False) return params def set_background(self, btype, **kwargs): """ define background as spline or polynomial function Parameters ---------- btype : {polynomial', 'spline'} background type; Depending on this value the expected keyword arguments differ. kwargs : dict optional keyword arguments x : array-like, optional x-values (twotheta) of the background points (if btype='spline') y : array-like, optional intensity values of the background (if btype='spline') p : array-like, optional polynomial coefficients from the highest degree to the constant term. len of p decides about the degree of the polynomial (if btype='polynomial') """ if btype == 'spline': self._bckg_spline = interpolate.InterpolatedUnivariateSpline( kwargs.get('x'), kwargs.get('y'), ext=0) elif btype == 'polynomial': self._bckg_pol = list(kwargs.get('p')) else: raise ValueError("btype must be either 'spline' or 'polynomial'") self._bckg_type = btype def simulate(self, twotheta, **kwargs): """ calculate the powder diffraction pattern of all materials and sum the results based on the relative volume of the materials. Parameters ---------- twotheta : array-like positions at which the powder pattern should be evaluated kwargs : dict optional keyword arguments background : array-like an array of background values (same shape as twotheta) if no background is given then the background is calculated as previously set by the set_background function or is 0. further keyword arguments are passed to the Convolve function of of the PowderDiffraction objects Returns ------- array-like summed powder diffraction intensity of all materials present in the model """ inte = numpy.zeros_like(twotheta) background = kwargs.pop('background', None) if background is None: if self._bckg_type == 'spline': background = self._bckg_spline(twotheta) else: background = numpy.polyval(self._bckg_pol, twotheta) totalvol = sum(pd.mat.volume for pd in self.pdiff) for pd in self.pdiff: inte += pd.Calculate(twotheta, **kwargs) * pd.mat.volume / totalvol return self.I0 * inte + background def fit(self, params, twotheta, data, std=None, maxfev=200): """ make least squares fit with parameters supplied by the user Parameters ---------- params : lmfit.Parameters object with all parameters set as intended by the user twotheta : array-like angular values for the fit data : array-like experimental intensities for the fit std : array-like standard deviation of the experimental data. if 'None' the sqrt of the data will be used maxfev: int maximal number of simulations during the least squares refinement Returns ------- lmfit.MinimizerResult """ def residual(pars, tt, data, weight): """ residual function for lmfit Minimizer routine Parameters ---------- pars : lmfit.Parameters fit Parameters tt : array-like array of twotheta angles data : array-like experimental data, same shape as tt eps : array-like experimental error bars, shape as tt """ # set parameters in this instance self.set_lmfit_parameters(pars) # run simulation model = self.simulate(tt) return (model - data) * weight if std is None: weight = numpy.reciprocal(numpy.sqrt(data)) else: weight = numpy.reciprocal(std) weight[numpy.isinf(weight)] = 1 self.minimizer = lmfit.Minimizer(residual, params, fcn_args=(twotheta, data, weight)) fitres = self.minimizer.minimize(max_nfev=maxfev) self.set_lmfit_parameters(fitres.params) return fitres def plot(self, twotheta, showlines=True, label='simulation', color=None, formatspec='-', lcolors=None, ax=None, **kwargs): """ plot the powder diffraction pattern and indicate line positions for all components in the model. Parameters ---------- twotheta : array-like positions at which the powder pattern should be evaluated showlines : bool, optional flag to decide if peak positions of the components will be shown on the top of the plot label : str line label in the plot color : matplotlib color or None the color used for the line plot of the simulation formatspec : str format specifier of the simulation curve lcolors : list of matplotlib colors colors for the line indicators for the various components ax : matplotlib.axes or None axes object to be used for plotting, if its given no axes decoration like labels are set. Further keyword arguments are passed to the simulate method. Returns ------- matplotlib.axes object or None if matplotlib is not available """ plot, plt = utilities.import_matplotlib_pyplot('XU.simpack') if not plot: return None if ax is None: fig, iax = plt.subplots() iax.set_xlabel(r"$2\theta$ (°)") iax.set_ylabel(r"Intensity") iax.set_xlim(twotheta.min(), twotheta.max()) else: fig = ax.figure iax = ax plotkwargs = dict(label=label) if color is not None: plotkwargs['color'] = color iax.plot(twotheta, self.simulate(twotheta, **kwargs), formatspec, **plotkwargs) if showlines: from matplotlib.colors import is_color_like from mpl_toolkits.axes_grid1 import make_axes_locatable divider = make_axes_locatable(iax) taxlist = [] lineslist = [] annotlist = [] settings = self.pdiff[0].settings wavelengths = settings['emission']['emiss_wavelengths'] intensities = settings['emission']['emiss_intensities'] for i, pd in enumerate(self.pdiff): tax = divider.append_axes("top", size="6%", pad=0.05, sharex=iax) if lcolors: c = lcolors[i % len(lcolors)] elif len(self.pdiff) == 1: if is_color_like(color): c = color elif is_color_like(formatspec[-1]): c = formatspec[-1] else: c = 'C0' else: c = f'C{i}' lw = 2 wllist = [] for wl, inte in zip(wavelengths, intensities): q = [pd.data[h]['qpos'] for h in pd.data] tt = pd.Q2Ang(q, wl=1e10*wl)*2 lw *= inte lines = tax.vlines(tt, 0, 1, colors=c, linewidth=lw) wllist.append(lines) plt.setp(tax.get_xticklabels(), visible=False) plt.setp(tax.get_yticklabels(), visible=False) plt.setp(tax.get_yticklines(), visible=False) annot = tax.annotate( "", xy=(0, 0), xytext=(20, 0), textcoords="offset points", bbox=dict(boxstyle="round,pad=0.1", fc="w", alpha=0.8), arrowprops=dict(arrowstyle="->"), fontsize='x-small') annot.set_visible(False) # next line important to avoid zorder issues tax.figure.texts.append(tax.texts[-1]) taxlist.append(tax) lineslist.append(wllist) annotlist.append(annot) def update_annot(pd, annot, lines, ind): h = list(pd.data)[ind] x = 2*pd.data[h]['ang'] y = 0.5 annot.xy = (x, y) text = f"{pd.mat.name}: {h[0]} {h[1]} {h[2]}" annot.set_text(text) annot.get_bbox_patch().set_edgecolor(lines.get_color()[0]) annot.set_zorder(10) def hover(event): for pd, tax, annot, wllist in zip(self.pdiff, taxlist, annotlist, lineslist): vis = annot.get_visible() if event.inaxes == tax: for lines in wllist: cont, ind = lines.contains(event) if cont: update_annot(pd, annot, lines, ind['ind'][0]) annot.set_visible(True) fig.canvas.draw_idle() return if vis: annot.set_visible(False) fig.canvas.draw_idle() return def click(event): for pd, tax, _, wllist in zip(self.pdiff, taxlist, annotlist, lineslist): if event.inaxes == tax: for lines in wllist: cont, ind = lines.contains(event) if cont: h = list(pd.data)[ind['ind'][0]] text = (f'{pd.mat.name}: {h[0]} {h[1]} {h[2]};' f' 2Theta = ') for wl in wavelengths: tt = 2 * pd.Q2Ang(pd.data[h]['qpos'], wl=1e10*wl) text += f'{tt:.4f}°, ' print(text[:-2]) return fig.canvas.mpl_connect("motion_notify_event", hover) fig.canvas.mpl_connect("button_press_event", click) if ax is None: fig.tight_layout() return iax def close(self): for pd in self.pdiff: pd.close() def __str__(self): """ string representation of the PowderModel """ ostr = "PowderModel {\n" ostr += f"I0: {self.I0:f}\n" ostr += str(self.materials) ostr += "}" return ostr def Rietveld_error_metrics(exp, sim, weight=None, std=None, Nvar=0, disp=False): """ calculates common error metrics for Rietveld refinement. Parameters ---------- exp : array-like experimental datapoints sim : array-like simulated data weight : array-like, optional weight factor in the least squares sum. If it is None the weight is estimated from the counting statistics of 'exp' std : array-like, optional standard deviation of the experimental data. alternative way of specifying the weight factor. when both are given weight overwrites std! Nvar : int, optional number of variables in the refinement disp : bool, optional flag to tell if a line with the calculated values should be printed. Returns ------- M, Rp, Rwp, Rwpexp, chi2: float """ if weight is None and std is None: weight = numpy.reciprocal(exp) elif weight is None: weight = numpy.reciprocal(std**2) weight[numpy.isinf(weight)] = 1 M = numpy.sum((exp - sim)**2 * weight) Rp = numpy.sum(numpy.abs(exp - sim))/numpy.sum(exp) Rwp = sqrt(M / numpy.sum(weight * exp**2)) chi2 = M / (len(exp) - Nvar) Rwpexp = Rwp / sqrt(chi2) if disp: print(f"Rp={Rp:.4f} Rwp={Rwp:.4f} Rwpexp={Rwpexp:.4f} chi2={chi2:.4f}") return M, Rp, Rwp, Rwpexp, chi2 def plot_powder(twotheta, exp, sim, mask=None, scale='sqrt', fig='XU:powder', show_diff=True, show_legend=True, labelexp='experiment', labelsim='simulation', formatexp='.-k', formatsim='-r'): """ Convenience function to plot the comparison between experimental and simulated powder diffraction data Parameters ---------- twotheta : array-like angle values used for the x-axis of the plot (deg) exp : array-like experimental data (same shape as twotheta). If None only the simulation and no difference will be plotted sim : array-like or PowderModel simulated data or PowderModel instance. If a PowderModel instance is given the plot-method of PowderModel is used. mask : array-like, optional mask to reduce the twotheta values to the be used as x-coordinates of sim scale : {'linear', 'sqrt', 'log'}, optional string specifying the scale of the y-axis. fig : str or int, optional matplotlib figure name (figure will be cleared!) show_diff : bool, optional flag to specify if a difference curve should be shown show_legend: bool, optional flag to specify if a legend should be shown labelexp : str plot label (legend entry) for the experimental data labelsim : str plot label for the simulation data formatexp : str format specifier for the experimental data formatsim : str format specifier for the simulation curve Returns ------- List of lines in the plot. Empty list in case matplotlib can't be imported """ plot, plt = utilities.import_matplotlib_pyplot('XU.simpack') if not plot: return [] if scale == 'sqrt': from ..mpl_helper import SqrtAllowNegScale # noqa: F401 f = plt.figure(fig, figsize=(10, 7)) f.clf() ax = plt.subplot(111) if exp is not None: ax.plot(twotheta, exp, formatexp, label=labelexp) if mask is None: mask = numpy.ones_like(twotheta, dtype=bool) if isinstance(sim, PowderModel): simdata = sim.simulate(twotheta[mask]) sim.plot(twotheta[mask], label=labelsim, formatspec=formatsim, ax=ax) else: simdata = sim ax.plot(twotheta[mask], simdata, formatsim, label=labelsim) if show_diff and exp is not None: # plot error between simulation and experiment ax.plot(twotheta[mask], exp[mask]-simdata, '.-', color='0.5', label='difference') ax.set_xlabel('2Theta (deg)') ax.set_ylabel('Intensity') lines = ax.get_lines() if show_legend: plt.figlegend(lines, [line.get_label() for line in lines], loc='upper right', frameon=True) ax.set_yscale(scale) f.tight_layout() return lines ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/simpack/smaterials.py0000644000175100002000000004147314742413365023451 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2016-2023 Dominik Kriegner import collections.abc import copy import numbers import numpy from .. import utilities from ..materials import Crystal, PseudomorphicMaterial from ..math import CoordinateTransform, Transform def _multiply(a, b): """ implement multiplication of SMaterial and MaterialList with integer """ if not isinstance(b, int): raise TypeError("unsupported operand type(s) for *: " "'%s' and '%s'" % (type(a), type(b))) if b < 1: raise ValueError("multiplication factor needs to be positive!") m = MaterialList('%d * (%s)' % (b, a.name), a) for _ in range(b-1): m.append(copy.deepcopy(a)) return m class SMaterial: """ Simulation Material. Extends the xrayutilities Materials by properties needed for simulations """ def __init__(self, material, name=None, **kwargs): """ initialize a simulation material by specifiying its Material and optional other properties Parameters ---------- material : Material (Crystal, or Amorphous) Material object containing optical/crystal properties of for the simulation; a deepcopy is used internally. name : str, optional name of the material used in the simulations kwargs : dict optional properties of the material needed for the simulation """ if name is not None: self.name = utilities.makeNaturalName(name, check=True) else: self.name = utilities.makeNaturalName(material.name, check=True) self.material = copy.deepcopy(material) for kw in kwargs: setattr(self, kw, kwargs[kw]) @property def material(self): return self._material @material.setter def material(self, material): self._material = material if isinstance(material, Crystal): self._structural_params = [] # make lattice parameters attributes for param, value in material.lattice.free_parameters.items(): self._structural_params.append(param) setattr(self, param, value) # make attributes from atom positions for i, wp in enumerate(material.lattice._wbase): if wp[1][1] is not None: for j, p in enumerate(wp[1][1]): name = '_'.join(('at%d' % i, wp[0].name, wp[1][0], str(j), 'pos')) self._structural_params.append(name) setattr(self, name, p) # make attributes from atom occupations for i, wp in enumerate(material.lattice._wbase): name = '_'.join(('at%d' % i, wp[0].name, wp[1][0], 'occupation')) self._structural_params.append(name) setattr(self, name, wp[2]) # make attributes from Debye waller exponents for i, wp in enumerate(material.lattice._wbase): name = '_'.join(('at%d' % i, wp[0].name, wp[1][0], 'biso')) self._structural_params.append(name) setattr(self, name, wp[3]) def __setattr__(self, name, value): object.__setattr__(self, name, value) if hasattr(self, 'material'): if isinstance(self.material, Crystal): if name in self.material.lattice.free_parameters: setattr(self.material.lattice, name, value) if name.startswith('at'): nsplit = name.split('_') idx = int(nsplit[0][2:]) wp = self.material.lattice._wbase[idx] # wyckoff position parameter if nsplit[-1] == 'pos': pidx = int(nsplit[-2]) wyckpos = (wp[1][0], list(wp[1][1])) wyckpos[1][pidx] = value self.material.lattice._wbase[idx] = (wp[0], wyckpos, wp[2], wp[3]) # site occupation if nsplit[-1] == 'occupation': self.material.lattice._wbase[idx] = (wp[0], wp[1], value, wp[3]) # site DW exponent if nsplit[-1] == 'biso': self.material.lattice._wbase[idx] = (wp[0], wp[1], wp[2], value) def __radd__(self, other): return MaterialList(f'{other.name} + {self.name}', other, self) def __add__(self, other): return MaterialList(f'{self.name} + {other.name}', self, other) def __mul__(self, other): return _multiply(self, other) __rmul__ = __mul__ def __repr__(self): s = f'{self.__class__.__name__}-{self.name} (' for k in self.__dict__: if k not in ('name', '_material', '_structural_params'): v = getattr(self, k) if isinstance(v, numbers.Number): s += f'{k}: {v:.5g}, ' else: s += f'{k}: {v}, ' return s + ')' class MaterialList(collections.abc.MutableSequence): """ class representing the basics of a list of materials for simulations within xrayutilities. It extends the built in list type. """ def __init__(self, name, *args): if not isinstance(name, str): raise TypeError("'name' argument must be a string") self.name = name self.list = list() self.namelist = list() self.extend(list(args)) def check(self, v): if not isinstance(v, SMaterial): raise TypeError('%s can only contain SMaterial as entries!' % self.__class__.__name__) def _set_unique_name(self, v): if v.name in self.namelist: splitname = v.name.split('_') if len(splitname) > 1: try: num = int(splitname[-1]) basename = '_'.join(splitname[:-1]) except ValueError: num = 1 basename = v.name else: num = 1 basename = v.name name = f'{basename}_{num:d}' while name in self.namelist: num += 1 name = f'{basename}_{num:d}' v.name = name return v.name def __len__(self): return len(self.list) def __getitem__(self, i): return self.list[i] def __delitem__(self, i): del self.list[i] def __setitem__(self, i, v): self.check(v) self.namelist[i] = self._set_unique_name(v) self.list[i] = v def insert(self, i, v): if isinstance(v, MaterialList): vs = v else: vs = [v, ] for j, val in enumerate(vs): self.check(val) self.namelist.insert(i+j, self._set_unique_name(val)) self.list.insert(i+j, val) def __radd__(self, other): ml = MaterialList(f'{other.name} + {self.name}') ml.append(other) ml.append(self) return ml def __add__(self, other): ml = MaterialList(f'{self.name} + {other.name}') ml.append(self) ml.append(other) return ml def __mul__(self, other): return _multiply(self, other) __rmul__ = __mul__ def __str__(self): layer = ',\n '.join([str(entry) for entry in self.list]) s = f'{self.name} [\n {layer}\n]' return s def __repr__(self): return self.name class Layer(SMaterial): """ Object describing part of a thin film sample. The properties of a layer are : Attributes ---------- material : Material (Crystal or Amorhous) an xrayutilties material describing optical and crystal properties of the thin film thickness : float film thickness in angstrom """ _valid_init_kwargs = { 'name': 'Custom name of the Layer', 'roughness': 'root mean square roughness', 'density': 'density in kg/m^3', 'relaxation': 'degree of relaxation', 'lat_correl': 'lateral correlation length' } def __init__(self, material, thickness, **kwargs): """ constructor for the material saving its properties Parameters ---------- material : Material (Crystal or Amorhous) an xrayutilties material describing optical and crystal properties of the thin film thickness : float film thickness in angstrom kwargs : dict optional keyword arguments with further layer properties. roughness : float, optional root mean square roughness of the top interface in angstrom density : float, optional density of the material in kg/m^3; If not specified the density of the material will be used. relaxation : float, optional the degree of relaxation in case of crystalline thin films lat_correl : float, optional the lateral correlation length for diffuse reflectivity calculations """ utilities.check_kwargs(kwargs, self._valid_init_kwargs, self.__class__.__name__) kwargs['thickness'] = thickness super().__init__(material, **kwargs) def __getattr__(self, name): """ return default values for properties if they were not set """ if name == "density": return self.material.density if name == "roughness": return 0 if name == "lat_correl": return numpy.inf if name == "relaxation": return 1 return super().__getattribute__(name) class LayerStack(MaterialList): """ extends the built in list type to enable building a stack of Layer by various methods. """ def check(self, v): if not isinstance(v, Layer): raise TypeError('LayerStack can only contain Layer as entries!') class CrystalStack(LayerStack): """ extends the built in list type to enable building a stack of crystalline Layers by various methods. """ def check(self, v): super().check(v) if not isinstance(v.material, Crystal): raise TypeError('CrystalStack can only contain crystalline Layers' ' as entries!') class GradedLayerStack(CrystalStack): """ generates a sequence of layers with a gradient in chemical composition """ def __init__(self, alloy, xfrom, xto, nsteps, thickness, **kwargs): """ constructor for a graded buffer of the material 'alloy' with chemical composition from 'xfrom' to 'xto' with 'nsteps' number of sublayers. The total thickness of the graded buffer is 'thickness' Parameters ---------- alloy : function Alloy function which allows to create a material with chemical composition 'x' by alloy(x) xfrom, xto : float chemical composition from the bottom to top nsteps : int number of sublayers in the graded buffer thickness : float total thickness of the graded stack """ nfrom = alloy(xfrom).name nto = alloy(xto).name super().__init__('(' + nfrom + '-' + nto + ')') for x in numpy.linspace(xfrom, xto, nsteps): layer = Layer(alloy(x), thickness/nsteps, **kwargs) self.append(layer) class PseudomorphicStack001(CrystalStack): """ generate a sequence of pseudomorphic crystalline Layers. Surface orientation is assumed to be 001 and materials must be cubic/tetragonal. """ trans = Transform(numpy.identity(3)) def make_epitaxial(self, i): """Make the i-th sublayer pseudomorphic to the layer below.""" layer = self.list[i] if i == 0: return psub = self.list[i-1].material mpseudo = PseudomorphicMaterial(psub, layer.material, layer.relaxation, trans=self.trans) self.list[i].material = mpseudo def __delitem__(self, i): del self.list[i] for j in range(i, len(self)): self.make_epitaxial(j) def __setitem__(self, i, v): self.check(v) self.namelist[i] = self._set_unique_name(v) self.list[i] = v for j in range(i, len(self)): self.make_epitaxial(j) def insert(self, i, v): if isinstance(v, MaterialList): vs = v else: vs = [v, ] for j, val in enumerate(vs): self.check(val) self.namelist.insert(i+j, self._set_unique_name(val)) self.list.insert(i+j, copy.copy(val)) for k in range(i+j, len(self)): self.make_epitaxial(k) class PseudomorphicStack111(PseudomorphicStack001): """ generate a sequence of pseudomorphic crystalline Layers. Surface orientation is assumed to be 111 and materials must be cubic. """ trans = CoordinateTransform((1, -1, 0), (1, 1, -2), (1, 1, 1)) class Powder(SMaterial): """ Object describing part of a powder sample. The properties of a powder are: Attributes ---------- material : Crystal an xrayutilties material (Crystal) describing optical and crystal properties of the powder volume : float powder's volume (in pseudo units, since only the relative volume enters the calculation) crystallite_size_lor : float, optional Lorentzian crystallite size fwhm (m) crystallite_size_gauss : float, optional Gaussian crystallite size fwhm (m) strain_lor : float, optional extra peak width proportional to tan(theta) strain_gauss : float, optional extra peak width proportional to tan(theta) preferred_orientation : tuple, optional HKL of the preferred orientation preferred_orientation_factor : float, optional March-Dollase preferred orientation factor: < 1 for platy crystallits , > 1 for rod-like crystallites, and = 1 for random orientation of crystallites. """ _valid_init_kwargs = { 'name': 'Custom name of the Powder', 'crystallite_size_lor': 'Lorentzian crystallite size', 'crystallite_size_gauss': 'Gaussian crystallite size', 'strain_lor': 'microstrain broadening', 'strain_gauss': 'microstrain broadening', 'preferred_orientation': 'HKL of the preferred orientation', 'preferred_orientation_factor': 'March-Dollase preferred orientation factor' } def __init__(self, material, volume, **kwargs): """ constructor for the material saving its properties Parameters ---------- material : Crystal an xrayutilties material (Crystal) describing optical and crystal properties of the powder volume : float powder's volume (in pseudo units, since only the relative volume enters the calculation) kwargs : dict optional keyword arguments with further powder properties. crystallite_size_lor : float, optional Lorentzian crystallite size fwhm (m) crystallite_size_gauss : float, optional Gaussian crystallite size fwhm (m) strain_lor, strain_gauss : float, optional extra peak width proportional to tan(theta); typically interpreted as microstrain broadening """ utilities.check_kwargs(kwargs, self._valid_init_kwargs, self.__class__.__name__) kwargs['volume'] = volume super().__init__(material, **kwargs) class PowderList(MaterialList): """ extends the built in list type to enable building a list of Powder by various methods. """ def check(self, v): if not isinstance(v, Powder): raise TypeError('PowderList can only contain Powder as entries!') ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/utilities.py0000644000175100002000000001130514742413365021660 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2020, 2023 Dominik Kriegner """ xrayutilities utilities contains a conglomeration of useful functions which do not fit into one of the other files """ import fractions import math import numpy from . import config from .utilities_noconf import (ABC, check_kwargs, en2lam, # noqa: F401 energies, energy, exchange_filepath, exchange_path, is_valid_variable_name, lam2en, makeNaturalName, wavelength) def import_matplotlib_pyplot(funcname='XU'): """ lazy import function of matplotlib.pyplot Parameters ---------- funcname : str identification string of the calling function Returns ------- flag : bool the flag is True if the loading was successful and False otherwise. pyplot On success pyplot is the matplotlib.pyplot package. """ try: from matplotlib import pyplot as plt return True, plt except ImportError: if config.VERBOSITY >= config.INFO_LOW: print(f"{funcname}: Warning: plot functionality not available") return False, None def import_mayavi_mlab(funcname='XU'): """ lazy import function of mayavi.mlab Parameters ---------- funcname : str identification string of the calling function Returns ------- flag : bool the flag is True if the loading was successful and False otherwise. mlab On success mlab is the mayavi.mlab package. """ try: from mayavi import mlab return True, mlab except ImportError: if config.VERBOSITY >= config.INFO_LOW: print(f"{funcname}: Warning: plot functionality not available") return False, None def maplog(inte, dynlow="config", dynhigh="config"): """ clips values smaller and larger as the given bounds and returns the log10 of the input array. The bounds are given as exponent with base 10 with respect to the maximum in the input array. The function is implemented in analogy to J. Stangl's matlab implementation. Parameters ---------- inte : ndarray numpy.array, values to be cut in range dynlow : float, optional 10^(-dynlow) will be the minimum cut off dynhigh : float, optional 10^(-dynhigh) will be the maximum cut off Returns ------- ndarray numpy.array of the same shape as inte, where values smaller/larger than 10^(-dynlow, dynhigh) were replaced by 10^(-dynlow, dynhigh) Examples -------- >>> maplog(((0.1 , 1e5, 1e6), (10, 100, 1000)), 5, 2) array([[1., 4., 4.], [1., 2., 3.]]) """ if dynlow == "config": dynlow = config.DYNLOW if dynhigh == "config": dynhigh = config.DYNHIGH inte = numpy.asarray(inte) mask = numpy.logical_not(numpy.isnan(inte)) if inte[mask].max() <= 0.0: raise ValueError("XU.maplog: only negativ or zero values given. " "Log is not defined!") ma = inte[mask].max() * 10 ** (-1*dynhigh) # upper bound mi = inte[mask].max() * 10 ** (-1*dynlow) # lower bound return numpy.log10(numpy.minimum(numpy.maximum(inte, mi), ma)) def frac2str(fnumber, denominator_limit=25, fmt='%7.4f'): """ convert a float to a string attempting to represent it as a fraction Parameters ---------- fnumber : float floating point number to be represented as string denominator_limit : int maximal integer used as denominator. If f can't be expressed (within xu.config.EPSILON) by a fraction with a denominator up to this number a floating point string will be returned fmt : str format string used in case a floating point representation is needed Returns ------- str """ frac = fractions.Fraction(fnumber).limit_denominator(denominator_limit) if math.isclose(float(frac), fnumber, abs_tol=config.EPSILON): return str(frac) return fmt % fnumber ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/utilities_noconf.py0000644000175100002000000002044414742413365023226 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2010-2020, 2023 Dominik Kriegner """ xrayutilities utilities contains a conglomeration of useful functions this part of utilities does not need the config class """ import abc import numbers import os.path import re import numpy import scipy.constants from .exception import InputError try: # works in Python >3.4 ABC = abc.ABC except AttributeError: # Python 2.7 ABC = abc.ABCMeta('ABC', (object, ), {'__slots__': ()}) __all__ = ['ABC', 'check_kwargs', 'en2lam', 'energies', 'energy', 'exchange_filepath', 'exchange_path', 'is_valid_variable_name', 'lam2en', 'makeNaturalName', 'wavelength'] energies = { 'CuKa1': 8047.82310, 'CuKa2': 8027.9117, 'CuKa12': 8041.18, 'CuKb': 8905.337, 'MoKa1': 17479.374, 'CoKa1': 6930.32, 'CoKa2': 6915.30} # wavelength values from International Tables of Crystallography: # Vol C, 2nd Ed. page 203 # CuKa1: 1.54059292(45) the value in bracket is the uncertainty # CuKa2: 1.5444140(19) # CuKa12: mixture 2:1 a1 and a2 # CuKb: 1.392246(14) # MoKa1: 0.70931713(41) # Xray data booklet: # CoKa1 # CoKa2 def lam2en(inp): """ converts the input wavelength in angstrom to an energy in eV Parameters ---------- inp : float or str wavelength in angstrom Returns ------- float energy in eV Examples -------- >>> energy = lam2en(1.5406) """ # E(eV) = h*c/(e * lambda(A)) *1e10 inp = wavelength(inp) c = scipy.constants out = c.h * c.speed_of_light / (c.e * inp) * 1e10 return out def en2lam(inp): """ converts the input energy in eV to a wavelength in angstrom Parameters ---------- inp : float or str energy in eV Returns ------- float wavlength in angstrom Examples -------- >>> wavelength = en2lam(8048) """ # lambda(A) = h*c/(e * E(eV)) *1e10 inp = energy(inp) c = scipy.constants out = c.h * c.speed_of_light / (c.e * inp) * 1e10 return out def energy(en): """ convert common energy names to energies in eV so far this works with CuKa1, CuKa2, CuKa12, CuKb, MoKa1 Parameters ---------- en : float, array-like or str energy either as scalar or array with value in eV, which will be returned unchanged; or string with name of emission line Returns ------- float or array-like energy in eV """ if isinstance(en, numbers.Number): return numpy.double(en) if isinstance(en, (numpy.ndarray, list, tuple)): return numpy.asarray(en) if isinstance(en, str): return energies[en] raise InputError("wrong type for argument en") def wavelength(wl): """ convert common energy names to energies in eV so far this works with CuKa1, CuKa2, CuKa12, CuKb, MoKa1 Parameters ---------- wl : float, array-like or str wavelength; If scalar or array the wavelength in angstrom will be returned unchanged, string with emission name is converted to wavelength Returns ------- float or array-like wavelength in angstrom """ if isinstance(wl, numbers.Number): return numpy.double(wl) if isinstance(wl, (numpy.ndarray, list, tuple)): return numpy.asarray(wl) if isinstance(wl, str): return en2lam(energies[wl]) raise InputError("wrong type for argument wavelength") def exchange_path(orig, new, keep=0, replace=None): """ function to exchange the root of a path with the option of keeping the inner directory structure. This for example includes such a conversion /dir_a/subdir/images/sample -> /home/user/data/images/sample where the two innermost directory names are kept (keep=2), or equally the three outer most are replaced (replace=3). One can either give keep, or replace, with replace taking preference if both are given. Note that replace=1 on Linux/Unix replaces only the root for absolute paths. Parameters ---------- orig : str original path which should be replaced by the new path new : str new path which should be used instead keep : int, optional number of inner most directory names which should be kept the same in the output (default = 0) replace : int, optional number of outer most directory names which should be replaced in the output (default = None) Returns ------- str directory path string Examples -------- >>> p = exchange_path('/dir_a/subdir/img/sam', '/home/user/data', keep=2)\ # you get '/home/user/data/img/sam' """ subdirs = [] o = orig if replace is None: for _ in range(keep): o, s = os.path.split(o) subdirs.append(s) out = new subdirs.reverse() for s in subdirs: out = os.path.join(out, s) else: while True: o, s = os.path.split(o) if not s: subdirs.append(o) break if not o: subdirs.append(s) break subdirs.append(s) subdirs.reverse() out = new for s in subdirs[replace:]: out = os.path.join(out, s) return out def exchange_filepath(orig, new, keep=0, replace=None): """ function to exchange the root of a filename with the option of keeping the inner directory structure. This for example includes such a conversion /dir_a/subdir/sample/file.txt -> /home/user/data/sample/file.txt where the innermost directory name is kept (keep=1), or equally the three outer most are replaced (replace=3). One can either give keep, or replace, with replace taking preference if both are given. Note that replace=1 on Linux/Unix replaces only the root for absolute paths. Parameters ---------- orig : str original filename which should have its data root replaced new : str new path which should be used instead keep : int, optional number of inner most directory names which should be kept the same in the output (default = 0) replace : int, optional number of outer most directory names which should be replaced in the output (default = None) Returns ------- str filename string Examples -------- >>> newfile = exchange_filepath('/dir_a/subdir/sam/file.txt', '/data', 1)\ # you get '/data/sam/file.txt' """ if new: if replace is None: return exchange_path(orig, new, keep+1) return exchange_path(orig, new, replace=replace) return orig def makeNaturalName(name, check=False): ret = re.sub('[^0-9a-zA-Z]', '_', name.strip()) isvalid = is_valid_variable_name(ret) if not check or isvalid: return ret raise ValueError(f"'{ret}' is not valid variable name") def is_valid_variable_name(name): return name.isidentifier() def check_kwargs(kwargs, valid_kwargs, identifier): """ Raises an TypeError if kwargs included a key which is not in valid_kwargs. Parameters ---------- kwargs : dict keyword arguments dictionary valid_kwargs : dict dictionary with valid keyword arguments and their description identifier : str string to identifier the caller of this function """ desc = ', '.join([f"'{k}': {d}" for k, d in valid_kwargs.items()]) for k in kwargs: if k not in valid_kwargs: raise TypeError("%s: unknown keyword argument ('%s') given; " "allowed are %s" % (identifier, k, desc)) ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/lib/xrayutilities/xrayutilities_default.conf0000644000175100002000000000562514742413365024575 0ustar00vstsdocker# XRAYUTILITIES global default configuration # default values for some properties of xrayutilities may be set # the syntax follows the one of the ConfigParser Python module, # which is similar to .ini files # begin of xrayutilities configuration [xrayutilities] # verbosity level of information and debugging outputs # 0: no output # 1: very import notes for users # 2: less import notes for users (e.g. intermediate results) # 3: debuging output (e.g. print everything, which could be interesing) # levels can be changed in the config file as well verbosity = 1 # verbosity level borders info_low = 1 info_all = 2 debug = 3 # default wavelength in angstrom wavelength = CuKa1 # default energy in eV # if energy is given wavelength settings will be ignored # energy = CuKa1 # number of threads to use in parallel sections of the code nthreads = 0 # 0: the maximum number of available threads will be used # (as returned by omp_get_max_threads()) # n: n-threads will be used # maplog dynlow # at 10^(-dynlow) will be the minimum cut off of the maplog routine dynlow = 6 # maplog dyn high # at 10^(-dynhigh) will be the maximum cut off of the maplog routine dynhigh = 0 # boundary to neglect things in error checks (example the scalar product, # of to vectors, which are supposed to be orthogonal) epsilon = 1e-8 dbname = elements.db # kappa-geometry specifications # direction specifies the direction into which the rotation axis of the # kappa circle is tilted at zero positions of all the gradles # e.g. look at http://en.wikipedia.org/wiki/File:Kappa_goniometer_animation.ogg # assume the following coordinate system and zero angles at the beginning of # the movie: x downstream, y backwards/away from the view, z upwards # the rotation axis of kappa rotation is in the "zy" plane; ~60degree tilted # from z. note that the use of zy to specify that the 60degree are measured # from the z-direction rotation is positive towards y direction kappa_plane = zy kappa_angle = -60 [powder] # anglemode 'd' is currently not supported by most of the code in xrayutilities anglemode = twotheta oversampling = 4 gaussian_smoother_bins_sigma = 1.0 window_width = 20 [powder.global] geometry = symmetric geometry_incidence_angle = None diffractometer_radius = 300e-3 equatorial_divergence_deg = 0.5 [powder.emission] emiss_wavelengths = ('CuKa1', 'CuKa2') emiss_intensities = (1.0, 0.5) emiss_gauss_widths = (3e-14, 3e-14) emiss_lor_widths = (3e-14, 3e-14) [powder.axial] axDiv = full slit_length_source = 8.001e-3 slit_length_target = 8e-3 length_sample = 10e-3 angI_deg = 2.5 angD_deg = 2.5 n_integral_points = 10 [powder.absorption] # absorption coefficient in m^{-1} absorption_coefficient = 1e5 [powder.si_psd] # bounds of solid state detector bounds: e.g. (0, 32e-3) si_psd_window_bounds = None [powder.receiver_slit] slit_width = 55e-6 [powder.tube_tails] main_width = 200e-6 tail_left = -1e-3 tail_right = 1e-3 tail_intens = 0.001 ././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6695 xrayutilities-1.7.10/lib/xrayutilities.egg-info/0000755000175100002000000000000014742413420020755 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103119.0 xrayutilities-1.7.10/lib/xrayutilities.egg-info/PKG-INFO0000644000175100002000000001776614742413417022101 0ustar00vstsdockerMetadata-Version: 2.2 Name: xrayutilities Version: 1.7.10 Summary: package for x-ray diffraction data evaluation Home-page: https://xrayutilities.sourceforge.io Author: Eugen Wintersberger, Dominik Kriegner Author-email: eugen.wintersberger@desy.de, dominik.kriegner@gmail.com Maintainer: Dominik Kriegner Maintainer-email: dominik.kriegner@gmail.com License: GPLv2 Classifier: Programming Language :: C Classifier: Programming Language :: Python :: 3.8 Classifier: Programming Language :: Python :: 3.9 Classifier: Programming Language :: Python :: 3.10 Classifier: Programming Language :: Python :: 3.11 Classifier: Programming Language :: Python :: 3.12 Classifier: Programming Language :: Python :: 3.13 Classifier: Topic :: Scientific/Engineering :: Physics Classifier: Intended Audience :: Science/Research Classifier: Development Status :: 5 - Production/Stable Classifier: License :: OSI Approved :: GNU General Public License v2 or later (GPLv2+) Requires-Python: ~=3.6 Description-Content-Type: text/markdown License-File: LICENSE.txt Requires-Dist: numpy>=1.9.2 Requires-Dist: scipy>=0.18.0 Requires-Dist: h5py Requires-Dist: lmfit>=1.0.1 Provides-Extra: plot Requires-Dist: matplotlib>=3.1.0; extra == "plot" Provides-Extra: 3d Requires-Dist: mayavi; extra == "3d" Dynamic: author Dynamic: author-email Dynamic: classifier Dynamic: description Dynamic: description-content-type Dynamic: home-page Dynamic: license Dynamic: maintainer Dynamic: maintainer-email Dynamic: provides-extra Dynamic: requires-dist Dynamic: requires-python Dynamic: summary xrayutilities ============= [![Build Status](https://dev.azure.com/dominikkriegner/xrayutilities/_apis/build/status/dkriegner.xrayutilities?repoName=dkriegner%2Fxrayutilities&branchName=main)](https://dev.azure.com/dominikkriegner/xrayutilities/_build/) xrayutilities is a collection of scripts used to analyze and simulate x-ray diffraction data. It consists of a Python package and several routines coded in C. For analysis the package is especially useful for the reciprocal space conversion of diffraction data taken with linear and area detectors. For simulations code for X-ray reflectivity, kinematical and dynamical diffraction simulation of crystal truncation rods as well as fundamental parameters powder diffraction is included. Copyright (C) 2009-2025 Dominik Kriegner Copyright (C) 2009-2013 Eugen Wintersberger Mailing list and issue tracker ------------------------------ To get in touch with us or report an issue please use the mailing list (https://sourceforge.net/p/xrayutilities/mailman/xrayutilities-users/) or the Github issue tracker (https://github.com/dkriegner/xrayutilities/issues). When you want to follow announcements of major changes or new releases its recommended to [sign up for the mailing list](https://sourceforge.net/projects/xrayutilities/lists/xrayutilities-users) Contents -------- * *examples*: directory with example scripts and configurations * *lib/xrayutilities*: directory with the sources for the Python package * *tests*: directory with the unittest scripts * *setup.py*: setuptools install script used for the package installation Installation (pip) ================== Using the python package manager pip you can install xrayutilities by executing pip install xrayutilities or for a user installation (without admin access) use pip install --user xrayutilities Installation (source) ===================== Installing xrayutilities from source is an easy process done by executing pip install . in the source folder of xrayutilities on the command line/terminal. Directly calling *setup.py* by python setup.py install or python setup.py install --prefix= is possible but you have to manually ensure that the dependencies are all installed! The first command installs xrayutilities in the systems default directories, whereas in the second command you can manually specify the installation path. By default the installation procedure tries to enable OpenMP support (recommended). It is disabled silently if OpenMP is not available. It can also be disabled by using the *--without-openmp* option for the installation: python setup.py build_ext --without-openmp install Requirements ------------ The following requirements are needed for installing and using *xrayutilities*: - Python (>= 3.6) - h5py - scipy (version >= 0.18.0) - numpy (version >= 1.9, >2.0 since xrayutilities-1.7.8) - lmfit (>= 1.0.1) - matplotlib (optional, version >= 3.1.0) - mayavi (optional, only used optionally in `Crystal.show_unitcell`) When building from source you also might need: - C-compiler (preferential with OpenMP support) - Python dev headers - setuptools - pytest (optional - only if you want to run the test environment) - sphinx (optional - only when you want to build the documentation) - numpydoc (optional - only when you want to build the documentation) - rst2pdf (optional - only when you want to build the documentation) - sphinx_rtd_theme (optional - only when you want to build the documentation) - svglib (optional - only when you want to build the pdf documentation) refer to your operating system documentation to find out how to install those packages. On Microsoft Windows refer to the Documentation for the easiest way of the installation (Anaconda, Python(x,y), or WinPython). Python-2.7 and Python-3.X compatibility ======================================= The current development is for Python3 (version >=3.6) only. xrayutilities up to version 1.5.x can be used with Python-2.7 as well. Python 3.3 to 3.5 was supported up to 1.6.0. The Python package configuration ================================ The following steps should only be necessary when using non-default installation locations to ensure the Python module is found by the Python interpreter. In this case the module is installed under */lib[64]/python?.?/site-packages* on Unix systems and */Lib/site-packages* on Windows systems. If you have installed the Python package in a directory unknown to your Python distribution, you have to tell Python where to look for the Package. There are several ways how to do this: - add the directory where the package is installed to your *PYTHONPATH* environment variable. - add the path to sys.path in the *.pythonrc* file placed in your home directory import sys sys.path.append("path to the xrayutilities package") - simply apply the previous method in every script where you want to use the xrayutilities package before importing the package import sys sys.path.append("path to the xrayutilities package") import xrayutilities Obtaining the source code ========================= The sources are hosted on sourceforge in git repository. Use git clone https://github.com/dkriegner/xrayutilities.git to clone the git repository. If you would like to have commit rights contact one of the administrators. Update ====== if you already installed xrayutilities you can update it by navigating into its source folder and obtain the new sources by :: git pull or download the new tarball from sourceforge (https://sf.net/projects/xrayutilities) if any code changed during the update you need to reinstall the Python package. Thats easiest achieved by pip install . In case you are not certain about the installation location it can be determined by python -c "import xrayutilities as xu; print xu.__file__" /usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.pyc if the output is e.g.: */usr/local/lib64/python3.6/site-packages/xrayutilities/__init__.py* you previously installed xrayutilities in */usr/local*, which should be used again as install path. Use :: pip install --prefix= . to install the updated package. Documentation ============= Documentation for xrayutilities is found on the webpage https://xrayutilities.sourceforge.io The API-documentation can also be browsed by pydoc -p PORT in any web-browser, after the installation is finished. ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103119.0 xrayutilities-1.7.10/lib/xrayutilities.egg-info/SOURCES.txt0000644000175100002000000001752414742413417022660 0ustar00vstsdockerCHANGES.txt LICENSE.txt MANIFEST.in README.md pyproject.toml setup.py doc/source/conf.py doc/source/example_xu_ccd_parameter.py doc/source/example_xu_ccd_parameter_hkl.py doc/source/example_xu_linear_detector_parameters.py doc/source/example_xu_read_spec_easy.py doc/source/examples.rst doc/source/favicon.ico doc/source/index.rst doc/source/simulations.rst doc/source/pics/fit_xrd.svg doc/source/pics/line_cut_intdir.png doc/source/pics/line_cut_radial.png doc/source/pics/reciprocal_space_plane.png doc/source/pics/rsm_xrdml.png doc/source/pics/show_unitcell.png doc/source/pics/xray-logo.png doc/source/pics/xrd_algaas004.svg doc/source/pics/xrd_sige004.svg doc/source/pics/xrr_densityprofile.svg doc/source/pics/xrr_diffuse.png doc/source/pics/xrr_fitting.svg doc/source/pics/xu_usage.svg doc/source/pics/xu_usage_inkscape.svg doc/source/pics/xu_usage_planning.svg doc/source/pics/xu_usage_planning_inkscape.svg examples/simpack_powdermodel.py examples/simpack_xrd_AlGaAs.py examples/simpack_xrd_Darwin_AlGaAs.py examples/simpack_xrd_InAs_fitting.py examples/simpack_xrd_SiGe.py examples/simpack_xrd_SiGe111.py examples/simpack_xrd_SiGe_asymmmetric.py examples/simpack_xrd_SiGe_superlattice.py examples/simpack_xrd_dyn_AlGaAs.py examples/simpack_xrr_SiO2_Ru_CoFe_IrMn_Al2O3.py examples/simpack_xrr_diffuse.py examples/simpack_xrr_effectivedensityslicing.py examples/simpack_xrr_matrixmethod.py examples/xrayutilities_angular2hkl_conversion.py examples/xrayutilities_ccd_parameter.py examples/xrayutilities_components_of_the_structure_factor.py examples/xrayutilities_define_material.py examples/xrayutilities_energy_dependent_structure_factor.py examples/xrayutilities_example_plot_3D_ESRF_ID01.py examples/xrayutilities_experiment_Powder_example_Iron.py examples/xrayutilities_experiment_angle_calculation.py examples/xrayutilities_experiment_kappa.py examples/xrayutilities_export_data2vtk.py examples/xrayutilities_fuzzygridding.py examples/xrayutilities_hotpixelkill_variant.py examples/xrayutilities_id01_functions.py examples/xrayutilities_io_cif_parser.py examples/xrayutilities_io_cif_parser_bi2te3.py examples/xrayutilities_io_pdcif_plot.py examples/xrayutilities_kmap_example_ESRF.py examples/xrayutilities_linear_detector_parameters.py examples/xrayutilities_materials_Alloy_contentcalc.py examples/xrayutilities_math_fitting.py examples/xrayutilities_orientation_matrix.py examples/xrayutilities_peak_angles_beamtime.py examples/xrayutilities_polefigure.py examples/xrayutilities_q2ang_general.py examples/xrayutilities_read_panalytical.py examples/xrayutilities_read_seifert.py examples/xrayutilities_read_spec.py examples/xrayutilities_reflection_strength.py examples/xrayutilities_show_reciprocal_space_plane.py examples/data/BaF2.cif examples/data/Calcite.cif examples/data/LaB6_d500_si_psd.xye.bz2 examples/data/README.txt examples/data/Silicon.cif examples/data/bi2te3.cif examples/data/inas_layer_radial_002_004.ras.bz2 examples/data/polefig_Ge113.xrdml.bz2 examples/data/rsm_1.xrdml.bz2 examples/data/rsm_2.xrdml.bz2 examples/data/rsm_3.xrdml.bz2 examples/data/rsm_4.xrdml.bz2 examples/data/rsm_5.xrdml.bz2 examples/data/simpack_xrd_AlGaAs.xrdml.gz examples/data/test.spec.bz2 examples/data/xrr_data.txt lib/xrayutilities/VERSION lib/xrayutilities/__init__.py lib/xrayutilities/config.py lib/xrayutilities/exception.py lib/xrayutilities/experiment.py lib/xrayutilities/gridder.py lib/xrayutilities/gridder2d.py lib/xrayutilities/gridder3d.py lib/xrayutilities/mpl_helper.py lib/xrayutilities/normalize.py lib/xrayutilities/q2ang_fit.py lib/xrayutilities/utilities.py lib/xrayutilities/utilities_noconf.py lib/xrayutilities/xrayutilities_default.conf lib/xrayutilities.egg-info/PKG-INFO lib/xrayutilities.egg-info/SOURCES.txt lib/xrayutilities.egg-info/dependency_links.txt lib/xrayutilities.egg-info/requires.txt lib/xrayutilities.egg-info/top_level.txt lib/xrayutilities/analysis/__init__.py lib/xrayutilities/analysis/line_cuts.py lib/xrayutilities/analysis/misc.py lib/xrayutilities/analysis/sample_align.py lib/xrayutilities/io/__init__.py lib/xrayutilities/io/cbf.py lib/xrayutilities/io/desy_tty08.py lib/xrayutilities/io/edf.py lib/xrayutilities/io/fastscan.py lib/xrayutilities/io/filedir.py lib/xrayutilities/io/helper.py lib/xrayutilities/io/ill_numor.py lib/xrayutilities/io/imagereader.py lib/xrayutilities/io/panalytical_xml.py lib/xrayutilities/io/pdcif.py lib/xrayutilities/io/rigaku_ras.py lib/xrayutilities/io/rotanode_alignment.py lib/xrayutilities/io/seifert.py lib/xrayutilities/io/spec.py lib/xrayutilities/io/spectra.py lib/xrayutilities/materials/__init__.py lib/xrayutilities/materials/_create_database.py lib/xrayutilities/materials/atom.py lib/xrayutilities/materials/cif.py lib/xrayutilities/materials/database.py lib/xrayutilities/materials/elements.py lib/xrayutilities/materials/heuslerlib.py lib/xrayutilities/materials/material.py lib/xrayutilities/materials/plot.py lib/xrayutilities/materials/predefined_materials.py lib/xrayutilities/materials/spacegrouplattice.py lib/xrayutilities/materials/wyckpos.py lib/xrayutilities/materials/data/README.txt lib/xrayutilities/materials/data/atomic_radius.dat lib/xrayutilities/materials/data/colors.dat lib/xrayutilities/materials/data/f0_InterTables.dat.xz lib/xrayutilities/materials/data/f0_xop.dat.xz lib/xrayutilities/materials/data/f1f2_Henke.dat.xz lib/xrayutilities/materials/data/f1f2_asf_Kissel.dat.xz lib/xrayutilities/materials/data/nist_atom.dat lib/xrayutilities/math/__init__.py lib/xrayutilities/math/algebra.py lib/xrayutilities/math/fit.py lib/xrayutilities/math/functions.py lib/xrayutilities/math/misc.py lib/xrayutilities/math/transforms.py lib/xrayutilities/simpack/__init__.py lib/xrayutilities/simpack/darwin_theory.py lib/xrayutilities/simpack/fit.py lib/xrayutilities/simpack/helpers.py lib/xrayutilities/simpack/models.py lib/xrayutilities/simpack/mosaicity.py lib/xrayutilities/simpack/powder.py lib/xrayutilities/simpack/powdermodel.py lib/xrayutilities/simpack/smaterials.py src/block_average.c src/cxrayutilities.c src/file_io.c src/gridder.h src/gridder1d.c src/gridder2d.c src/gridder3d.c src/gridder_utils.c src/gridder_utils.h src/hklcond.c src/qconversion.c src/qconversion.h src/xrayutilities.h tests/test_HXRD.py tests/test_NonCOP.py tests/test_alloy_content_calc.py tests/test_amorphous.py tests/test_analysis_linecuts.py tests/test_area_calib.py tests/test_blockaverage.py tests/test_ccd_normalizer.py tests/test_examples.py tests/test_functions.py tests/test_fuzzygridder1d.py tests/test_fuzzygridder2d.py tests/test_fuzzygridder3d.py tests/test_getang.py tests/test_gridder1d.py tests/test_gridder2d.py tests/test_gridder2dlist.py tests/test_gridder3d.py tests/test_io_cbf.py tests/test_io_edf.py tests/test_io_esg.py tests/test_io_fastscan.py tests/test_io_fio.py tests/test_io_nja.py tests/test_io_nja_map.py tests/test_io_nja_tsk.py tests/test_io_numor.py tests/test_io_pdcif.py tests/test_io_perkinelmer.py tests/test_io_pilatus.py tests/test_io_rigaku.py tests/test_io_roperccd.py tests/test_io_spec.py tests/test_io_specalignmentlog.py tests/test_io_speclog.py tests/test_io_specsardana.py tests/test_io_tty.py tests/test_io_xrdml.py tests/test_linear_calib.py tests/test_maplog.py tests/test_materials.py tests/test_materials_cif.py tests/test_materials_cifexport.py tests/test_materials_database.py tests/test_materials_findsym.py tests/test_materials_hklcond.py tests/test_materials_symop.py tests/test_math_peak_fit.py tests/test_math_solve_quartic.py tests/test_math_vector.py tests/test_miscut_calc.py tests/test_npygridder1d.py tests/test_optical_properties.py tests/test_pseudomorphic.py tests/test_q2angfit.py tests/test_qconversion.py tests/test_qconversion_area.py tests/test_qconversion_linear.py tests/test_qconversion_trans.py tests/test_simpack_dynamicalmodel.py tests/test_simpack_kinematicalmodel.py tests/test_simpack_powdermodel.py tests/test_simpack_xrrdiffuse.py tests/test_simpack_xrrspecular.py tests/test_structure_factor.py tests/test_transforms.py././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103119.0 xrayutilities-1.7.10/lib/xrayutilities.egg-info/dependency_links.txt0000644000175100002000000000000114742413417025031 0ustar00vstsdocker ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103119.0 xrayutilities-1.7.10/lib/xrayutilities.egg-info/requires.txt0000644000175100002000000000012414742413417023360 0ustar00vstsdockernumpy>=1.9.2 scipy>=0.18.0 h5py lmfit>=1.0.1 [3D] mayavi [plot] matplotlib>=3.1.0 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103119.0 xrayutilities-1.7.10/lib/xrayutilities.egg-info/top_level.txt0000644000175100002000000000001614742413417023512 0ustar00vstsdockerxrayutilities ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/pyproject.toml0000644000175100002000000000156314742413365016527 0ustar00vstsdocker[build-system] requires = [ "scipy", "h5py", "setuptools", "wheel", # Note for packagers: the numpy version constraint is specific to wheels # for PyPI; it is also supported to build against 1.xx still. # If you do so, please ensure to include a `numpy<2.0` runtime requirement # for those binary packages. "numpy>=2.0.0rc1; python_version >= '3.9'", "numpy; python_version < '3.9'", ] build-backend = "setuptools.build_meta" [tool.coverage.paths] source = [ "lib", "*/site-packages" ] [tool.coverage.run] branch = true parallel = true source = [ "xrayutilities" ] [tool.pylint] disable = ["invalid-name", "R", "C", "W"] extension-pkg-allow-list = ["xrayutilities.cxrayutilities"] ignored-modules = ["scipy.special"] [tool.flake8] extend-ignore = ["E741", "E203", ] per-file-ignores = [ "__init__.py:F401", ] count = true ././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6695 xrayutilities-1.7.10/setup.cfg0000644000175100002000000000004614742413420015417 0ustar00vstsdocker[egg_info] tag_build = tag_date = 0 ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/setup.py0000644000175100002000000001503014742413365015317 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilies is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2009 Eugen Wintersberger # Copyright (C) 2010-2024 Dominik Kriegner import glob import os.path import subprocess import sys import tempfile import numpy import setuptools from setuptools import Extension, find_packages, setup from setuptools.command.build_ext import build_ext from setuptools.command.build_py import build_py def has_flag(compiler, flagname, output_dir=None): # see https://bugs.python.org/issue26689 """Return a boolean indicating whether a flag name is supported on the specified compiler. """ with tempfile.NamedTemporaryFile('w', suffix='.c', delete=False) as f: f.write('int main (int argc, char **argv) { return 0; }') f.close() try: obj = compiler.compile([f.name], output_dir=output_dir, extra_postargs=[flagname]) os.remove(*obj) except setuptools.distutils.errors.CompileError: return False finally: os.remove(f.name) return True class build_ext_subclass(build_ext): description = "Builds the Python C-extension of xrayutilities" user_options = ( build_ext.user_options + [('without-openmp', None, 'build without OpenMP support')]) def initialize_options(self): super().initialize_options() self.without_openmp = 0 def finalize_options(self): super().finalize_options() self.without_openmp = int(self.without_openmp) def build_extensions(self): c = self.compiler.compiler_type # set extra compiler options copt = {} if c in copt: for flag in copt[c]: if has_flag(self.compiler, flag, self.build_temp): for e in self.extensions: e.extra_compile_args.append(flag) # set openMP compiler options if not self.without_openmp: openmpflags = {'msvc': ('/openmp', None), 'mingw32': ('-fopenmp', '-fopenmp'), 'unix': ('-fopenmp', '-lgomp')} if c in openmpflags: flag, lib = openmpflags[c] if has_flag(self.compiler, flag, self.build_temp): for e in self.extensions: e.extra_compile_args.append(flag) if lib is not None: e.extra_link_args.append(lib) e.define_macros.append(('__OPENMP__', None)) super().build_extensions() class build_with_database(build_py): dbfilename = os.path.join('materials', 'data', 'elements.db') def build_database(self): self.fulldbfilename = os.path.join(self.build_lib, 'xrayutilities', self.dbfilename) cmd = [sys.executable, os.path.join('lib', 'xrayutilities', 'materials', '_create_database.py'), self.fulldbfilename] self.mkpath(os.path.dirname(self.fulldbfilename)) print(f'building database: {self.fulldbfilename}') try: if sys.version_info >= (3, 5): subprocess.run(cmd, stderr=subprocess.PIPE, stdout=subprocess.PIPE, check=True) else: subprocess.check_output(cmd) except subprocess.CalledProcessError as cpe: sys.stdout.buffer.write(cpe.stdout) sys.stdout.buffer.write(cpe.stderr) raise def copy_database(self): pkg_dir = self.get_package_dir("xrayutilities") inplace_file = os.path.join(pkg_dir, self.dbfilename) self.copy_file(self.fulldbfilename, inplace_file) def run(self): super().run() self.build_database() if hasattr(self, 'editable_mode') and self.editable_mode: self.copy_database() cmdclass = {'build_py': build_with_database, 'build_ext': build_ext_subclass} with open('README.md') as f: long_description = f.read() extmodul = Extension('xrayutilities.cxrayutilities', sources=glob.glob(os.path.join('src', '*.c'))) with open('lib/xrayutilities/VERSION') as version_file: version = version_file.read().strip().replace('\n', '.') setup( name="xrayutilities", version=version, author="Eugen Wintersberger, Dominik Kriegner", description="package for x-ray diffraction data evaluation", classifiers=[ "Programming Language :: C", "Programming Language :: Python :: 3.8", "Programming Language :: Python :: 3.9", "Programming Language :: Python :: 3.10", "Programming Language :: Python :: 3.11", "Programming Language :: Python :: 3.12", "Programming Language :: Python :: 3.13", "Topic :: Scientific/Engineering :: Physics", "Intended Audience :: Science/Research", "Development Status :: 5 - Production/Stable", "License :: OSI Approved :: GNU General Public License v2 or later " "(GPLv2+)" ], long_description=long_description, long_description_content_type="text/markdown", author_email="eugen.wintersberger@desy.de, dominik.kriegner@gmail.com", maintainer="Dominik Kriegner", maintainer_email="dominik.kriegner@gmail.com", package_dir={'': 'lib'}, packages=find_packages('lib'), package_data={ "xrayutilities": ["VERSION", "*.conf"], "xrayutilities.materials": [os.path.join("data", "*")] }, python_requires='~=3.6', setup_requires=['numpy', 'scipy', 'h5py'], install_requires=['numpy>=1.9.2', 'scipy>=0.18.0', 'h5py', 'lmfit>=1.0.1'], extras_require={ 'plot': ["matplotlib>=3.1.0"], '3D': ["mayavi"], }, include_dirs=[numpy.get_include()], ext_modules=[extmodul], cmdclass=cmdclass, url="https://xrayutilities.sourceforge.io", license="GPLv2", ) ././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6535 xrayutilities-1.7.10/src/0000755000175100002000000000000014742413420014365 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/block_average.c0000644000175100002000000002261714742413365017335 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2010-2011, 2013 Dominik Kriegner */ #include "xrayutilities.h" PyObject* block_average1d(PyObject *self, PyObject *args) { /* block average for one-dimensional double array * * Parameters * ---------- * input: input array of datatype double * Nav: number of items to average * * Returns * ------- * block_av: block averaged output array * size = ceil(N/Nav) * */ int i, j, Nav, N; PyArrayObject *input = NULL, *outarr = NULL; double *cin, *cout; double buf; npy_intp nout; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!i", &PyArray_Type, &input, &Nav)) { return NULL; } PYARRAY_CHECK(input, 1, NPY_DOUBLE, "input must be a 1D double array!"); N = (int) PyArray_SIZE(input); cin = (double *) PyArray_DATA(input); /* create output ndarray */ nout = ((int) ceil(N / (float) Nav)); outarr = (PyArrayObject *) PyArray_SimpleNew(1, &nout, NPY_DOUBLE); cout = (double *) PyArray_DATA(outarr); /* c-code following is performing the block averaging */ for (i = 0; i < N; i = i + Nav) { buf = 0; /* perform one block average (j-i serves as counter -> last bin is therefore correct) */ for (j = i; j < i + Nav && j < N; ++j) { buf += cin[j]; } /* save average to output array */ cout[i / Nav] = buf / (float) (j - i); } /* clean up */ Py_DECREF(input); /* return output array */ return PyArray_Return(outarr); } PyObject* block_average2d(PyObject *self, PyObject *args) { /* 2D block average for one CCD frame * * Parameters * ---------- * ccd: input array/CCD frame * size = (Nch2, Nch1) * Nch1 is the fast varying index * Nav1, 2: number of channels to average in each dimension * in total a block of Nav1 x Nav2 is averaged * nthreads: number of threads to use in parallel section * * Returns * ------- * block_av: block averaged output array * size = (ceil(Nch2/Nav2) , ceil(Nch1/Nav1)) * */ int i = 0, j = 0, k = 0, l = 0; /* loop indices */ int Nch1, Nch2; /* number of values in input array */ int Nav1, Nav2; /* number of items to average */ unsigned int nthreads; /* number of threads to use */ PyArrayObject *input = NULL, *outarr = NULL; double *cin, *cout; double buf; npy_intp nout[2]; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!iiI", &PyArray_Type, &input, &Nav2, &Nav1, &nthreads)) { return NULL; } PYARRAY_CHECK(input, 2, NPY_DOUBLE, "input must be a 2D double array!"); Nch2 = (int) PyArray_DIMS(input)[0]; Nch1 = (int) PyArray_DIMS(input)[1]; cin = (double *) PyArray_DATA(input); /* create output ndarray */ nout[0] = ((int) ceil(Nch2 / (float) Nav2)); nout[1] = ((int) ceil(Nch1 / (float) Nav1)); outarr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); cout = (double *) PyArray_DATA(outarr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif #pragma omp parallel for default(shared) \ private(i, j, k, l, buf) schedule(static) for (i = 0; i < Nch2; i = i + Nav2) { for (j = 0; j < Nch1; j = j + Nav1) { buf = 0.; for (k = 0; k < Nav2 && (i + k) < Nch2; ++k) { for (l = 0; l < Nav1 && (j + l) < Nch1; ++l) { buf += cin[(i + k) * Nch1 + (j + l)]; } } cout[(i / Nav2) * nout[1] + j / Nav1] = buf / (float)(k * l); } } /* clean up */ Py_DECREF(input); return PyArray_Return(outarr); } PyObject* block_average_PSD(PyObject *self, PyObject *args) { /* block average for a bunch of PSD spectra * * Parameters * ---------- * psd: input array of PSD values * size = (Nspec, Nch) (in) * Nav: number of channels to average * nthreads: number of threads to use in parallel section * * Returns * ------- * block_av: block averaged output array * size = (Nspec , ceil(Nch/Nav)) (out) */ int i, j, k; /* loop indices */ int Nspec, Nch; /* number of items in input */ int Nav; /* number of items to average */ unsigned int nthreads; /* number of threads to use */ PyArrayObject *input = NULL, *outarr = NULL; double *cin, *cout; double buf; npy_intp nout[2]; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!iI", &PyArray_Type, &input, &Nav, &nthreads)) { return NULL; } PYARRAY_CHECK(input, 2, NPY_DOUBLE, "input must be a 2D double array!"); Nspec = (int) PyArray_DIMS(input)[0]; Nch = (int) PyArray_DIMS(input)[1]; cin = (double *) PyArray_DATA(input); /* create output ndarray */ nout[0] = Nspec; nout[1] = ((int) ceil(Nch / (float) Nav)); outarr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); cout = (double *) PyArray_DATA(outarr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* c-code following is performing the block averaging */ #pragma omp parallel for default(shared) private(i, j, k, buf) \ schedule(static) for (i = 0; i < Nspec; ++i) { for (j = 0; j < Nch; j = j + Nav) { buf = 0; /* perform one block average (j-i serves as counter -> last bin is therefore correct) */ for (k = j; k < j + Nav && k < Nch; ++k) { buf += cin[i * Nch + k]; } /* save average to output array */ cout[j / Nav + i * nout[1]] = buf / (float) (k - j); } } /* clean up */ Py_DECREF(input); /* return output array */ return PyArray_Return(outarr); } PyObject* block_average_CCD(PyObject *self, PyObject *args) { /* 2D block average for a series of CCD frames * * Parameters * ---------- * ccd: input array/CCD frames * size = (Nframes, Nch2, Nch1) * Nch1 is the fast varying index * Nav1, 2: number of channels to average in each dimension * in total a block of Nav1 x Nav2 is averaged * nthreads: number of threads to use in parallel section * * Returns * ------- * block_av: block averaged output array * size = (Nframes, ceil(Nch2/Nav2) , ceil(Nch1/Nav1)) * */ int i = 0, j = 0, k = 0, l = 0, n = 0; /* loop indices */ int Nframes, Nch1, Nch2; /* number of values in input array */ int Nav1, Nav2; /* number of items to average */ unsigned int nthreads; /* number of threads to use */ PyArrayObject *input = NULL, *outarr = NULL; double *cin, *cout; double buf; npy_intp nout[3]; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!iiI", &PyArray_Type, &input, &Nav2, &Nav1, &nthreads)) { return NULL; } PYARRAY_CHECK(input, 3, NPY_DOUBLE, "input must be a 3D double array!"); Nframes = (int) PyArray_DIMS(input)[0]; Nch2 = (int) PyArray_DIMS(input)[1]; Nch1 = (int) PyArray_DIMS(input)[2]; cin = (double *) PyArray_DATA(input); /* create output ndarray */ nout[0] = Nframes; nout[1] = ((int) ceil(Nch2 / (float) Nav2)); nout[2] = ((int) ceil(Nch1 / (float) Nav1)); outarr = (PyArrayObject *) PyArray_SimpleNew(3, nout, NPY_DOUBLE); cout = (double *) PyArray_DATA(outarr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif #pragma omp parallel for default(shared) \ private(i, j, k, l, n, buf) schedule(static) for (n = 0; n < Nframes; n++) { for (i = 0; i < Nch2; i = i + Nav2) { for (j = 0; j < Nch1; j = j + Nav1) { buf = 0.; for (k = 0; k < Nav2 && (i + k) < Nch2; ++k) { for (l = 0; l < Nav1 && (j + l) < Nch1; ++l) { buf += cin[n* Nch1 * Nch2 + (i + k) * Nch1 + (j + l)]; } } cout[n * nout[1] * nout[2] + (i / Nav2) * nout[1] + j / Nav1] = buf / (float)(k * l); } } } /* clean up */ Py_DECREF(input); return PyArray_Return(outarr); } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/cxrayutilities.c0000644000175100002000000005760514742413365017640 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013-2020 Dominik Kriegner * Copyright (C) 2013 Eugen Wintersberger * */ #include #define NPY_NO_DEPRECATED_API NPY_1_7_API_VERSION #define PY_ARRAY_UNIQUE_SYMBOL XU_UNIQUE_SYMBOL #include /* functions from block_average.c */ extern PyObject* block_average1d(PyObject *self, PyObject *args); extern PyObject* block_average2d(PyObject *self, PyObject *args); extern PyObject* block_average_PSD(PyObject *self, PyObject *args); extern PyObject* block_average_CCD(PyObject *self, PyObject *args); /* functions from gridder1d.c */ extern PyObject* pygridder1d(PyObject *self, PyObject *args); extern PyObject* pyfuzzygridder1d(PyObject *self, PyObject *args); /* functions from gridder2d.c */ extern PyObject* pygridder2d(PyObject *self, PyObject *args); extern PyObject* pyfuzzygridder2d(PyObject *self, PyObject *args); /* function from gridder3d.c */ extern PyObject* pygridder3d(PyObject *self, PyObject *args); extern PyObject* pyfuzzygridder3d(PyObject *self, PyObject *args); /* functions from qconversion.c */ extern PyObject* py_ang2q_conversion(PyObject *self, PyObject *args); extern PyObject* py_ang2q_conversion_linear(PyObject *self, PyObject *args); extern PyObject* py_ang2q_conversion_area(PyObject *self, PyObject *args); extern PyObject* ang2q_conversion_area_pixel(PyObject *self, PyObject *args); extern PyObject* ang2q_conversion_area_pixel2(PyObject *self, PyObject *args); extern PyObject* ang2q_detpos(PyObject *self, PyObject *args); extern PyObject* ang2q_detpos_linear(PyObject *self, PyObject *args); extern PyObject* ang2q_detpos_area(PyObject *self, PyObject *args); /* functions from file_io.c */ extern PyObject* cbfread(PyObject *self, PyObject *args); /* functions from hklcond.c */ extern PyObject* testhklcond(PyObject *self, PyObject *args); static PyMethodDef XRU_Methods[] = { {"block_average1d", (PyCFunction)block_average1d, METH_VARARGS, "block average for one-dimensional numpy double array\n\n" "Parameters \n" "----------\n" " input: input array of datatype double \n" " Nav: number of items to average \n\n" "Returns\n" "-------\n" " block_av: block averaged output array\n" " size = ceil(N / Nav) \n" }, {"block_average2d", block_average2d, METH_VARARGS, "2D block average for one CCD frame\n\n" "Parameters\n" "----------\n" " ccd: input array/CCD frame\n" " size = (Nch2, Nch1) \n" " Nch1 is the fast varying index\n" " Nav1, 2: number of channels to average in each dimension\n" " in total a block of Nav1 x Nav2 is averaged\n" "\n" "Returns\n" "-------\n" " block_av: block averaged output array\n" " size = (ceil(Nch2 / Nav2) , ceil(Nch1 / Nav1))\n" }, {"block_average_PSD", block_average_PSD, METH_VARARGS, "1D block average for a bunch of PSD spectra in a 2D array\n" "\n" "Parameters\n" "----------\n" " psd: input array of PSD values\n" " size = (Nspec, Nch) (in)\n" " Nav: number of channels to average\n" "\n" "Returns\n" "-------\n" " block_av: block averaged output array\n" " size = (Nspec , ceil(Nch/Nav)) (out)\n" }, {"block_average_CCD", block_average_CCD, METH_VARARGS, "2D block average for a series of CCD frames\n\n" "Parameters\n" "----------\n" " ccd: input array/CCD frames\n" " size = (Nframes, Nch2, Nch1) \n" " Nch1 is the fast varying index\n" " Nav1, 2: number of channels to average in each dimension\n" " in total a block of Nav1 x Nav2 is averaged\n" "\n" "Returns\n" "-------\n" " block_av: block averaged output array\n" " size = (Nframes, ceil(Nch2 / Nav2) , ceil(Nch1 / Nav1))\n" }, {"gridder1d", pygridder1d, METH_VARARGS, "Function performs 1D gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " flags .. flags to specify behavior\n" }, {"fuzzygridder1d", pyfuzzygridder1d, METH_VARARGS, "Function performs fuzzy 1D gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " fuzzywidth .. fuzzy-size of the input data\n" " flags .. flags to specify behavior\n" }, {"gridder2d", pygridder2d, METH_VARARGS, "Function performs 2D gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " y ...... input y-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " ny ..... number of grid points in y-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " ymin ... minimum y-value of the grid\n" " ymax ... minimum y-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " flags .. flags to specify behavior\n" }, {"fuzzygridder2d", pyfuzzygridder2d, METH_VARARGS, "Function performs 2D fuzzy gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " y ...... input y-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " ny ..... number of grid points in y-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " ymin ... minimum y-value of the grid\n" " ymax ... minimum y-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " wx ..... fuzzy width of data points in x-direction\n" " wy ..... fuzzy width of data points in y-direction\n" " flags .. flags to specify behavior\n" }, {"gridder3d", pygridder3d, METH_VARARGS, "Function performs 2D gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " y ...... input y-values (1D numpy array - float64)\n" " z ...... input z-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " ny ..... number of grid points in y-direction\n" " nz ..... number of grid points in z-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " ymin ... minimum y-value of the grid\n" " ymax ... maximum y-value of the grid\n" " zmin ... minimum z-value of the grid\n" " zmax ... maximum z-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " flags .. flags to specify behavior\n" }, {"fuzzygridder3d", pyfuzzygridder3d, METH_VARARGS, "Function performs 3D fuzzy gridding on 1D input data. \n\n" "Parameters\n" "----------\n" " x ...... input x-values (1D numpy array - float64)\n" " y ...... input y-values (1D numpy array - float64)\n" " z ...... input z-values (1D numpy array - float64)\n" " data ... input data (1D numpy array - float64)\n" " nx ..... number of grid points in x-direction\n" " ny ..... number of grid points in y-direction\n" " nz ..... number of grid points in z-direction\n" " xmin ... minimum x-value of the grid\n" " xmax ... maximum x-value of the grid\n" " ymin ... minimum y-value of the grid\n" " ymax ... maximum y-value of the grid\n" " zmin ... minimum z-value of the grid\n" " zmax ... maximum z-value of the grid\n" " out .... output data\n" " norm ... normalization array\n" " wx ..... fuzzy width of data points in x-direction\n" " wy ..... fuzzy width of data points in y-direction\n" " wz ..... fuzzy width of data points in z-direction\n" " flags .. flags to specify behavior\n" }, {"ang2q_conversion", py_ang2q_conversion, METH_VARARGS, "conversion of Npoints of goniometer positions to reciprocal space\n" "for a setup with point detector\n" "\n" "Parameters\n" "----------\n" " sampleAngles .... angular positions of the sample goniometer\n" " (Npoints, Ns)\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " ri .............. direction of primary beam (length irrelevant)\n" " (angles zero)\n" " sampleAxis ...... string with sample axis directions\n" " detectorAxis .... string with detector axis directions\n" " kappadir ........ rotation axis of a possible kappa circle\n" " UB .............. orientation matrix and reciprocal space conversion\n" " of investigated crystal (3, 3)\n" " sampledis ....... sample displacement vector in relative units of\n" " the detector distance\n" " lambda .......... wavelength of the used x-rays (Angstreom)\n" " nthreads ........ number of threads to use in parallel section of\n" " the code\n" " flags ........... integer flags to select sub-function\n" "\n" "Returns\n" "-------\n" " qpos .......... momentum transfer (Npoints, 3)\n" }, {"ang2q_conversion_linear", py_ang2q_conversion_linear, METH_VARARGS, "conversion of Npoints of goniometer positions to reciprocal space\n" "for a linear detector with a given pixel size mounted along one of\n" "the coordinate axis\n" "\n" "Parameters\n" "----------\n" " sampleAngles .... angular positions of the goniometer (Npoints, Ns)\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " rcch ............ direction + distance of center channel (angles\n" " zero)\n" " sampleAxis ...... string with sample axis directions\n" " detectorAxis .... string with detector axis directions\n" " kappadir ........ rotation axis of a possible kappa circle\n" " cch ............. center channel of the detector\n" " dpixel .......... width of one pixel, same unit as distance rcch\n" " roi ............. region of interest of the detector\n" " dir ............. direction of the detector, e.g.: 'x+'\n" " tilt ............ tilt of the detector direction from dir\n" " UB .............. orientation matrix and reciprocal space conversion\n" " of investigated crystal (9)\n" " sampledis ....... sample displacement vector in same unit as the\n" " detector distance\n" " lambda .......... wavelength of the used x-rays in angstrom\n" " nthreads ........ number of threads to use in parallel section of the\n" " code\n" " flags ........... integer flags to select sub-function\n" "\n" "Returns\n" "-------\n" " qpos ............ momentum transfer (Npoints * Nch, 3)\n" " \n" }, {"ang2q_conversion_area", py_ang2q_conversion_area, METH_VARARGS, "conversion of Npoints of goniometer positions to reciprocal space\n" "for an area detector with a given pixel size mounted along one of\n" "the coordinate axis\n" "\n" "Parameters\n" "----------\n" " sampleAngles .... angular positions of the sample goniometer\n" " (Npoints, Ns)\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " rcch ............ direction + distance of center pixel (angles zero)\n" " sampleAxis ...... string with sample axis directions\n" " detectorAxis .... string with detector axis directions\n" " kappadir ...... rotation axis of a possible kappa circle\n" " cch1 ............ center channel of the detector\n" " cch2 ............ center channel of the detector\n" " dpixel1 ......... width of one pixel in first direction, same unit\n" " as distance rcch\n" " dpixel2 ......... width of one pixel in second direction, same unit\n" " as distance rcch\n" " roi ............. region of interest for the area detector\n" " [dir1min, dir1max, dir2min, dir2max]\n" " dir1 ............ first direction of the detector, e.g.: 'x+'\n" " dir2 ............ second direction of the detector, e.g.: 'z+'\n" " tiltazimuth ..... azimuth of the tilt\n" " tilt ............ tilt of the detector plane (rotation around axis\n" " normal to the direction given by the tiltazimuth\n" " UB .............. orientation matrix and reciprocal space conversion\n" " of investigated crystal (3, 3)\n" " sampledis ....... sample displacement vector in same unit as the\n" " detector distance\n" " lambda .......... wavelength of the used x-rays \n" " nthreads ........ number of threads to use in parallel section of\n" " the code\n" " flags ........... integer flags to select sub-function\n" "\n" "Returns\n" "-------\n" " qpos ............ momentum transfer (Npoints * Npix1 * Npix2, 3)\n" "\n" }, {"ang2q_conversion_area_pixel", ang2q_conversion_area_pixel, METH_VARARGS, "conversion of Npoints of detector positions to Q\n" "for an area detector with a given pixel size mounted along one of\n" "the coordinate axis. This function only calculates the q-position for\n" "the pairs of pixel numbers (n1, n2) given in the input and should\n" "therefore be used only for detector calibration purposes.\n" "\n" "Parameters\n" "----------\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " n1 .............. detector pixel numbers dim1 (Npoints)\n" " n2 .............. detector pixel numbers dim2 (Npoints)\n" " rcch ............ direction + distance of center pixel (angles zero)\n" " detectorAxis .... string with detector axis directions\n" " cch1 ............ center channel of the detector\n" " cch2 ............ center channel of the detector\n" " dpixel1 ......... width of one pixel in first direction, same unit as\n" " distance rcch\n" " dpixel2 ......... width of one pixel in second direction, same unit\n" " as distance rcch\n" " dir1 ............ first direction of the detector, e.g.: 'x+'\n" " dir2 ............ second direction of the detector, e.g.: 'z+'\n" " tiltazimuth ..... azimuth of the tilt\n" " tilt ............ tilt of the detector plane (rotation around axis\n" " normal to the direction given by the tiltazimuth\n" " lambda .......... wavelength of the used x-rays\n" " nthreads ........ number of threads to use in parallel section of the\n" " code\n" "\n" "Returns\n" "-------\n" " qpos ............ momentum transfer (Npoints, 3)\n" }, {"ang2q_conversion_area_pixel2", ang2q_conversion_area_pixel2, METH_VARARGS, "conversion of Npoints of detector positions to Q.\n" "for an area detector with a given pixel size mounted along one of\n" "the coordinate axis. This function only calculates the q-position for\n" "the pairs of pixel numbers (n1, n2) given in the input and should\n" "therefore be used only for detector calibration purposes.\n" "\n" "This variant of this function also takes a sample orientation matrix\n" "as well as the sample goniometer as input to allow for a simultaneous\n" "fit of reference samples orientation\n" "\n" "Parameters\n" "----------\n" " sampleAngles .... angular positions of the sample goniometer\n" " (Npoints, Ns)\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " n1 .............. detector pixel numbers dim1 (Npoints)\n" " n2 .............. detector pixel numbers dim2 (Npoints)\n" " rcch ............ direction + distance of center pixel (angles zero)\n" " sampleAxis ...... string with sample axis directions\n" " detectorAxis .... string with detector axis directions\n" " cch1 ............ center channel of the detector\n" " cch2 ............ center channel of the detector\n" " dpixel1 ......... width of one pixel in first direction, same unit as\n" " distance rcch\n" " dpixel2 ......... width of one pixel in second direction, same unit\n" " as distance rcch \n" " dir1 ............ first direction of the detector, e.g.: 'x+'\n" " dir2 ............ second direction of the detector, e.g.: 'z+'\n" " tiltazimuth ..... azimuth of the tilt\n" " tilt ............ tilt of the detector plane (rotation around axis\n" " normal to the direction given by the tiltazimuth\n" " UB .............. orientation matrix and reciprocal space conversion\n" " of investigated crystal (3, 3)\n" " lambda .......... wavelength of the used x-rays\n" " nthreads ........ number of threads to use in parallel section of the\n" " code\n" "\n" "Returns\n" "-------\n" " qpos ............ momentum transfer (Npoints, 3)\n" }, {"ang2q_detpos", ang2q_detpos, METH_VARARGS, "conversion of Npoints of detector arm angles to real space position\n" "for a setup with point detector\n" "\n" "Parameters\n" "----------\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " ri .............. direction and distance of detector at zero angles\n" " detectorAxis .... string with detector axis directions\n" " nthreads ........ number of threads to use in parallel section of\n" " the code\n" "\n" "Returns\n" "-------\n" " dpos .......... real space detector position (Npoints, 3)\n" }, {"ang2q_detpos_linear", ang2q_detpos_linear, METH_VARARGS, "conversion of Npoints of detector arm angles to real space\n" "position for a linear detector\n" "\n" "Parameters\n" "----------\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " rcch ............ direction + distance of center channel\n" " (angles zero)\n" " detectorAxis .... string with detector axis directions\n" " cch ............. center channel of the detector\n" " dpixel .......... width of one pixel, same unit as distance rcch\n" " roi ............. region of interest of the detector\n" " dir ............. direction of the detector, e.g.: 'x+'\n" " tilt ............ tilt of the detector direction from dir\n" " nthreads ........ number of threads to use in parallel section of\n" " the code\n" "\n" "Returns\n" "-------\n" " dpos ............ real space detector position (Npoints * Nch, 3)\n" " \n" }, {"ang2q_detpos_area", ang2q_detpos_area, METH_VARARGS, "conversion of Npoints of detector arm angles to reciprocal space\n" "position for an area detector with a given pixel size\n" "\n" "Parameters\n" "----------\n" " detectorAngles .. angular positions of the detector goniometer\n" " (Npoints, Nd)\n" " rcch ............ direction + distance of center pixel (angles zero)\n" " detectorAxis .... string with detector axis directions\n" " cch1 ............ center channel of the detector\n" " cch2 ............ center channel of the detector\n" " dpixel1 ......... width of one pixel in first direction, same unit\n" " as distance rcch\n" " dpixel2 ......... width of one pixel in second direction, same unit\n" " as distance rcch\n" " roi ............. region of interest for the area detector\n" " [dir1min, dir1max, dir2min, dir2max]\n" " dir1 ............ first direction of the detector, e.g.: 'x+'\n" " dir2 ............ second direction of the detector, e.g.: 'z+'\n" " tiltazimuth ..... azimuth of the tilt\n" " tilt ............ tilt of the detector plane (rotation around axis\n" " normal to the direction given by the tiltazimuth\n" " nthreads ........ number of threads to use in parallel section of\n" " the code\n" "\n" "Returns\n" "-------\n" " dpos ............ real space detector position\n" " (Npoints * Npix1 * Npix2, 3)\n" "\n" }, {"cbfread", cbfread, METH_VARARGS, "parser for cbf data arrays from Pilatus detector images\n\n" " Parameters\n" " ----------\n" " data: data stream (character array)\n" " nx, ny: number of entries of the two dimensional image\n\n" " Returns\n" " -------\n" " the parsed data values as float ndarray\n" }, {"testhklcond", testhklcond, METH_VARARGS, "test if a Bragg peak is allowed according to reflection conditions\n\n" " Parameters\n" " ----------\n" " hkl : Miller indices of the peak to test (integer array)\n" " condgeneral : General reflection conditions (list of tuples)\n" " condwp : Reflection conditions for Wyckoff positions\n" " (list of list of tuples)\n\n" " Returns\n" " -------\n" " bool : True if peak is allowed, False otherwise\n" }, {NULL, NULL, 0, NULL} /* Sentinel */ }; static struct PyModuleDef moduledef = { PyModuleDef_HEAD_INIT, "cxrayutilities", /* m_name */ "Python C extension including performance critical parts\n" "of xrayutilities (gridder, qconversion, block-averageing)\n", /* m_doc */ -1, /* m_size */ XRU_Methods, /* m_methods */ NULL, /* m_reload */ NULL, /* m_traverse */ NULL, /* m_clear */ NULL, /* m_free */ }; PyMODINIT_FUNC PyInit_cxrayutilities(void) { PyObject *m; m = PyModule_Create(&moduledef); import_array(); return m; } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/file_io.c0000644000175100002000000000677114742413365016162 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013 Dominik Kriegner */ #include "xrayutilities.h" #include PyObject* cbfread(PyObject *self, PyObject *args) { /* parser for cbf data arrays from Pilatus detector images * * Parameters * ---------- * data: data stream (character array) * nx, ny: number of entries of the two dimensional image * * Returns * ------- * the parsed data values as float ndarray */ int i; unsigned int start = 0, nx, ny; Py_ssize_t len; unsigned int parsed = 0; PyArrayObject *outarr = NULL; unsigned char *cin; float *cout; npy_intp nout; int cur = 0; int diff = 0; unsigned int np = 0; union { const unsigned char* uint8; const unsigned short* uint16; const unsigned int* uint32; const char* int8; const short* int16; const int* int32; } parser; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "s#ii", &cin, &len, &nx, &ny)) { return NULL; } /* debug output printf("stream length: %d\n", len); printf("entries: %d %d\n", nx, ny); */ /* create output ndarray */ nout = nx * ny; outarr = (PyArrayObject *) PyArray_SimpleNew(1, &nout, NPY_FLOAT); cout = (float *) PyArray_DATA(outarr); i = 0; while (i < len - 10) { /* find the start of the array */ if ((cin[i] == 0x0c) && (cin[i + 1] == 0x1a) && (cin[i + 2] == 0x04) && (cin[i + 3] == 0xd5)) { start = i + 4; i = len + 10; } i++; } if (i == len - 10) { PyErr_SetString(PyExc_ValueError, "start of data in stream not found!"); return NULL; } /* next while loop was taken from pilatus code and adapted by O. Seeck * and D. Kriegner */ parser.uint8 = (const unsigned char*) cin + start; while (parsed < ((long) len - start)) { if (*parser.uint8 != 0x80) { diff = (int) *parser.int8; parser.int8++; parsed += 1; } else { parser.uint8++; parsed += 1; if (*parser.uint16 != 0x8000) { diff = (int) *parser.int16; parser.int16++; parsed += 2; } else { parser.uint16++; parsed += 2; diff = (int) *parser.int32; parser.int32++; parsed += 4; } } cur += diff; *cout++ = (float) cur; np++; /* check if we already have all data (file might be longer) */ if (np == nout) { /* printf("all data read (%d,%d)\n", np, parsed); */ break; } } /* return output array */ return PyArray_Return(outarr); } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder.h0000644000175100002000000002170714742413365016175 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2009 Eugen Wintersberger * Copyright (C) 2009-2010 Dominik Kriegner */ /***** xrayutilities/gridder * NAME * gridder - module with gridder functions * PURPOSE * * AUTHOR * Eugen Wintersberger ****/ #pragma once #include #include #include /* define flags for the gridder functions */ #define NO_DATA_INIT 1 #define NO_NORMALIZATION 4 #define VERBOSE 16 /*! \brief python interface function Python interface function for fuzzygridder1d. This function is virtually doing all the Python related stuff to run fuzzygridder1d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pyfuzzygridder1d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief 1D single threaded fuzzy gridder \param x input x-values \param data input data \param n number of input points \param nx number of steps in x-direction \param xmin minimm along x-direction \param xmax maximum along x-direction \param odata output data \param norm normalization data \param fuzzywidth width of the data for the fuzzy assignment to bins \param flags control falgs */ int fuzzygridder1d(double *x, double *data, unsigned int n, unsigned int nx, double xmin, double xmax, double *odata, double *norm, double fuzzywidth, int flags); /*! \brief python interface function Python interface function for gridder1d. This function is virtually doing all the Python related stuff to run gridder1d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pygridder1d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief 1D single threaded gridder \param x input x-values \param data input data \param n number of input points \param nx number of steps in x-direction \param xmin minimm along x-direction \param xmax maximum along x-direction \param odata output data \param norm normalization data \param flags control falgs */ int gridder1d(double *x, double *data, unsigned int n, unsigned int nx, double xmin, double xmax, double *odata, double *norm, int flags); /*! \brief python interface function Python interface function for gridder2d. This function is virtually doing all the Python related stuff to run gridder2d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pygridder2d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief 2D single threaded gridder \param x input x-values \param y input y-values \param data input data \param n number of input points \param nx number of steps in x-direction \param ny number of steps in y-direction \param xmin minimm along x-direction \param xmax maximum along x-direction \param ymin minimum along y-direction \param ymax maximum along y-direction \param odata output data \param norm normalization data \param flags control falgs */ int gridder2d(double *x, double *y, double *data, unsigned int n, unsigned int nx, unsigned int ny, double xmin, double xmax, double ymin, double ymax, double *odata, double *norm, int flags); /*! \brief python interface function Python interface function for fuzzygridder2d. This function is virtually doing all the Python related stuff to run the fuzzygridder2d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pyfuzzygridder2d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief 2D single threaded fuzzy gridder \param x input x-values \param y input y-values \param data input data \param n number of input points \param nx number of steps in x-direction \param ny number of steps in y-direction \param xmin minimm along x-direction \param xmax maximum along x-direction \param ymin minimum along y-direction \param ymax maximum along y-direction \param odata output data \param norm normalization data \param wx fuzzy size of data along x-direction \param wy fuzzy size of data along y-direction \param flags control falgs */ int fuzzygridder2d(double *x, double *y, double *data, unsigned int n, unsigned int nx, unsigned int ny, double xmin, double xmax, double ymin, double ymax, double *odata, double *norm, double wx, double wy, int flags); /*---------------------------------------------------------------------------*/ /*! \brief 3D gridder python interface function Python interface function for gridder3d. This function is virtually doing all the Python related stuff to run gridder3d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pyfuzzygridder3d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief single threaded 3d gridder Gridder code rebinning scatterd data onto a regular grid in 3 dimensions. \param x pointer to x-coordinates of input data \param y pointer to y-coordinates of input data \param z pointer to z-coordinates of input data \param data pointer to input data \param n number of input points \param nx number of grid points along the x-direction \param ny number of grid points along the y-direction \param nz number of grid points along the z-direction \param xmin minimum value of x-axis on the grid \param xmax maximum value of x-axis on the grid \param ymin minimum value of y-axis on the grid \param ymax maximum value of y-axis on the grid \param zmin minimum value of z-axis on the grid \param zmax maximum value of z-axis on the grid \param odata pointer to grid data (output data) \param norm pointer to optional normalization from previous run \param wx fuzzy width parameter in x-direction \param wy fuzzy width parameter in y-direction \param wz fuzzy width parameter in z-direction \param flags gridder flags */ int fuzzygridder3d(double *x, double *y, double *z, double *data, unsigned int n, unsigned int nx, unsigned int ny, unsigned int nz, double xmin, double xmax, double ymin, double ymax, double zmin, double zmax, double *odata, double *norm, double wx, double wy, double wz, int flags); /*---------------------------------------------------------------------------*/ /*! \brief 3D gridder python interface function Python interface function for gridder3d. This function is virtually doing all the Python related stuff to run gridder3d function. \param self reference to the module \param args function arguments \return return value of the function */ PyObject* pygridder3d(PyObject *self, PyObject *args); /*---------------------------------------------------------------------------*/ /*! \brief single threaded 3d gridder Gridder code rebinning scatterd data onto a regular grid in 3 dimensions. \param x pointer to x-coordinates of input data \param y pointer to y-coordinates of input data \param z pointer to z-coordinates of input data \param data pointer to input data \param n number of input points \param nx number of grid points along the x-direction \param ny number of grid points along the y-direction \param nz number of grid points along the z-direction \param xmin minimum value of x-axis on the grid \param xmax maximum value of x-axis on the grid \param ymin minimum value of y-axis on the grid \param ymax maximum value of y-axis on the grid \param zmin minimum value of z-axis on the grid \param zmax maximum value of z-axis on the grid \param odata pointer to grid data (output data) \param norm pointer to optional normalization from previous run \param flags gridder flags */ int gridder3d(double *x, double *y, double *z, double *data, unsigned int n, unsigned int nx, unsigned int ny, unsigned int nz, double xmin, double xmax, double ymin, double ymax, double zmin, double zmax, double *odata, double *norm, int flags); ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder1d.c0000644000175100002000000002574614742413365016424 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2014 Dominik Kriegner * ****************************************************************************** * * created: Sep 16, 2014 * author: Dominik Kriegner */ #include "gridder.h" #include "gridder_utils.h" PyObject* pyfuzzygridder1d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax, fuzzywidth; unsigned int nx; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!IddO!|O!di", &PyArray_Type, &py_x, &PyArray_Type, &py_data, &nx, &xmin, &xmax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &fuzzywidth, &flags)) return NULL; /* have to check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 1, NPY_DOUBLE, "ouput data must be a 1D double array!"); if (py_norm != NULL) PYARRAY_CHECK(py_norm, 1, NPY_DOUBLE, "norm data must be a 1D double array!"); /* get data */ x = (double *) PyArray_DATA(py_x); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = fuzzygridder1d(x, data, n, nx, xmin, xmax, odata, norm, fuzzywidth, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*---------------------------------------------------------------------------*/ int fuzzygridder1d(double *x, double *data, unsigned int n, unsigned int nx, double xmin, double xmax, double *odata, double *norm, double fuzzywidth, int flags) { double *gnorm; unsigned int offset1, offset2; unsigned int noutofbounds = 0; /* counter for out of bounds points */ double dx = delta(xmin, xmax, nx); double fraction, dwidth; /* fuzzy fraction and data width */ unsigned int i, j; /* loop indices */ /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) set_array(odata, nx, 0.); /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * nx); if (gnorm == NULL) { fprintf(stderr, "XU.FuzzyGridder1D(c): Cannot allocate memory for " "normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, nx, 0.); } else { if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder1D(c): use user provided buffer " "for normalization data\n"); } gnorm = norm; } /* the master loop over all data points */ dwidth = fuzzywidth / dx; if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder1D(c): fuzzyness: %f %f\n", fuzzywidth, dwidth); } for (i = 0; i < n; i++) { /* if data point is nan ignore it */ if (!isnan(data[i])) { /* if the x value is outside the grid boundaries continue with * the next point */ if ((x[i] < (xmin - fuzzywidth/2.)) || (x[i] > xmax + fuzzywidth/2.)) { noutofbounds++; continue; } /* compute the linear offset and distribute the data to the bins */ if ((x[i] - fuzzywidth / 2.) <= xmin) { offset1 = 0; } else { offset1 = gindex(x[i] - fuzzywidth / 2., xmin, dx); } offset2 = gindex(x[i] + fuzzywidth / 2., xmin, dx); offset2 = offset2 < nx ? offset2 : nx - 1; for(j = offset1; j <= offset2; j++) { if (offset1 == offset2) { fraction = 1.; } else if (j == offset1) { fraction = (j + 1 - (x[i] - fuzzywidth / 2. - xmin + dx / 2.) / dx) / dwidth; } else if (j == offset2) { fraction = ((x[i] + fuzzywidth / 2. - xmin + dx / 2.) / dx - j) / dwidth; } else { fraction = 1 / dwidth; } odata[j] += data[i]*fraction; gnorm[j] += fraction; } } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder1D(c): perform normalization\n"); } for (i = 0; i < nx; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) free(gnorm); /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout, "XU.FuzzyGridder1D(c): more than half of the " "datapoints out of the data range, consider regridding" " with extended range!\n"); } else { fprintf(stdout, "XU.FuzzyGridder1D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } /*---------------------------------------------------------------------------*/ PyObject* pygridder1d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax; unsigned int nx; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!IddO!|O!i", &PyArray_Type, &py_x, &PyArray_Type, &py_data, &nx, &xmin, &xmax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &flags)) return NULL; /* have to check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 1, NPY_DOUBLE, "ouput data must be a 1D double array!"); if (py_norm != NULL) PYARRAY_CHECK(py_norm, 1, NPY_DOUBLE, "norm data must be a 1D double array!"); /* get data */ x = (double *) PyArray_DATA(py_x); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = gridder1d(x, data, n, nx, xmin, xmax, odata, norm, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*---------------------------------------------------------------------------*/ int gridder1d(double *x, double *data, unsigned int n, unsigned int nx, double xmin, double xmax, double *odata, double *norm, int flags) { double *gnorm; unsigned int offset; unsigned int noutofbounds = 0; /* counter for out of bounds points */ double dx = delta(xmin, xmax, nx); unsigned int i; /* loop index */ /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) set_array(odata, nx, 0.); /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * nx); if (gnorm == NULL) { fprintf(stderr, "XU.Gridder1D(c): Cannot allocate memory for " "normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, nx, 0.); } else { if (flags & VERBOSE) { fprintf(stdout, "XU.Gridder1D(c): use user provided buffer for " "normalization data\n"); } gnorm = norm; } /* the master loop over all data points */ for (i = 0; i < n; i++) { /* if data point is nan ignore it */ if (!isnan(data[i])) { /* if the x value is outside the grid boundaries continue with * the next point */ if ((x[i] < xmin) || (x[i] > xmax)) { noutofbounds++; continue; } /* compute the linear offset and set the data */ offset = gindex(x[i], xmin, dx); odata[offset] += data[i]; gnorm[offset] += 1.; } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { if (flags & VERBOSE) { fprintf(stdout, "XU.Gridder1D(c): perform normalization ...\n"); } for (i = 0; i < nx; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) free(gnorm); /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout, "XU.Gridder1D(c): more than half of the " "datapoints out of the data range, consider regridding" " with extended range!\n"); } else { fprintf(stdout, "XU.Gridder1D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder2d.c0000644000175100002000000003253614742413365016420 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013 Eugen Wintersberger * Copyright (C) 2013, 2015 Dominik Kriegner * ****************************************************************************** * * created: Jun 8, 2013 * author: Eugen Wintersberger */ #include "gridder.h" #include "gridder_utils.h" PyObject* pyfuzzygridder2d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_y = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *y = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax, ymin, ymax, wx, wy; unsigned int nx, ny; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!O!IIddddO!|O!ddi", &PyArray_Type, &py_x, &PyArray_Type, &py_y, &PyArray_Type, &py_data, &nx, &ny, &xmin, &xmax, &ymin, &ymax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &wx, &wy, &flags)) { return NULL; } /* have to check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_y, 1, NPY_DOUBLE, "y-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 2, NPY_DOUBLE, "ouput data must be a 2D double array!"); if (py_norm != NULL) { PYARRAY_CHECK(py_norm, 2, NPY_DOUBLE, "norm data must be a 2D double array!"); } /* get data */ x = (double *) PyArray_DATA(py_x); y = (double *) PyArray_DATA(py_y); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = fuzzygridder2d(x, y, data, n, nx, ny, xmin, xmax, ymin, ymax, odata, norm, wx, wy, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_y); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*--------------------------------------------------------------------------*/ int fuzzygridder2d(double *x, double *y, double *data, unsigned int n, unsigned int nx, unsigned int ny, double xmin, double xmax, double ymin, double ymax, double *odata, double *norm, double wx, double wy, int flags) { double *gnorm; unsigned int offset, offsetx1, offsetx2, offsety1, offsety2; unsigned int ntot = nx * ny; /* total number of points on the grid */ unsigned int noutofbounds = 0; /* number of points out of bounds */ double fractionx, fractiony, dwx, dwy; /* variables for the fuzzy part */ double dx = delta(xmin, xmax, nx); double dy = delta(ymin, ymax, ny); unsigned int i, j, k; /* loop indices */ /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) { set_array(odata, ntot, 0.); } /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * (nx * ny)); if (gnorm == NULL) { fprintf(stderr, "XU.FuzzyGridder2D(c): Cannot allocate memory for" " normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, nx * ny, 0.); } else { if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder2D(c): use user provided buffer " "for normalization data\n"); } gnorm = norm; } /* calculate the fuzzy spread in number of bin sizes */ dwx = wx / dx; dwy = wy / dy; if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder2D(c): fuzzyness: %f %f %f %f\n", wx, wy, dwx, dwy); } /* the master loop over all data points */ for (i = 0; i < n; i++) { /* if data point is nan ignore it */ if (!isnan(data[i])) { /* if the x and y values are outside the grids boundaries * continue with the next point */ if ((x[i] < xmin) || (x[i] > xmax)) { noutofbounds++; continue; } if ((y[i] < ymin) || (y[i] > ymax)) { noutofbounds++; continue; } /* compute the linear offset and distribute the data to the bins */ if ((x[i] - wx / 2.) <= xmin) { offsetx1 = 0; } else { offsetx1 = gindex(x[i] - wx / 2., xmin, dx); } offsetx2 = gindex(x[i] + wx / 2., xmin, dx); offsetx2 = offsetx2 < nx ? offsetx2 : nx - 1; if ((y[i] - wy / 2.) <= ymin) { offsety1 = 0; } else { offsety1 = gindex(y[i] - wy / 2., ymin, dy); } offsety2 = gindex(y[i] + wy / 2., ymin, dy); offsety2 = offsety2 < ny ? offsety2 : ny - 1; for(j = offsetx1; j <= offsetx2; j++) { if (offsetx1 == offsetx2) { fractionx = 1.; } else if (j == offsetx1) { fractionx = (j + 1 - (x[i] - wx / 2. - xmin + dx / 2.) / dx) / dwx; } else if (j == offsetx2) { fractionx = ((x[i] + wx / 2. - xmin + dx / 2.) / dx - j) / dwx; } else { fractionx = 1 / dwx; } for(k = offsety1; k <= offsety2; k++) { if (offsety1 == offsety2) { fractiony = 1.; } else if (k == offsety1) { fractiony = (k + 1 - (y[i] - wy / 2. - ymin + dy / 2.) / dy) / dwy; } else if (k == offsety2) { fractiony = ((y[i] + wy / 2. - ymin + dy / 2.) / dy - k) / dwy; } else { fractiony = 1 / dwy; } offset = j * ny + k; odata[offset] += data[i]*fractionx*fractiony; gnorm[offset] += fractionx*fractiony; } } } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { if (flags & VERBOSE) fprintf(stdout, "XU.FuzzyGridder2D(c): perform normalization\n"); for (i = 0; i < nx * ny; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) { free(gnorm); } /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout,"XU.FuzzyGridder2D(c): more than half of the datapoints" " out of the data range, consider regridding with" " extended range!\n"); } else { fprintf(stdout, "XU.FuzzyGridder2D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } /*---------------------------------------------------------------------------*/ PyObject* pygridder2d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_y = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *y = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax, ymin, ymax; unsigned int nx, ny; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!O!IIddddO!|O!i", &PyArray_Type, &py_x, &PyArray_Type, &py_y, &PyArray_Type, &py_data, &nx, &ny, &xmin, &xmax, &ymin, &ymax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &flags)) { return NULL; } /* have to check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_y, 1, NPY_DOUBLE, "y-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 2, NPY_DOUBLE, "ouput data must be a 2D double array!"); if (py_norm != NULL) { PYARRAY_CHECK(py_norm, 2, NPY_DOUBLE, "norm data must be a 2D double array!"); } /* get data */ x = (double *) PyArray_DATA(py_x); y = (double *) PyArray_DATA(py_y); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = gridder2d(x, y, data, n, nx, ny, xmin, xmax, ymin, ymax, odata, norm, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_y); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*--------------------------------------------------------------------------*/ int gridder2d(double *x, double *y, double *data, unsigned int n, unsigned int nx, unsigned int ny, double xmin, double xmax, double ymin, double ymax, double *odata, double *norm, int flags) { double *gnorm; unsigned int offset; unsigned int ntot = nx * ny; /* total number of points on the grid */ unsigned int noutofbounds = 0; /* number of points out of bounds */ double dx = delta(xmin, xmax, nx); double dy = delta(ymin, ymax, ny); unsigned int i; /* loop index */ /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) { set_array(odata, ntot, 0.); } /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * (nx * ny)); if (gnorm == NULL) { fprintf(stderr, "XU.Gridder2D(c): Cannot allocate memory for " "normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, nx * ny, 0.); } else { if (flags & VERBOSE) { fprintf(stdout, "XU.Gridder2D(c): use user provided buffer for " "normalization data\n"); } gnorm = norm; } /* the master loop over all data points */ for (i = 0; i < n; i++) { /* if data point is nan ignore it */ if (!isnan(data[i])) { /* if the x and y values are outside the grids boundaries * continue with the next point */ if ((x[i] < xmin) || (x[i] > xmax)) { noutofbounds++; continue; } if ((y[i] < ymin) || (y[i] > ymax)) { noutofbounds++; continue; } /* compute the linear offset and set the data */ offset = gindex(x[i], xmin, dx) * ny + gindex(y[i], ymin, dy); odata[offset] += data[i]; gnorm[offset] += 1.; } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { if (flags & VERBOSE) fprintf(stdout, "XU.Gridder2D(c): perform normalization ...\n"); for (i = 0; i < nx * ny; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) { free(gnorm); } /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout,"XU.Gridder2D(c): more than half of the datapoints" " out of the data range, consider regridding with" " extended range!\n"); } else { fprintf(stdout, "XU.Gridder2D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder3d.c0000644000175100002000000003646114742413365016422 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013 Eugen Wintersberger * Copyright (C) 2013, 2015 Dominik Kriegner * ****************************************************************************** * * created: Jun 21, 2013 * author: Eugen Wintersberger */ #include "gridder.h" #include "gridder_utils.h" PyObject* pyfuzzygridder3d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_y = NULL, *py_z = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *y = NULL, *z = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax, ymin, ymax, zmin, zmax, wx, wy, wz; unsigned int nx, ny, nz; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!O!O!IIIddddddO!|O!dddi", &PyArray_Type, &py_x, &PyArray_Type, &py_y, &PyArray_Type, &py_z, &PyArray_Type, &py_data, &nx, &ny, &nz, &xmin, &xmax, &ymin, &ymax, &zmin, &zmax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &wx, &wy, &wz, &flags)) { return NULL; } /* check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_y, 1, NPY_DOUBLE, "y-axis must be a 1D double array!"); PYARRAY_CHECK(py_z, 1, NPY_DOUBLE, "z-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 3, NPY_DOUBLE, "ouput data must be a 2D double array!"); if (py_norm != NULL) { PYARRAY_CHECK(py_norm, 3, NPY_DOUBLE, "norm data must be a 2D double array!"); } /* get data */ x = (double *) PyArray_DATA(py_x); y = (double *) PyArray_DATA(py_y); z = (double *) PyArray_DATA(py_z); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = fuzzygridder3d(x, y, z, data, n, nx, ny, nz, xmin, xmax, ymin, ymax, zmin, zmax, odata, norm, wx, wy, wz, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_y); Py_DECREF(py_z); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*---------------------------------------------------------------------------*/ int fuzzygridder3d(double *x, double *y, double *z, double *data, unsigned int n, unsigned int nx, unsigned int ny, unsigned int nz, double xmin, double xmax, double ymin, double ymax, double zmin, double zmax, double *odata, double *norm, double wx, double wy, double wz, int flags) { double *gnorm; /* pointer to normalization data */ unsigned int offset, offsetx1, offsetx2, offsety1, offsety2, offsetz1, offsetz2; unsigned int ntot = nx * ny * nz; /* total number of points on the grid */ unsigned int i, j, k, l; /* loop indeces variables */ unsigned int noutofbounds = 0; /* number of points out of bounds */ double fractionx, fractiony, fractionz, dwx, dwy, dwz; /* variables for the fuzziness */ /* compute step width for the grid */ double dx = delta(xmin, xmax, nx); double dy = delta(ymin, ymax, ny); double dz = delta(zmin, zmax, nz); /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) { set_array(odata, ntot, 0.); } /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * ntot); if (gnorm == NULL) { fprintf(stderr, "XU.FuzzyGridder3D(c): Cannot allocate memory for " "normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, ntot, 0.); } else { gnorm = norm; } /* calculate the fuzzy spread in number of bin sizes */ dwx = wx / dx; dwy = wy / dy; dwz = wz / dz; if (flags & VERBOSE) { fprintf(stdout, "XU.FuzzyGridder3D(c): fuzzyness: %f %f %f %f %f %f\n", wx, wy, wz, dwx, dwy, dwz); } /* the master loop over all data points */ for (i = 0; i < n; i++) { if (!isnan(data[i])) { /* check if the current point is within the bounds of the grid */ if ((x[i] < xmin) || (x[i] > xmax)) { noutofbounds++; continue; } if ((y[i] < ymin) || (y[i] > ymax)) { noutofbounds++; continue; } if ((z[i] < zmin) || (z[i] > zmax)) { noutofbounds++; continue; } /* compute the offset value of the current input point on the * grid array */ /* compute the linear offset and distribute the data to the bins */ if ((x[i] - wx / 2.) <= xmin) { offsetx1 = 0; } else { offsetx1 = gindex(x[i] - wx / 2., xmin, dx); } offsetx2 = gindex(x[i] + wx / 2., xmin, dx); offsetx2 = offsetx2 < nx ? offsetx2 : nx - 1; if ((y[i] - wy / 2.) <= ymin) { offsety1 = 0; } else { offsety1 = gindex(y[i] - wy / 2., ymin, dy); } offsety2 = gindex(y[i] + wy / 2., ymin, dy); offsety2 = offsety2 < ny ? offsety2 : ny - 1; if ((z[i] - wz / 2.) <= zmin) { offsetz1 = 0; } else { offsetz1 = gindex(z[i] - wz / 2., zmin, dz); } offsetz2 = gindex(z[i] + wz / 2., zmin, dz); offsetz2 = offsetz2 < nz ? offsetz2 : nz - 1; for(j = offsetx1; j <= offsetx2; j++) { if (offsetx1 == offsetx2) { fractionx = 1.; } else if (j == offsetx1) { fractionx = (j + 1 - (x[i] - wx / 2. - xmin + dx / 2.) / dx) / dwx; } else if (j == offsetx2) { fractionx = ((x[i] + wx / 2. - xmin + dx / 2.) / dx - j) / dwx; } else { fractionx = 1 / dwx; } for(k = offsety1; k <= offsety2; k++) { if (offsety1 == offsety2) { fractiony = 1.; } else if (k == offsety1) { fractiony = (k + 1 - (y[i] - wy / 2. - ymin + dy / 2.) / dy) / dwy; } else if (k == offsety2) { fractiony = ((y[i] + wy / 2. - ymin + dy / 2.) / dy - k) / dwy; } else { fractiony = 1 / dwy; } for(l = offsetz1; l <= offsetz2; l++) { if (offsetz1 == offsetz2) { fractionz = 1.; } else if (l == offsetz1) { fractionz = (l + 1 - (z[i] - wz / 2. - zmin + dz / 2.) / dz) / dwz; } else if (l == offsetz2) { fractionz = ((z[i] + wz / 2. - zmin + dz / 2.) / dz - l) / dwz; } else { fractionz = 1 / dwz; } offset = j * ny * nz + k * nz + l; odata[offset] += data[i]*fractionx*fractiony*fractionz; gnorm[offset] += fractionx*fractiony*fractionz; } } } } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { for (i = 0; i < ntot; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) { free(gnorm); } /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout,"XU.FuzzyGridder3D(c): more than half of the datapoints" " out of the data range, consider regridding with" " extended range!\n"); } else { fprintf(stdout, "XU.FuzzyGridder3D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } /*---------------------------------------------------------------------------*/ PyObject* pygridder3d(PyObject *self, PyObject *args) { PyArrayObject *py_x = NULL, *py_y = NULL, *py_z = NULL, *py_data = NULL, *py_output = NULL, *py_norm = NULL; double *x = NULL, *y = NULL, *z = NULL, *data = NULL, *odata = NULL, *norm = NULL; double xmin, xmax, ymin, ymax, zmin, zmax; unsigned int nx, ny, nz; int flags; int n, result; if (!PyArg_ParseTuple(args, "O!O!O!O!IIIddddddO!|O!i", &PyArray_Type, &py_x, &PyArray_Type, &py_y, &PyArray_Type, &py_z, &PyArray_Type, &py_data, &nx, &ny, &nz, &xmin, &xmax, &ymin, &ymax, &zmin, &zmax, &PyArray_Type, &py_output, &PyArray_Type, &py_norm, &flags)) { return NULL; } /* check input variables */ PYARRAY_CHECK(py_x, 1, NPY_DOUBLE, "x-axis must be a 1D double array!"); PYARRAY_CHECK(py_y, 1, NPY_DOUBLE, "y-axis must be a 1D double array!"); PYARRAY_CHECK(py_z, 1, NPY_DOUBLE, "z-axis must be a 1D double array!"); PYARRAY_CHECK(py_data, 1, NPY_DOUBLE, "input data must be a 1D double array!"); PYARRAY_CHECK(py_output, 3, NPY_DOUBLE, "ouput data must be a 2D double array!"); if (py_norm != NULL) { PYARRAY_CHECK(py_norm, 3, NPY_DOUBLE, "norm data must be a 2D double array!"); } /* get data */ x = (double *) PyArray_DATA(py_x); y = (double *) PyArray_DATA(py_y); z = (double *) PyArray_DATA(py_z); data = (double *) PyArray_DATA(py_data); odata = (double *) PyArray_DATA(py_output); if (py_norm != NULL) { norm = (double *) PyArray_DATA(py_norm); } /* get the total number of points */ n = (int) PyArray_SIZE(py_x); /* call the actual gridder routine */ result = gridder3d(x, y, z, data, n, nx, ny, nz, xmin, xmax, ymin, ymax, zmin, zmax, odata, norm, flags); /* clean up */ Py_DECREF(py_x); Py_DECREF(py_y); Py_DECREF(py_z); Py_DECREF(py_data); Py_DECREF(py_output); if (py_norm != NULL) { Py_DECREF(py_norm); } return Py_BuildValue("i", &result); } /*---------------------------------------------------------------------------*/ int gridder3d(double *x, double *y, double *z, double *data, unsigned int n, unsigned int nx, unsigned int ny, unsigned int nz, double xmin, double xmax, double ymin, double ymax, double zmin, double zmax, double *odata, double *norm, int flags) { double *gnorm; /* pointer to normalization data */ unsigned int offset; /* linear offset for the grid data */ unsigned int ntot = nx * ny * nz; /* total number of points on the grid */ unsigned int i; /* loop index variable */ unsigned int noutofbounds = 0; /* number of points out of bounds */ /* compute step width for the grid */ double dx = delta(xmin, xmax, nx); double dy = delta(ymin, ymax, ny); double dz = delta(zmin, zmax, nz); /* initialize data if requested */ if (!(flags & NO_DATA_INIT)) { set_array(odata, ntot, 0.); } /* check if normalization array is passed */ if (norm == NULL) { gnorm = malloc(sizeof(double) * ntot); if (gnorm == NULL) { fprintf(stderr, "XU.Gridder3D(c): Cannot allocate memory for " "normalization buffer!\n"); return -1; } /* initialize memory for norm */ set_array(gnorm, ntot, 0.); } else { gnorm = norm; } /* the master loop over all data points */ for (i = 0; i < n; i++) { if (!isnan(data[i])) { /* check if the current point is within the bounds of the grid */ if ((x[i] < xmin) || (x[i] > xmax)) { noutofbounds++; continue; } if ((y[i] < ymin) || (y[i] > ymax)) { noutofbounds++; continue; } if ((z[i] < zmin) || (z[i] > zmax)) { noutofbounds++; continue; } /* compute the offset value of the current input point on the * grid array */ offset = gindex(x[i], xmin, dx) * ny * nz + gindex(y[i], ymin, dy) * nz + gindex(z[i], zmin, dz); odata[offset] += data[i]; gnorm[offset] += 1.; } } /* perform normalization */ if (!(flags & NO_NORMALIZATION)) { for (i = 0; i < ntot; i++) { if (gnorm[i] > 1.e-16) { odata[i] = odata[i] / gnorm[i]; } } } /* free the norm buffer if it has been locally allocated */ if (norm == NULL) { free(gnorm); } /* warn the user in case more than half the data points where out * of the gridding area */ if (flags & VERBOSE) { if (noutofbounds > n / 2) { fprintf(stdout,"XU.Gridder3D(c): more than half of the datapoints" " out of the data range, consider regridding with" " extended range!\n"); } else { fprintf(stdout, "XU.Gridder3D(c): %d datapoints out of the data " "range!\n", noutofbounds); } } return 0; } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder_utils.c0000644000175100002000000000414314742413365017403 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013 Eugen Wintersberger * Copyright (C) 2013 Dominik Kriegner * ****************************************************************************** * * created: Jun 8, 2013 * author: Eugen Wintersberger */ #include "gridder_utils.h" /*---------------------------------------------------------------------------*/ double get_min(double *a, unsigned int n) { double m = a[0]; unsigned int i; for (i = 0; i < n; i++) { if (m < a[i]) { m = a[i]; } } return m; } /*---------------------------------------------------------------------------*/ double get_max(double *a, unsigned int n) { double m = a[0]; unsigned int i; for (i = 0; i < n; i++) { if (m > a[i]) { m = a[i]; } } return m; } /*---------------------------------------------------------------------------*/ void set_array(double *a, unsigned int n, double value) { unsigned int i; for (i = 0; i < n; ++i) { a[i] = value; } } /*---------------------------------------------------------------------------*/ double delta(double min, double max, unsigned int n) { return fabs(max - min) / (double) (n - 1); } /*---------------------------------------------------------------------------*/ unsigned int gindex(double x, double min, double d) { return (unsigned int) rint((x - min) / d); } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/gridder_utils.h0000644000175100002000000000433214742413365017410 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013 Eugen Wintersberger * Copyright (C) 2013 Dominik Kriegner * ****************************************************************************** * * created: Jun 8, 2013 * author: Eugen Wintersberger */ #pragma once #include #include #include "xrayutilities.h" /*! \brief find minimum Finds the minimum in an array. \param a input data \param n number of elements \return minimum value */ double get_min(double *a, unsigned int n); /*---------------------------------------------------------------------------*/ /*! \brief find maximum Finds the maximum value in an array. \param a input data \param n number of elements \return return maximum value */ double get_max(double *a, unsigned int n); /*---------------------------------------------------------------------------*/ /*! \brief set array values Set all elements of an array to the same values. \param a input array \param n number of points \param value the new element values */ void set_array(double *a, unsigned int n, double value); /*---------------------------------------------------------------------------*/ /*! \brief compute step width Computes the stepwidth of a grid. \param min minimum value \param max maximum value \param n number of steps \return step width */ double delta(double min, double max, unsigned int n); /*---------------------------------------------------------------------------*/ /*! \brief compute grid index */ unsigned int gindex(double x, double min, double d); ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/hklcond.c0000644000175100002000000003425714742413365016176 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2020 Dominik Kriegner */ #include #include #include #include #include "xrayutilities.h" typedef char *multi_tok_t; typedef int (*fp_check)(long); char *multi_tok(char *haystack, multi_tok_t *string, const char *needle) { /* multi character tokenizer similar to strtok * * an internal reference to the search string is saved and the input string * is modified! * * see: https://stackoverflow.com/a/29789623 */ if (haystack != NULL) *string = haystack; if (*string == NULL) return *string; char *end = strstr(*string, needle); if (end == NULL) { char *temp = *string; *string = NULL; return temp; } char *temp = *string; *end = '\0'; *string = end + strlen(needle); return temp; } multi_tok_t mtinit() { return NULL; } int check2n(long h) { if(h % 2 == 0) { return 1; } else { return 0; } } int check2np1(long h) { if((h-1) % 2 == 0) { return 1; } else { return 0; } } int check3n(long h) { if(h % 3 == 0) { return 1; } else { return 0; } } int check3np1(long h) { if((h-1) % 3 == 0) { return 1; } else { return 0; } } int check3np2(long h) { if((h-2) % 3 == 0) { return 1; } else { return 0; } } int check4n(long h) { if(h % 4 == 0) { return 1; } else { return 0; } } int check4np2(long h) { if((h-2) % 4 == 0) { return 1; } else { return 0; } } int check6n(long h) { if(h % 6 == 0) { return 1; } else { return 0; } } int check8n(long h) { if(h % 8 == 0) { return 1; } else { return 0; } } int check8np1(long h) { if((h-1) % 8 == 0) { return 1; } else { return 0; } } int check8nm1(long h) { if((h+1) % 8 == 0) { return 1; } else { return 0; } } int check8np3(long h) { if((h-3) % 8 == 0) { return 1; } else { return 0; } } int check8nm3(long h) { if((h+3) % 8 == 0) { return 1; } else { return 0; } } int check8np4(long h) { if((h-4) % 8 == 0) { return 1; } else { return 0; } } int check8np5(long h) { if((h-5) % 8 == 0) { return 1; } else { return 0; } } int check8np7(long h) { if((h-7) % 8 == 0) { return 1; } else { return 0; } } int hklpattern_applies(long *hkl, const char *condhkl) { /* * helper function to determine if Miller indices fit a certain pattern * * Parameters * ---------- * hkl : array of three integers Miller indices * condhkl : condition string similar to 'hkl', 'hh0', or '0k0' * * Returns * ------- * 1 if hkl fulfills the pattern, 0 otherwise */ int n=0; if(condhkl[n] == '0' && hkl[0] != 0) { return 0; } n = n + 1; if(condhkl[n] == '-') { n = n + 1; if(condhkl[n] == 'h' && hkl[1] != -hkl[0]) { return 0; } } else if(condhkl[n] == '0' && hkl[1] != 0) { return 0; } else if(condhkl[n] == 'h' && hkl[1] != hkl[0]) { return 0; } if(condhkl[strlen(condhkl)-1] == '0' && hkl[2] != 0) { return 0; } return 1; } int reflection_condition_met(long *hkl, const char *cond) { /* * helper function to determine allowed Miller indices * * Parameters * ---------- * hkl: list or tuple * Miller indices of the reflection * cond: str * condition string similar to 'h+k=2n, h+l,k+l=2n' * * Returns * ------- * 1 if condition is met, 0 otherwise */ int fulfilled = 0; const char equal[2] = "=", comma[2] = ",", or[5] = " or ", commaspace[3] = ", "; char *tsubcond, *texpr, *lexpr, *rexpr, *l; char *next_texpr, *next_lexpr; multi_tok_t ssubcond=mtinit(), sexpr=mtinit(); fp_check checkfunc; /* string buffer to avoid changing the argument */ char *input = malloc((strlen(cond)+1) * sizeof(char)); strcpy(input, cond); /* split at ' or ' * at least one subcond needs to be fulfilled to return 1 * */ tsubcond = multi_tok(input, &ssubcond, or); while(tsubcond != NULL) { fulfilled = 1; /* split various subconditions at ', ' * all condititions need to be fulfilled * */ texpr = multi_tok(tsubcond, &sexpr, commaspace); while(texpr != NULL) { lexpr = strtok_r(texpr, equal, &next_texpr); rexpr = strtok_r(NULL, equal, &next_texpr); if(strcmp(rexpr, "2n") == 0) { checkfunc = &check2n; } else if(strcmp(rexpr, "2n+1") == 0) { checkfunc = &check2np1; } else if(strcmp(rexpr, "3n") == 0) { checkfunc = &check3n; } else if(strcmp(rexpr, "3n+1") == 0) { checkfunc = &check3np1; } else if(strcmp(rexpr, "3n+2") == 0) { checkfunc = &check3np2; } else if(strcmp(rexpr, "4n") == 0) { checkfunc = &check4n; } else if(strcmp(rexpr, "4n+2") == 0) { checkfunc = &check4np2; } else if(strcmp(rexpr, "6n") == 0) { checkfunc = &check6n; } else if(strcmp(rexpr, "8n") == 0) { checkfunc = &check8n; } else if(strcmp(rexpr, "8n+1") == 0) { checkfunc = &check8np1; } else if(strcmp(rexpr, "8n-1") == 0) { checkfunc = &check8nm1; } else if(strcmp(rexpr, "8n+3") == 0) { checkfunc = &check8np3; } else if(strcmp(rexpr, "8n-3") == 0) { checkfunc = &check8nm3; } else if(strcmp(rexpr, "8n+4") == 0) { checkfunc = &check8np4; } else if(strcmp(rexpr, "8n+5") == 0) { checkfunc = &check8np5; } else if(strcmp(rexpr, "8n+7") == 0) { checkfunc = &check8np7; } else { char errorstring[100]; sprintf(errorstring, "Right hand side of reflection condition (%s) not implemented", rexpr); PyErr_SetString(PyExc_RuntimeError, errorstring); free(input); return -1; } /* split left expression at ',' */ l = strtok_r(lexpr, comma, &next_lexpr); while(l != NULL) { if(strcmp(l, "h") == 0) { if(checkfunc(hkl[0]) == 0) { fulfilled = 0; } } else if(strcmp(l, "k") == 0) { if(checkfunc(hkl[1]) == 0) { fulfilled = 0; } } else if(strcmp(l, "l") == 0) { if(checkfunc(hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "h+k") == 0) { if(checkfunc(hkl[0] + hkl[1]) == 0) { fulfilled = 0; } } else if(strcmp(l, "h-k") == 0) { if(checkfunc(hkl[0] - hkl[1]) == 0) { fulfilled = 0; } } else if(strcmp(l, "-h+k") == 0) { if(checkfunc(-hkl[0] + hkl[1]) == 0) { fulfilled = 0; } } else if(strcmp(l, "h+l") == 0) { if(checkfunc(hkl[0] + hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "k+l") == 0) { if(checkfunc(hkl[1] + hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "h+k+l") == 0) { if(checkfunc(hkl[0] + hkl[1] + hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "-h+k+l") == 0) { if(checkfunc(-hkl[0] + hkl[1] + hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "2h+l") == 0) { if(checkfunc(2*hkl[0] + hkl[2]) == 0) { fulfilled = 0; } } else if(strcmp(l, "2k+l") == 0) { if(checkfunc(2*hkl[1] + hkl[2]) == 0) { fulfilled = 0; } } if(fulfilled == 0) { break; } l = strtok_r(NULL, comma, &next_lexpr); } if(fulfilled == 0) { break; } texpr = multi_tok(NULL, &sexpr, commaspace); } if(fulfilled == 1) { free(input); return 1; } tsubcond = multi_tok(NULL, &ssubcond, or); } free(input); return 0; } PyObject* testhklcond(PyObject *self, PyObject *args) { /* * test if a Bragg peak is allowed according to reflection conditions * * Parameters * ---------- * hkl : Miller indices of the peak to test (integer array) * condgeneral : General reflection conditions (list of tuples) * condwp : Reflection conditions for Wyckoff positions * (list of list of tuples) * * Returns * ------- * bool : True if peak is allowed, False otherwise */ int i, j, level, r; int pattern_applied = 0, condition_met = 0; int pattern_appliedwp = 0, condition_metwp = 0; long hkl[3]; const char *hklpattern, *cond; PyObject *hkls, *pyhkl, *condgeneral, *condwp, *subcond, *e; PyObject *iterhkl; Py_ssize_t n, m, dummy; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!", &PySet_Type, &hkls, &PyList_Type, &condgeneral, &PyList_Type, &condwp)) { return NULL; } /* test general reflection conditions * if they are violated the peak is forbidden */ n = PyList_Size(condgeneral); iterhkl = PyObject_GetIter(hkls); while ((pyhkl = PyIter_Next(iterhkl))) { for (i = 0; i < 3; ++i) { hkl[i] = PyLong_AsLong(PyTuple_GetItem(pyhkl, i)); } Py_DECREF(pyhkl); /* iterate over condgeneral */ for (i = 0; i < n; ++i) { subcond = PyList_GET_ITEM(condgeneral, i); hklpattern = PyUnicode_AsUTF8AndSize(PyTuple_GET_ITEM(subcond, 0), &dummy); cond = PyUnicode_AsUTF8AndSize(PyTuple_GET_ITEM(subcond, 1), &dummy); if (hklpattern_applies(hkl, hklpattern) == 1) { pattern_applied = 1; r = reflection_condition_met(hkl, cond); if (r == 1) { condition_met = 1; } else { Py_DECREF(iterhkl); if (r == 0) {Py_RETURN_FALSE;} else {return (PyObject *) NULL;} } } } } Py_DECREF(iterhkl); /* if there are no special conditions for at least one Wyckoff position * then directly return */ n = PyList_Size(condwp); for (i = 0; i < n; ++i) { subcond = PyList_GET_ITEM(condwp, i); if (subcond == Py_None) { if (condition_met == 1) { Py_RETURN_TRUE; } else { if (pattern_applied == 1) { Py_RETURN_FALSE; } else { Py_RETURN_TRUE; } } } } /* test specific conditions for the Wyckoff positions */ n = PyList_Size(condwp); for (j = 0; j < n; ++j) { e = PyList_GET_ITEM(condwp, j); m = PyList_Size(e); level = 100; iterhkl = PyObject_GetIter(hkls); while ((pyhkl = PyIter_Next(iterhkl))) { for (i = 0; i < 3; ++i) { hkl[i] = PyLong_AsLong(PyTuple_GetItem(pyhkl, i)); } Py_DECREF(pyhkl); for (i = 0; i < m; ++i) { subcond = PyList_GET_ITEM(e, m-1-i); hklpattern = PyUnicode_AsUTF8AndSize(PyTuple_GET_ITEM(subcond, 0), &dummy); cond = PyUnicode_AsUTF8AndSize(PyTuple_GET_ITEM(subcond, 1), &dummy); if (hklpattern_applies(hkl, hklpattern) == 1) { pattern_appliedwp = 1; r = reflection_condition_met(hkl, cond); if (r == 1) { if (i <= level) { condition_metwp = 1; level = i; } } else { if (r < 0) { Py_DECREF(iterhkl); return (PyObject *) NULL; } if (i < level) { condition_metwp = 0; level = i; break; } } } } } Py_DECREF(iterhkl); if (condition_metwp == 1) { break; } } if (pattern_appliedwp == 1) { if (condition_metwp == 1) { Py_RETURN_TRUE; } else { Py_RETURN_FALSE; } } else if (condition_met == 1 || pattern_applied == 0) { Py_RETURN_TRUE; } else { if (pattern_applied == 1) { Py_RETURN_FALSE; } else { Py_RETURN_TRUE; } } } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/qconversion.c0000644000175100002000000040125214742413365017113 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2010-2021 Dominik Kriegner */ /* ###################################### * conversion of angular coordinates * to reciprocal space * using general algorithms to work * for different types of geometries * and detectors * ######################################*/ #include "qconversion.h" #include #include /* ################################### * matrix vector operations for * 3x3 matrices and vectors of length * 3 * ################################### */ INLINE void ident(double *m) { m[0] = 1.; m[1] = 0.; m[2] = 0.; m[3] = 0.; m[4] = 1.; m[5] = 0.; m[6] = 0.; m[7] = 0.; m[8] = 1.; } INLINE void sumvec(double *RESTRICT v1, double *RESTRICT v2) { unsigned int i; for (i = 0; i < 3; ++i) { v1[i] += v2[i]; } } INLINE void diffvec(double *RESTRICT v1, double *RESTRICT v2) { unsigned int i; for (i = 0; i < 3; ++i) { v1[i] -= v2[i]; } } INLINE double norm(double *v) { double n = 0; unsigned int i; for (i = 0; i < 3; ++i) { n += v[i] * v[i]; } return sqrt(n); } INLINE void normalize(double *v) { double n = norm(v); unsigned int i; for (i = 0; i < 3; ++i) { v[i] /= n; } } INLINE void veccopy(double *RESTRICT v1, double *RESTRICT v2) { unsigned int i; for (i = 0; i < 3; ++i) { v1[i] = v2[i]; } } INLINE void vecmul(double *RESTRICT r, double a) { unsigned int i; for (i = 0; i < 3; ++i) { r[i] *= a; } } INLINE void cross(double *RESTRICT v1, double *RESTRICT v2, double *RESTRICT r) { r[0] = v1[1] * v2[2] - v1[2] * v2[1]; r[1] = -v1[0] * v2[2] + v1[2] * v2[0]; r[2] = v1[0] * v2[1] - v1[1] * v2[0]; } INLINE void vecmatcross(double *RESTRICT v, double *RESTRICT m, double *RESTRICT mr) { unsigned int i; for (i = 0; i < 9; i = i + 3) { mr[0 + i] = v[1] * m[2 + i] - v[2] * m[1 + i]; mr[1 + i] = -v[0] * m[2 + i] + v[2] * m[0 + i]; mr[2 + i] = v[0] * m[1 + i] - v[1] * m[0 + i]; } } INLINE void matmulc(double *RESTRICT m, double c) { unsigned int i; for (i = 0; i < 9; i = i + 1) { m[i] *= c; } } INLINE void matvec(double *RESTRICT m, double *RESTRICT v, double *RESTRICT r) { r[0] = m[0] * v[0] + m[1] * v[1] + m[2] * v[2]; r[1] = m[3] * v[0] + m[4] * v[1] + m[5] * v[2]; r[2] = m[6] * v[0] + m[7] * v[1] + m[8] * v[2]; } INLINE void matmul(double *RESTRICT m1, double *RESTRICT m2) { double a, b, c; unsigned int i; for (i = 0; i < 9; i = i + 3) { a = m1[i] * m2[0] + m1[i + 1] * m2[3] + m1[i + 2] * m2[6]; b = m1[i] * m2[1] + m1[i + 1] * m2[4] + m1[i + 2] * m2[7]; c = m1[i] * m2[2] + m1[i + 1] * m2[5] + m1[i + 2] * m2[8]; m1[i] = a; m1[i + 1] = b; m1[i + 2] = c; } } INLINE void tensorprod(double *v1, double *v2, double *RESTRICT m) { unsigned int i, j; for (i = 0; i < 3; i = i + 1) { for (j = 0; j < 3; j = j + 1) { m[i * 3 + j] = v1[i] * v2[j]; } } } INLINE void summat(double *RESTRICT m1, double *RESTRICT m2) { unsigned int i; for (i = 0; i < 9; ++i) { m1[i] += m2[i]; } } INLINE void diffmat(double *RESTRICT m1, double *RESTRICT m2) { unsigned int i; for (i = 0; i < 9; ++i) { m1[i] -= m2[i]; } } INLINE void inversemat(double *RESTRICT m, double *RESTRICT i) { double det; double h1, h2, h3, h4, h5, h6; unsigned int j; h1 = m[4] * m[8]; /* m11*m22 */ h2 = m[5] * m[6]; /* m12*m20 */ h3 = m[3] * m[7]; /* m10*m21 */ h4 = m[4] * m[6]; /* m11*m20 */ h5 = m[3] * m[8]; /* m10*m22 */ h6 = m[5] * m[7]; /* m12*m21 */ det = m[0] * h1 + m[1] * h2 + m[2] * h3 - \ m[2] * h4 - m[1] * h5 - m[0] * h6; i[0] = (h1 - h6); i[1] = (m[2] * m[7] - m[1] * m[8]); i[2] = (m[1] * m[5] - m[2] * m[4]); i[3] = (h2 - h5); i[4] = (m[0] * m[8] - m[2] * m[6]); i[5] = (m[2] * m[3] - m[0] * m[5]); i[6] = (h3 - h4); i[7] = (m[1] * m[6] - m[0] * m[7]); i[8] = (m[0] * m[4] - m[1] * m[3]); for (j = 0; j < 9; ++j) { i[j] /= det; } } INLINE double determinant(double *RESTRICT m) { double h1, h2, h3, h4, h5, h6; double det = 0; h1 = m[4] * m[8]; /* m11*m22 */ h2 = m[5] * m[6]; /* m12*m20 */ h3 = m[3] * m[7]; /* m10*m21 */ h4 = m[4] * m[6]; /* m11*m20 */ h5 = m[3] * m[8]; /* m10*m22 */ h6 = m[5] * m[7]; /* m12*m21 */ det = m[0] * h1 + m[1] * h2 + m[2] * h3 - \ m[2] * h4 - m[1] * h5 - m[0] * h6; return det; } /*############################################## # functions which implement rotation matrices # for all coordinate axes and rotation senses # # the routines expect angles in radians # for conversion from degrees to radians # the functions and2rad and rad2ang are # supplied ################################################*/ INLINE void rotation_xp(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = 1.; mat[1] = 0.; mat[2] = 0.; mat[3] = 0.; mat[4] = ca; mat[5] = -sa; mat[6] = 0.; mat[7] = sa; mat[8] = ca; } INLINE void apply_xp(double a, double *vec){ double mat[9], vtemp[3]; rotation_xp(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_xm(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = 1.; mat[1] = 0.; mat[2] = 0.; mat[3] = 0.; mat[4] = ca; mat[5] = sa; mat[6] = 0.; mat[7] = -sa; mat[8] = ca; } INLINE void apply_xm(double a, double *vec){ double mat[9], vtemp[3]; rotation_xm(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_yp(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = ca; mat[1] = 0.; mat[2] = sa; mat[3] = 0.; mat[4] = 1.; mat[5] = 0.; mat[6] = -sa; mat[7] = 0.; mat[8] = ca; } INLINE void apply_yp(double a, double *vec){ double mat[9], vtemp[3]; rotation_yp(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_ym(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = ca; mat[1] = 0.; mat[2] = -sa; mat[3] = 0.; mat[4] = 1.; mat[5] = 0.; mat[6] = sa; mat[7] = 0.; mat[8] = ca; } INLINE void apply_ym(double a, double *vec){ double mat[9], vtemp[3]; rotation_ym(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_zp(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = ca; mat[1] = -sa; mat[2] = 0.; mat[3] = sa; mat[4] = ca; mat[5] = 0.; mat[6] = 0.; mat[7] = 0.; mat[8] = 1.; } INLINE void apply_zp(double a, double *vec){ double mat[9], vtemp[3]; rotation_zp(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_zm(double a, double *mat){ double sa = sin(a), ca = cos(a); mat[0] = ca; mat[1] = sa; mat[2] = 0.; mat[3] = -sa; mat[4] = ca; mat[5] = 0.; mat[6] = 0.; mat[7] = 0.; mat[8] = 1.; } INLINE void apply_zm(double a, double *vec){ double mat[9], vtemp[3]; rotation_zm(a, mat); veccopy(vtemp, vec); matvec(mat, vtemp, vec); } INLINE void rotation_kappa(double a, double *mat){ double e[3]; e[0] = mat[0]; e[1] = mat[1]; e[2] = mat[2]; rotation_arb(a, e, mat); } INLINE void rotation_arb(double a, double *RESTRICT e, double *RESTRICT mat) { double sa = sin(a), ca = cos(a); double mtemp[9], mtemp2[9]; /* e must be normalized */ /* ca*(ident(3) - vec(e) o vec(e))*/ ident(mat); tensorprod(e, e, mtemp); diffmat(mat, mtemp); matmulc(mat, ca); /* tensorprod(vec(e), vec(e)) */ summat(mat, mtemp); /* sa*(vec(e) cross ident(3)) */ ident(mtemp2); vecmatcross(e, mtemp2, mtemp); matmulc(mtemp, sa); summat(mat, mtemp); } INLINE void apply_tx(double x, double *vec){ vec[0] += x; } INLINE void apply_ty(double y, double *vec){ vec[1] += y; } INLINE void apply_tz(double z, double *vec){ vec[2] += z; } /* ####################################### * debug helper functions * #######################################*/ int print_matrix(double *m) { unsigned int i; for (i = 0; i < 9; i += 3) { printf("%8.5g %8.5g %8.5g\n", m[i], m[i + 1], m[i + 2]); } printf("\n"); return 0; } int print_vector(double *m) { printf("\n%8.5g %8.5g %8.5g\n", m[0], m[1], m[2]); return 0; } /* ####################################### * conversion helper functions * #######################################*/ int determine_detector_pixel(double *rpixel, char *dir, double dpixel, double *r_i, double tilt) { /* determine the direction of a linear detector or one of the directions of * an area detector. the function returns the vector containing the * distance from one to the next pixel a tilt of the detector axis with * respect to the coordinate axis can be considered as well! rotation of * pixel direction around the crossproduct of primary beam and detector * axis. this is mainly usefull for linear detectors, since the tilt of * area detectors is handled different. */ double tiltaxis[3], tiltmat[9]; unsigned int i; for (i = 0; i < 3; ++i) { rpixel[i] = 0.; } switch (tolower(dir[0])) { case 'x': switch (dir[1]) { case '+': rpixel[0] = dpixel; break; case '-': rpixel[0] = -dpixel; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): detector determination: no valid " "direction sign given"); return 1; } break; case 'y': switch (dir[1]) { case '+': rpixel[1] = dpixel; break; case '-': rpixel[1] = -dpixel; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): detector determination: no valid " "direction sign given"); return 1; } break; case 'z': switch (dir[1]) { case '+': rpixel[2] = dpixel; break; case '-': rpixel[2] = -dpixel; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): detector determination: no valid " "direction sign given"); return 1; } break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): detector determination: no valid " "direction direction given"); return 2; } /* include possible tilt of detector axis with respect to its direction */ cross(r_i, rpixel, tiltaxis); normalize(tiltaxis); /* check if there is a problem with the tiltaxis */ for (i = 0; i < 3; ++i) { if (isnan(tiltaxis[i])) { memset(tiltaxis, 0, sizeof(tiltaxis)); } } /* create needed rotation matrix */ rotation_arb(tilt, tiltaxis, tiltmat); /* rotate rpixel */ matvec(tiltmat, rpixel, tiltaxis); veccopy(rpixel, tiltaxis); return 0; } int determine_axes_directions(fp_rot *fp_circles, char *stringAxis, unsigned int n) { /* feed the function pointer array with the correct * rotation matrix generating functions * */ unsigned int i; for (i = 0; i < n; ++i) { switch (tolower(stringAxis[2 * i])) { case 'x': switch (stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &rotation_xp; break; case '-': fp_circles[i] = &rotation_xm; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 'y': switch (stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &rotation_yp; break; case '-': fp_circles[i] = &rotation_ym; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 'z': switch(stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &rotation_zp; break; case '-': fp_circles[i] = &rotation_zm; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 'k': fp_circles[i] = &rotation_kappa; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid axis " "direction given"); return 2; } } return 0; } int determine_axes_directions_apply(fp_rot *fp_circles, char *stringAxis, unsigned int n) { /* feed the function pointer array with the correct * rotation/translation applying functions * */ unsigned int i; for (i = 0; i < n; ++i) { switch (tolower(stringAxis[2 * i])) { case 'x': switch (stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &apply_xp; break; case '-': fp_circles[i] = &apply_xm; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 'y': switch (stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &apply_yp; break; case '-': fp_circles[i] = &apply_ym; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 'z': switch(stringAxis[2 * i + 1]) { case '+': fp_circles[i] = &apply_zp; break; case '-': fp_circles[i] = &apply_zm; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "rotation sense given"); return 1; } break; case 't': switch(stringAxis[2 * i + 1]) { case 'x': fp_circles[i] = &apply_tx; break; case 'y': fp_circles[i] = &apply_ty; break; case 'z': fp_circles[i] = &apply_tz; break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid " "translation given"); return 1; } break; default: PyErr_SetString(PyExc_ValueError, "XU.Qconversion(c): axis determination: no valid axis " "direction given"); return 2; } } return 0; } int tilt_detector_axis(double tiltazimuth, double tilt, double *RESTRICT rpixel1, double *RESTRICT rpixel2) { /* rotate detector pixel vectors of a 2D detector according to tilt and * tiltazimuth */ double rtemp[3], rtemp2[3]; /* buffer vectors */ double mtemp[9]; /* rotation matrix buffer */ veccopy(rtemp, rpixel1); normalize(rtemp); vecmul(rtemp, cos(tiltazimuth + M_PI / 2.)); veccopy(rtemp2, rpixel2); normalize(rtemp2); vecmul(rtemp2, sin(tiltazimuth + M_PI / 2.)); sumvec(rtemp, rtemp2); /* tiltaxis (rotation axis) now stored in rtemp */ rotation_arb(tilt, rtemp, mtemp); /* rotation matrix now in mtemp */ /* rotate detector pixel directions */ veccopy(rtemp, rpixel1); matvec(mtemp, rtemp, rpixel1); veccopy(rtemp, rpixel2); matvec(mtemp, rtemp, rpixel2); return 0; } /*********************************************** * QConversion functions for point detector * ***********************************************/ PyObject* py_ang2q_conversion(PyObject *self, PyObject *args) /* conversion of Npoints of goniometer positions to reciprocal space * for a setup with point detector. This is the python wrapper function * which should be called by the user. It offers one common interface to * the outside although internally several performance optimized variants * are called. * * Parameters * ---------- * sampleAngles .. angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length of detector distance) * (angles zero) * sampleAxis .... string with sample axis directions * detectorAxis .. string with detector axis directions * kappadir ...... rotation axis of a possible kappa circle * UB ............ orientation matrix and reciprocal space * conversion of the investigated crystal (3, 3) * sampledis ..... sample displacement vector in relative units of * the detector distance * lambda ........ wavelength of the used x-rays as array (Npoints,) * in units of Angstreom * nthreads ...... number of threads to use in parallel section of * the code * flags ......... integer with flags: (1: has_translations; * 4: has_sampledis; * 16: verbose) * * Returns * ------- * qpos .......... momentum transfer (Npoints, 3) * * */ { int Ns, Nd; /* number of sample and detector circles */ int Npoints; /* number of angular positions */ int r; /* for return value checking */ unsigned int nthreads; /* number of threads to use */ char *sampleAxis, *detectorAxis; /* str with sample and detector axis */ double *sampleAngles,*detectorAngles, *ri, *kappadir, *sampledis, *UB, *qpos, *lambda; /* c-arrays for further usage */ int flags; npy_intp nout[2]; /* numpy arrays */ PyArrayObject *sampleAnglesArr = NULL, *detectorAnglesArr = NULL, *riArr = NULL, *kappadirArr = NULL, *sampledisArr = NULL, *UBArr = NULL, *qposArr = NULL, *lambdaArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!ssO!O!O!O!Ii", &PyArray_Type, &sampleAnglesArr, &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &riArr, &sampleAxis, &detectorAxis, &PyArray_Type, &kappadirArr, &PyArray_Type, &UBArr, &PyArray_Type, &sampledisArr, &PyArray_Type, &lambdaArr, &nthreads, &flags)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(sampleAnglesArr, 2, NPY_DOUBLE, "sampleAngles must be a 2D double array"); PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(lambdaArr, 1, NPY_DOUBLE, "wavelength must be a 1D double array"); PYARRAY_CHECK(riArr, 1, NPY_DOUBLE, "r_i must be a 1D double array"); if (PyArray_SIZE(riArr) != 3) { PyErr_SetString(PyExc_ValueError, "r_i needs to be of length 3"); return NULL; } PYARRAY_CHECK(sampledisArr, 1, NPY_DOUBLE, "sampledis must be a 1D double array"); if (PyArray_SIZE(sampledisArr) != 3) { PyErr_SetString(PyExc_ValueError,"sampledis needs to be of length 3"); return NULL; } PYARRAY_CHECK(kappadirArr, 1, NPY_DOUBLE, "kappa_dir must be a 1D double array"); if (PyArray_SIZE(kappadirArr) != 3) { PyErr_SetString(PyExc_ValueError, "kappa_dir needs to be of length 3"); return NULL; } PYARRAY_CHECK(UBArr, 2, NPY_DOUBLE, "UB must be a 2D double array"); if (PyArray_DIMS(UBArr)[0] != 3 || PyArray_DIMS(UBArr)[1] != 3) { PyErr_SetString(PyExc_ValueError, "UB must be of shape (3, 3)"); return NULL; } Npoints = (int) PyArray_DIMS(sampleAnglesArr)[0]; Ns = (int) PyArray_DIMS(sampleAnglesArr)[1]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; if (PyArray_DIMS(detectorAnglesArr)[0] != Npoints) { PyErr_SetString(PyExc_ValueError, "detectorAngles and sampleAngles must have same first dimension"); return NULL; } if (PyArray_SIZE(lambdaArr) != Npoints) { PyErr_SetString(PyExc_ValueError, "size of wavelength array need to fit with angle arrays"); return NULL; } sampleAngles = (double *) PyArray_DATA(sampleAnglesArr); detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); lambda = (double *) PyArray_DATA(lambdaArr); ri = (double *) PyArray_DATA(riArr); sampledis = (double *) PyArray_DATA(sampledisArr); kappadir = (double *) PyArray_DATA(kappadirArr); UB = (double *) PyArray_DATA(UBArr); /* create output ndarray */ nout[0] = Npoints; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* call worker function */ if (flags & HAS_SAMPLEDIS) { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_sdtrans( sampleAngles, detectorAngles, ri, sampleAxis, detectorAxis, kappadir, UB, sampledis, lambda, Npoints, Ns, Nd, flags, qpos); } else { r = ang2q_conversion_sd( sampleAngles, detectorAngles, ri, sampleAxis, detectorAxis, kappadir, UB, sampledis, lambda, Npoints, Ns, Nd, flags, qpos); } } else { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_trans( sampleAngles, detectorAngles, ri, sampleAxis, detectorAxis, kappadir, UB, lambda, Npoints, Ns, Nd, flags, qpos); } else { r = ang2q_conversion( sampleAngles, detectorAngles, ri, sampleAxis, detectorAxis, kappadir, UB, lambda, Npoints, Ns, Nd, flags, qpos); } } /* clean up */ Py_DECREF(sampleAnglesArr); Py_DECREF(detectorAnglesArr); Py_DECREF(riArr); Py_DECREF(kappadirArr); Py_DECREF(UBArr); Py_DECREF(sampledisArr); Py_DECREF(lambdaArr); if (r != 0) { return NULL; } /* return output array */ return PyArray_Return(qposArr); } int ang2q_conversion(double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a setup with point detector * * Parameters * ---------- * sampleAngles .. angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length irrelevant) * (angles zero) * sampleAxis .... string with sample axis directions * detectorAxis .. string with detector axis directions * kappadir ...... rotation axis of a possible kappa circle * UB ............ orientation matrix and reciprocal space conversion of * investigated crystal (3, 3) * lambda ........ wavelength of the used x-rays as array (Npoints,) * in units of Angstreom * Npoints ....... number of points to calculate * Ns ............ number of sample axes * Nd ............ number of detector axes * flags ......... general flags integer (verbosity) * qpos .......... momentum transfer (Npoints, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double local_ri[3], ki[3]; /* copy of primary beam direction */ int i, j; /* needed indices */ /* arrays with function pointers to rotation matrix functions */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } /* give ri correct length */ veccopy(local_ri, ri); normalize(local_ri); /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, ki, mtemp, mtemp2, ms, md) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } ident(mtemp); diffmat(md, mtemp); matmul(ms, md); /* ms contains now the rotation matrix to determine * the momentum transfer. * calculate the momentum transfer */ veccopy(ki, local_ri); /* ki is now normalized ri */ vecmul(ki, M_2PI / lambda[i]); /* scales k_i */ matvec(ms, ki, &qpos[3 * i]); } return 0; } int ang2q_conversion_sd( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a setup with point detector including the effect of a sample * displacement error. * * Parameters * ---------- * sampleAngles .. angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length of detector distance) * (angles zero) * sampleAxis .... string with sample axis directions * detectorAxis .. string with detector axis directions * kappadir ...... rotation axis of a possible kappa circle * UB ............ orientation matrix and reciprocal space * conversion of the investigated crystal (3, 3) * sampledis ..... sample displacement vector in relative units of * the detector distance * lambda ........ wavelength of the used x-rays as array (Npoints,) * in units of Angstreom * Npoints ....... number of points to calculate * Ns ............ number of sample axes * Nd ............ number of detector axes * flags ......... general flags integer (verbosity) * qpos .......... momentum transfer (Npoints, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double local_ri[3]; /* copy of primary beam direction */ int i, j; /* needed indices */ /* arrays with function pointers to rotation matrix functions */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } /* give ri correct length */ veccopy(local_ri, ri); normalize(local_ri); /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, mtemp, mtemp2, ms, md) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } /* consider sample displacement in kf * kf = |k| * (\mat D . \hat ri - \vec rs)/||...|| */ matvec(md, ri, mtemp); diffvec(mtemp, sampledis); normalize(mtemp); diffvec(mtemp, local_ri); /* ki/|k| - kf/|k| */ vecmul(mtemp, M_2PI / lambda[i]); /* defines k_f */ /* mtemp now contains the momentum transfer which will be * transformed to the sample q-coordinate system. * calculate the momentum transfer */ matvec(ms, mtemp, &qpos[3 * i]); } return 0; } int ang2q_conversion_trans( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a setup with point detector and detector translations * * Parameters * ---------- * sampleAngles .. angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length irrelevant) * (angles zero) * sampleAxis .... string with sample axis directions * detectorAxis .. string with detector axis directions * kappadir ...... rotation axis of a possible kappa circle * UB ............ orientation matrix and reciprocal space conversion of * investigated crystal (3, 3) * lambda ........ wavelength of the used x-rays as array (Npoints,) * in units of Angstreom * Npoints ....... number of points to calculate * Ns ............ number of sample axes * Nd ............ number of detector axes * flags ......... general flags integer (verbosity) * qpos .......... momentum transfer (Npoints, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double local_ri[3], rd[3]; /* copy of primary beam direction */ int i, j; /* needed indices */ /* arrays with function pointers to rotation matrix functions */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } /* give ri correct length */ veccopy(local_ri, ri); normalize(local_ri); /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ veccopy(rd, ri); for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } normalize(rd); diffvec(rd, local_ri); /* ms contains now the rotation matrix to determine * the momentum transfer. * calculate the momentum transfer */ vecmul(rd, M_2PI / lambda[i]); /* scales by k */ matvec(ms, rd, &qpos[3 * i]); } return 0; } int ang2q_conversion_sdtrans( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a setup with point detector including the effect of a sample * displacement error and detector translations * * Parameters * ---------- * sampleAngles .. angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length of detector distance) * (angles zero) * sampleAxis .... string with sample axis directions * detectorAxis .. string with detector axis directions * kappadir ...... rotation axis of a possible kappa circle * UB ............ orientation matrix and reciprocal space * conversion of the investigated crystal (3, 3) * sampledis ..... sample displacement vector in relative units of * the detector distance * lambda ........ wavelength of the used x-rays as array (Npoints,) * in units of Angstreom * Npoints ....... number of points to calculate * Ns ............ number of sample axes * Nd ............ number of detector axes * flags ......... general flags integer (verbosity) * qpos .......... momentum transfer (Npoints, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double local_ri[3], rd[3]; /* copy of primary beam direction */ int i, j; /* needed indices */ /* arrays with function pointers to rotation matrix functions */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } /* give ri correct length */ veccopy(local_ri, ri); normalize(local_ri); /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } /* consider sample displacement in kf */ diffvec(rd, sampledis); normalize(rd); diffvec(rd, local_ri); /* ki/|k| - kf/|k| */ vecmul(rd, M_2PI / lambda[i]); /* defines k_f */ /* rd now contains the momentum transfer which will be * transformed to the sample q-coordinate system. * calculate the momentum transfer */ matvec(ms, rd, &qpos[3 * i]); } return 0; } /*********************************************** * QConversion functions for linear detector * ***********************************************/ PyObject* py_ang2q_conversion_linear(PyObject *self, PyObject *args) /* conversion of Npoints of goniometer positions to reciprocal space * for a linear detector with a given pixel size mounted along one of the * coordinate axis. This is the python wrapper function which should be * called by the user. It offers one common interface to the outside * although internally several performance optimized variants are called. * * Parameters * ---------- * sampleAngles .... angular positions of the goniometer (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays in angstrom (Npoints,) * nthreads ........ number of threads to use in parallel section of * the code * flags ........... integer with flags: (1: has_translations; * 4: has_sampledis; * 16: verbose) * * Returns * ------- * qpos ............ momentum transfer (Npoints * Nch, 3) * */ { int Ns, Nd; /* number of sample and detector circles */ int Npoints; /* number of angular positions */ int Nch; /* number of channels in region of interest */ int r; /* return value checking */ int flags; /* flags to select behavior of the function */ unsigned int nthreads; /* number of threads to use */ double cch, dpixel, tilt; /* wavelength and detector parameters */ char *sampleAxis, *detectorAxis, *dir; /* string with sample and * detector axis, and * detector direction */ double *sampleAngles, *detectorAngles, *rcch, *kappadir, *sampledis, *UB, *qpos, *lambda; /* c-arrays for further usage */ int *roi; /* region of interest integer array */ npy_intp nout[2]; PyArrayObject *sampleAnglesArr = NULL, *detectorAnglesArr = NULL, *rcchArr = NULL, *kappadirArr = NULL, *roiArr = NULL, *sampledisArr = NULL, *UBArr = NULL, *qposArr = NULL, *lambdaArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!ssO!ddO!sdO!O!O!Ii", &PyArray_Type, &sampleAnglesArr, &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &rcchArr, &sampleAxis, &detectorAxis, &PyArray_Type, &kappadirArr, &cch, &dpixel, &PyArray_Type, &roiArr, &dir, &tilt, &PyArray_Type, &UBArr, &PyArray_Type, &sampledisArr, &PyArray_Type, &lambdaArr, &nthreads, &flags)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(sampleAnglesArr, 2, NPY_DOUBLE, "sampleAngles must be a 2D double array"); PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(lambdaArr, 1, NPY_DOUBLE, "wavelength must be a 1D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(sampledisArr, 1, NPY_DOUBLE, "sampledis must be a 1D double array"); if (PyArray_SIZE(sampledisArr) != 3) { PyErr_SetString(PyExc_ValueError, "sampledis needs to be of length 3"); return NULL; } PYARRAY_CHECK(kappadirArr, 1, NPY_DOUBLE, "kappa_dir must be a 1D double array"); if (PyArray_SIZE(kappadirArr) != 3) { PyErr_SetString(PyExc_ValueError, "kappa_dir needs to be of length 3"); return NULL; } PYARRAY_CHECK(UBArr, 2, NPY_DOUBLE, "UB must be a 2D double array"); if (PyArray_DIMS(UBArr)[0] != 3 || PyArray_DIMS(UBArr)[1] != 3) { PyErr_SetString(PyExc_ValueError, "UB must be of shape (3, 3)"); return NULL; } PYARRAY_CHECK(roiArr, 1, NPY_INT32, "roi must be a 1D int array"); if (PyArray_SIZE(roiArr) != 2) { PyErr_SetString(PyExc_ValueError, "roi must be of length 2"); return NULL; } Npoints = (int) PyArray_DIMS(sampleAnglesArr)[0]; Ns = (int) PyArray_DIMS(sampleAnglesArr)[1]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; if (PyArray_DIMS(detectorAnglesArr)[0] != Npoints) { PyErr_SetString(PyExc_ValueError, "detectorAngles and sampleAngles must have same first dimension"); return NULL; } if (PyArray_SIZE(lambdaArr) != Npoints) { PyErr_SetString(PyExc_ValueError, "size of wavelength array need to fit with angle arrays"); return NULL; } sampleAngles = (double *) PyArray_DATA(sampleAnglesArr); detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); lambda = (double *) PyArray_DATA(lambdaArr); rcch = (double *) PyArray_DATA(rcchArr); kappadir = (double *) PyArray_DATA(kappadirArr); UB = (double *) PyArray_DATA(UBArr); sampledis = (double *) PyArray_DATA(sampledisArr); roi = (int *) PyArray_DATA(roiArr); /* derived values from input parameters */ Nch = roi[1] - roi[0]; /* number of channels */ /* create output ndarray */ nout[0] = Npoints * Nch; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* call worker function */ if (flags & HAS_SAMPLEDIS) { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_linear_sdtrans( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch, dpixel, roi, dir, tilt, UB, sampledis, lambda, Npoints, Ns, Nd, Nch, flags, qpos); } else { r = ang2q_conversion_linear_sd( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch, dpixel, roi, dir, tilt, UB, sampledis, lambda, Npoints, Ns, Nd, Nch, flags, qpos); } } else { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_linear_trans( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch, dpixel, roi, dir, tilt, UB, lambda, Npoints, Ns, Nd, Nch, flags, qpos); } else { r = ang2q_conversion_linear( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch, dpixel, roi, dir, tilt, UB, lambda, Npoints, Ns, Nd, Nch, flags, qpos); } } /* clean up */ Py_DECREF(sampleAnglesArr); Py_DECREF(detectorAnglesArr); Py_DECREF(rcchArr); Py_DECREF(kappadirArr); Py_DECREF(roiArr); Py_DECREF(UBArr); Py_DECREF(sampledisArr); Py_DECREF(lambdaArr); if (r != 0) { return NULL; } /* return output array */ return PyArray_Return(qposArr); } int ang2q_conversion_linear( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a linear detector with a given pixel size mounted along one of the * coordinate axis. This is the python wrapper function which should be * called by the user. It offers one common interface to the outside * although internally several performance optimized variants are called. * * Parameters * ---------- * sampleAngles .... angular positions of the goniometer (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * lambda .......... wavelength of the used x-rays in angstrom (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * Nch ............. number of channels * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double rd[3], rpixel[3], rcchp[3]; /* detector position */ double r_i[3], rtemp[3]; /* center channel direction */ int i, j, k; /* needed indices */ double f; /* f = M_2PI / lambda */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel, dir, dpixel, r_i, tilt) != 0) { return -1; } for (k = 0; k < 3; ++k) { rcchp[k] = rpixel[k] * cch; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, f, mtemp, mtemp2, ms, md, rd, rtemp) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* length of k */ f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } /* ms contains now the inverse rotation matrix for the sample circles * md contains the detector rotation matrix * calculate the momentum transfer for each detector pixel */ for (j = roi[0]; j < roi[1]; ++j) { for (k = 0; k < 3; ++k) { rd[k] = j * rpixel[k] - rcchp[k]; } sumvec(rd, rcch); normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ matvec(md, rd, rtemp); diffvec(rtemp, r_i); vecmul(rtemp, f); /* determine momentum transfer */ matvec(ms, rtemp, &qpos[3 * (i * Nch + j - roi[0])]); } } return 0; } int ang2q_conversion_linear_sd( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a linear detector with a given pixel size mounted along one of * the coordinate axis. this variant also considers the effect of a sample * displacement. * * Parameters * ---------- * sampleAngles .... angular positions of the goniometer (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays in angstrom (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * Nch ............. number of channels * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double rd[3], rpixel[3], rcchp[3]; /* detector position */ double r_i[3], rtemp[3]; /* center channel direction */ int i, j, k; /* needed indices */ double f; /* wavelength parameters */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel, dir, dpixel, r_i, tilt) != 0) { return -1; } for (k = 0; k < 3; ++k) { rcchp[k] = rpixel[k] * cch; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, f, mtemp, mtemp2, ms, md, rd, rtemp) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* length of k */ f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } /* ms contains now the inverse rotation matrix for the sample circles * md contains the detector rotation matrix * calculate the momentum transfer for each detector pixel */ for (j = roi[0]; j < roi[1]; ++j) { for (k = 0; k < 3; ++k) { rd[k] = j * rpixel[k] - rcchp[k]; } sumvec(rd, rcch); matvec(md, rd, rtemp); /* consider sample displacement vector */ diffvec(rtemp, sampledis); normalize(rtemp); /* continue with normal conversion */ /* rtemp contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rtemp, r_i); vecmul(rtemp, f); /* determine momentum transfer */ matvec(ms, rtemp, &qpos[3 * (i * Nch + j - roi[0])]); } } return 0; } int ang2q_conversion_linear_trans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a linear detector with a given pixel size mounted along one of * the coordinate axis, and translation motors on the detector arm * * Parameters * ---------- * sampleAngles .... angular positions of the goniometer (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * lambda .......... wavelength of the used x-rays in angstrom (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * Nch ............. number of channels * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array)) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double rd[3], rpixel[3], rcchp[3]; /* detector position */ double r_i[3]; /* center channel direction */ int i, j, k; /* needed indices */ double f; /* f = M_2PI / lambda */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel, dir, dpixel, r_i, tilt) != 0) { return -1; } for (k = 0; k < 3; ++k) { rcchp[k] = rpixel[k] * cch; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, f, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* length of k */ f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* ms contains now the inverse rotation matrix for the sample circles * calculate the momentum transfer for each detector pixel */ for (j = roi[0]; j < roi[1]; ++j) { for (k = 0; k < 3; ++k) { rd[k] = j * rpixel[k] - rcchp[k]; } sumvec(rd, rcch); /* determine detector rotations */ for (k = Nd - 1; k >= 0; --k) { detectorRotation[k](detectorAngles[Nd * i + k], rd); } normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* determine momentum transfer */ matvec(ms, rd, &qpos[3 * (i * Nch + j - roi[0])]); } } return 0; } int ang2q_conversion_linear_sdtrans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for a linear detector with a given pixel size mounted along one of * the coordinate axis. this variant also considers the effect of a sample * displacement and can consider detector translation-axis. * * Parameters * ---------- * sampleAngles .... angular positions of the goniometer (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays in angstrom (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * Nch ............. number of channels * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array)) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double rd[3], rpixel[3], rcchp[3]; /* detector position */ double r_i[3]; /* center channel direction */ int i, j, k; /* needed indices */ double f; /* wavelength parameter */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel, dir, dpixel, r_i, tilt) != 0) { return -1; } for (k = 0; k < 3; ++k) { rcchp[k] = rpixel[k] * cch; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, f, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* length of k */ f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* ms contains now the inverse rotation matrix for the sample circles * calculate the momentum transfer for each detector pixel */ for (j = roi[0]; j < roi[1]; ++j) { for (k = 0; k < 3; ++k) { rd[k] = j * rpixel[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations, starting with the * inner most */ for (k = Nd - 1; k >= 0; --k) { detectorRotation[k](detectorAngles[Nd * i + k], rd); } /* consider sample displacement vector */ diffvec(rd, sampledis); normalize(rd); /* continue with normal conversion */ /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* determine momentum transfer */ matvec(ms, rd, &qpos[3 * (i * Nch + j - roi[0])]); } } return 0; } /*********************************************** * QConversion functions for area detectors * ***********************************************/ PyObject* py_ang2q_conversion_area(PyObject *self, PyObject *args) /* conversion of Npoints of goniometer positions to reciprocal space for an * area detector with a given pixel size mounted along one of the coordinate * axis. This is the python wrapper function which should be called by the * user. It offers one common interface to the outside although internally * several performance optimized variants are called. * * Parameters * ---------- * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays (Npoints,) * nthreads ........ number of threads to use in parallelization * flags ........... integer with flags: (1: has_translations; * 4: has_sampledis; * 16: verbose) * * Returns * ------- * qpos ............ momentum transfer (Npoints * Npix1 * Npix2, 3) * */ { int Ns, Nd; /* number of sample and detector circles */ int Npoints; /* number of angular positions */ int r; /* return value checking */ int flags; /* flags to select behavior of the function */ unsigned int nthreads; /* number threads for OpenMP */ double cch1, cch2, dpixel1, dpixel2, tilt, tiltazimuth; /* string with sample and detector axis, and detector direction */ char *sampleAxis, *detectorAxis, *dir1, *dir2; double *sampleAngles,*detectorAngles, *rcch, *kappadir, *UB, *sampledis, *qpos, *lambda; /* c-arrays for further usage */ int *roi; /* region of interest integer array */ npy_intp nout[2]; /* numpy arrays */ PyArrayObject *sampleAnglesArr = NULL, *detectorAnglesArr = NULL, *rcchArr = NULL, *kappadirArr = NULL, *roiArr = NULL, *sampledisArr = NULL, *UBArr = NULL, *qposArr = NULL, *lambdaArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!ssO!ddddO!ssddO!O!O!Ii", &PyArray_Type, &sampleAnglesArr, &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &rcchArr, &sampleAxis, &detectorAxis, &PyArray_Type, &kappadirArr, &cch1, &cch2, &dpixel1, &dpixel2, &PyArray_Type, &roiArr, &dir1, &dir2, &tiltazimuth, &tilt, &PyArray_Type, &UBArr, &PyArray_Type, &sampledisArr, &PyArray_Type, &lambdaArr, &nthreads, &flags)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(sampleAnglesArr, 2, NPY_DOUBLE, "sampleAngles must be a 2D double array"); PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(lambdaArr, 1, NPY_DOUBLE, "wavelength must be a 1D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(kappadirArr, 1, NPY_DOUBLE, "kappa_dir must be a 1D double array"); if (PyArray_SIZE(kappadirArr) != 3) { PyErr_SetString(PyExc_ValueError, "kappa_dir needs to be of length 3"); return NULL; } PYARRAY_CHECK(UBArr, 2, NPY_DOUBLE, "UB must be a 2D double array"); if (PyArray_DIMS(UBArr)[0] != 3 || PyArray_DIMS(UBArr)[1] != 3) { PyErr_SetString(PyExc_ValueError, "UB must be of shape (3, 3)"); return NULL; } PYARRAY_CHECK(roiArr, 1, NPY_INT32, "roi must be a 1D int array"); if (PyArray_SIZE(roiArr) != 4) { PyErr_SetString(PyExc_ValueError, "roi must be of length 4"); return NULL; } PYARRAY_CHECK(sampledisArr, 1, NPY_DOUBLE, "sampledis must be a 1D double array"); if (PyArray_SIZE(sampledisArr) != 3) { PyErr_SetString(PyExc_ValueError, "sampledis needs to be of length 3"); return NULL; } Npoints = (int) PyArray_DIMS(sampleAnglesArr)[0]; Ns = (int) PyArray_DIMS(sampleAnglesArr)[1]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; if (PyArray_DIMS(detectorAnglesArr)[0] != Npoints) { PyErr_SetString(PyExc_ValueError, "detectorAngles and sampleAngles must have same first dimension"); return NULL; } if (PyArray_SIZE(lambdaArr) != Npoints) { PyErr_SetString(PyExc_ValueError, "size of wavelength array need to fit with angle arrays"); return NULL; } sampleAngles = (double *) PyArray_DATA(sampleAnglesArr); detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); lambda = (double *) PyArray_DATA(lambdaArr); rcch = (double *) PyArray_DATA(rcchArr); kappadir = (double *) PyArray_DATA(kappadirArr); UB = (double *) PyArray_DATA(UBArr); roi = (int *) PyArray_DATA(roiArr); sampledis = (double *) PyArray_DATA(sampledisArr); /* create output ndarray */ nout[0] = Npoints * (roi[1] - roi[0]) * (roi[3] - roi[2]); nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* call worker function */ if (flags & HAS_SAMPLEDIS) { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_area_sdtrans( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch1, cch2, dpixel1, dpixel2, roi, dir1, dir2, tiltazimuth, tilt, UB, sampledis, lambda, Npoints, Ns, Nd, flags, qpos); } else { r = ang2q_conversion_area_sd( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch1, cch2, dpixel1, dpixel2, roi, dir1, dir2, tiltazimuth, tilt, UB, sampledis, lambda, Npoints, Ns, Nd, flags, qpos); } } else { if (flags & HAS_TRANSLATIONS) { r = ang2q_conversion_area_trans( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch1, cch2, dpixel1, dpixel2, roi, dir1, dir2, tiltazimuth, tilt, UB, lambda, Npoints, Ns, Nd, flags, qpos); } else { r = ang2q_conversion_area( sampleAngles, detectorAngles, rcch, sampleAxis, detectorAxis, kappadir, cch1, cch2, dpixel1, dpixel2, roi, dir1, dir2, tiltazimuth, tilt, UB, lambda, Npoints, Ns, Nd, flags, qpos); } } /* clean up */ Py_DECREF(sampleAnglesArr); Py_DECREF(detectorAnglesArr); Py_DECREF(rcchArr); Py_DECREF(kappadirArr); Py_DECREF(roiArr); Py_DECREF(UBArr); Py_DECREF(sampledisArr); Py_DECREF(lambdaArr); if (r != 0) { return NULL; } /* return output array */ return PyArray_Return(qposArr); } int ang2q_conversion_area( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for an area detector with a given pixel size mounted along one of * the coordinate axis * * Parameters * ---------- * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction * given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of the investigated crystal (3, 3) * lambda .......... wavelength of the used x-rays (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3], rtemp[3]; /* r_i: center channel direction */ int i, j, j1, j2, k; /* loop indices */ int idxh1, idxh2; /* temporary index helper */ double f; /* f = M_2PI / lambda and detector parameters */ /* string with sample and detector axis, and detector direction */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* calculate some index shortcuts */ idxh1 = (roi[1] - roi[0]) * (roi[3] - roi[2]); idxh2 = roi[3] - roi[2]; /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return -1; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return -1; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, j1, j2, k, f, mtemp, mtemp2, ms, md, rd, rtemp) \ schedule(static) for (i = 0; i < Npoints; ++i) { f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } /* ms contains now the inverse rotation matrix for the sample circles * md contains the detector rotation matrix * calculate the momentum transfer for each detector pixel */ for (j1 = roi[0]; j1 < roi[1]; ++j1) { for (j2 = roi[2]; j2 < roi[3]; ++j2) { for (k = 0; k < 3; ++k) { rd[k] = j1 * rpixel1[k] + j2 * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ matvec(md, rd, rtemp); diffvec(rtemp, r_i); vecmul(rtemp, f); /* determine momentum transfer */ matvec(ms, rtemp, &qpos[3 * (i * idxh1 + idxh2 * (j1 - roi[0]) + (j2 - roi[2]))]); } } } return 0; } int ang2q_conversion_area_sd( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for an area detector with a given pixel size mounted along one of * the coordinate axis. this variant also considers the effect of a * sample displacement error. * * Parameters * ---------- * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9], md[9]; /* matrices */ double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3], rtemp[3]; /* r_i: center channel direction */ int i, j, j1, j2, k; /* loop indices */ int idxh1, idxh2; /* temporary index helper */ double f; /* f = M_2PI / lambda and detector parameters */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* calculate some index shortcuts */ idxh1 = (roi[1] - roi[0]) * (roi[3] - roi[2]); idxh2 = roi[3] - roi[2]; /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return -1; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return -1; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, j1, j2, k, f, mtemp, mtemp2, ms, md, rd, rtemp) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* length of k */ f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* determine detector rotations */ ident(md); for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], mtemp); matmul(md, mtemp); } /* ms contains now the inverse rotation matrix for the sample circles * md contains the detector rotation matrix * calculate the momentum transfer for each detector pixel */ for (j1 = roi[0]; j1 < roi[1]; ++j1) { for (j2 = roi[2]; j2 < roi[3]; ++j2) { for (k = 0; k < 3; ++k) { rd[k] = j1 * rpixel1[k] + j2 * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); matvec(md, rd, rtemp); /* consider the effect of the sample displacement */ diffvec(rtemp, sampledis); normalize(rtemp); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rtemp, r_i); vecmul(rtemp, f); /* determine momentum transfer */ matvec(ms, rtemp, &qpos[3 * (i * idxh1 + idxh2 * (j1 - roi[0]) + (j2 - roi[2]))]); } } } return 0; } int ang2q_conversion_area_trans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for an area detector with a given pixel size mounted along one of * the coordinate axis including translation axis on the detector arm * * Parameters * ---------- * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction * given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of the investigated crystal (3, 3) * lambda .......... wavelength of the used x-rays (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3]; /* r_i: center channel direction */ int i, j, j1, j2, k; /* loop indices */ int idxh1, idxh2; /* temporary index helper */ double f; /* f = M_2PI / lambda and detector parameters */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* calculate some index shortcuts */ idxh1 = (roi[1] - roi[0]) * (roi[3] - roi[2]); idxh2 = roi[3] - roi[2]; /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return -1; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return -1; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, j1, j2, k, f, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* ms contains now the inverse rotation matrix for the sample circles * detector rotations/translations need to be applied separately for * every pixel */ for (j1 = roi[0]; j1 < roi[1]; ++j1) { for (j2 = roi[2]; j2 < roi[3]; ++j2) { for (k = 0; k < 3; ++k) { rd[k] = j1 * rpixel1[k] + j2 * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations, starting with the * inner most */ for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* determine momentum transfer */ matvec(ms, rd, &qpos[3 * (i * idxh1 + idxh2 * (j1 - roi[0]) + (j2 - roi[2]))]); } } } return 0; } int ang2q_conversion_area_sdtrans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos) /* conversion of Npoints of goniometer positions to reciprocal space * for an area detector with a given pixel size mounted along one of * the coordinate axis including translation axis on the detector arm * and considering a sample displacement * * Parameters * ---------- * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * kappadir ........ rotation axis of a possible kappa circle * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction * given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of the investigated crystal (3, 3) * sampledis ....... sample displacement vector, same units as the * detector distance * lambda .......... wavelength of the used x-rays (Npoints,) * Npoints ......... number of points to calculate * Ns .............. number of sample axes * Nd .............. number of detector axes * flags ........... general flags integer (verbosity) * qpos ............ momentum transfer (Npoints * Nch, 3) (OUTPUT array) * * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3]; /* r_i: center channel direction */ int i, j, j1, j2, k; /* loop indices */ int idxh1, idxh2; /* temporary index helper */ double f; /* f = M_2PI / lambda and detector parameters */ fp_rot *sampleRotation = malloc(Ns * sizeof(fp_rot)); fp_rot *detectorRotation = malloc(Nd * sizeof(fp_rot)); /* calculate some index shortcuts */ idxh1 = (roi[1] - roi[0]) * (roi[3] - roi[2]); idxh2 = roi[3] - roi[2]; /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return -1; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return -1; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return -1; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return -1; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, j1, j2, k, f, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { f = M_2PI / lambda[i]; /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { /* load kappa direction into matrix * (just needed for kappa goniometer) */ mtemp2[0] = kappadir[0]; mtemp2[1] = kappadir[1]; mtemp2[2] = kappadir[2]; sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* ms contains now the inverse rotation matrix for the sample circles * detector rotations/translations need to be applied separately for * every pixel */ for (j1 = roi[0]; j1 < roi[1]; ++j1) { for (j2 = roi[2]; j2 < roi[3]; ++j2) { for (k = 0; k < 3; ++k) { rd[k] = j1 * rpixel1[k] + j2 * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations, starting with the * inner most */ for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } /* consider the effect of the sample displacement */ diffvec(rd, sampledis); normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* determine momentum transfer */ matvec(ms, rd, &qpos[3 * (i * idxh1 + idxh2 * (j1 - roi[0]) + (j2 - roi[2]))]); } } } return 0; } PyObject* ang2q_conversion_area_pixel(PyObject *self, PyObject *args) /* conversion of Npoints of detector positions to Q for an area detector * with a given pixel size mounted along one of the coordinate axis. This * function only calculates the q-position for the pairs of pixel numbers * (n1, n2) given in the input and should therefore be used only for * detector calibration purposes. * * Parameters * ---------- * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * n1 .............. detector pixel numbers dim1 (Npoints) * n2 .............. detector pixel numbers dim2 (Npoints) * rcch ............ direction + distance of center pixel (angles zero) * detectorAxis .... string with detector axis directions * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction given by the tiltazimuth * lambda .......... wavelength of the used x-rays * nthreads ........ number of threads to use in parallel section of * the code * * Returns * ------- * qpos ............ momentum transfer (Npoints, 3) * */ { double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3]; /* r_i: center channel direction */ int i, j, k; /* loop indices */ int Nd; /* number of detector circles */ int Npoints; /* number of angular positions */ unsigned int nthreads; /* number of threads to use */ /* x-ray wavelength, f = M_2PI / lambda and detector parameters */ double f, lambda, cch1, cch2, dpixel1, dpixel2, tilt, tiltazimuth; char *detectorAxis, *dir1, *dir2; /* string with detector axis, * and detector direction */ double *detectorAngles, *n1, *n2, *rcch, *qpos; /* c-arrays */ fp_rot *detectorRotation; npy_intp nout[2]; PyArrayObject *detectorAnglesArr = NULL, *n1Arr = NULL, *n2Arr = NULL, *rcchArr = NULL, *qposArr = NULL; /* numpy arrays */ /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!O!sddddssdddI", &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &n1Arr, &PyArray_Type, &n2Arr, &PyArray_Type, &rcchArr, &detectorAxis, &cch1, &cch2, &dpixel1, &dpixel2, &dir1, &dir2, &tiltazimuth, &tilt, &lambda, &nthreads)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(n1Arr, 1, NPY_DOUBLE, "n1 must be a 1D double array"); PYARRAY_CHECK(n2Arr, 1, NPY_DOUBLE, "n2 must be a 1D double array"); Npoints = (int) PyArray_DIMS(detectorAnglesArr)[0]; if (PyArray_SIZE(n1Arr) != Npoints || PyArray_SIZE(n2Arr) != Npoints) { PyErr_SetString(PyExc_ValueError, "n1, n2 must be of length Npoints"); return NULL; } Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); rcch = (double *) PyArray_DATA(rcchArr); n1 = (double *) PyArray_DATA(n1Arr); n2 = (double *) PyArray_DATA(n2Arr); /* derived values from input parameters */ f = M_2PI / lambda; /* create output ndarray */ nout[0] = Npoints; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* arrays with function pointers to rotation matrix functions */ detectorRotation = (fp_rot*) malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return NULL; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return NULL; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return NULL; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* calculate momentum transfer for the detector pixel n1[i], n2[i] */ for (k = 0; k < 3; ++k) { rd[k] = n1[i] * rpixel1[k] + n2[i] * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations */ for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* save momentum transfer to output */ veccopy(&qpos[3 * i], rd); } /* clean up */ Py_DECREF(detectorAnglesArr); Py_DECREF(n1Arr); Py_DECREF(n2Arr); Py_DECREF(rcchArr); /* return output array */ return PyArray_Return(qposArr); } PyObject* ang2q_conversion_area_pixel2(PyObject *self, PyObject *args) /* conversion of Npoints of detector positions to Q * for an area detector with a given pixel size mounted along one of * the coordinate axis. This function only calculates the q-position for the * pairs of pixel numbers (n1, n2) given in the input and should therefore * be used only for detector calibration purposes. * * This variant of this function also takes a sample orientation matrix as * well as the sample goniometer as input to allow for a simultaneous fit * of reference samples orientation * * Interface: * sampleAngles .... angular positions of the sample goniometer * (Npoints, Ns) * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * n1 .............. detector pixel numbers dim1 (Npoints) * n2 .............. detector pixel numbers dim2 (Npoints) * rcch ............ direction + distance of center pixel (angles zero) * sampleAxis ...... string with sample axis directions * detectorAxis .... string with detector axis directions * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction given by the tiltazimuth * UB .............. orientation matrix and reciprocal space conversion * of the investigated crystal (3, 3) * lambda .......... wavelength of the used x-rays * nthreads ........ number of threads to use in parallel section of the * code * * Returns * ------- * qpos ............ momentum transfer (Npoints, 3) * */ { double mtemp[9], mtemp2[9], ms[9]; /* matrices */ double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ double r_i[3]; /* r_i: center channel direction */ int i, j, k; /* loop indices */ int Ns, Nd; /* number of sample / detector circles */ int Npoints; /* number of angular positions */ unsigned int nthreads; /* number of threads to use */ /* x-ray wavelength, f = M_2PI / lambda and detector parameters */ double f, lambda, cch1, cch2, dpixel1, dpixel2, tilt, tiltazimuth; /* string with sample and detector axis, and detector direction */ char *sampleAxis, *detectorAxis, *dir1, *dir2; /* c-arrays */ double *sampleAngles, *detectorAngles, *n1, *n2, *rcch, *UB, *qpos; fp_rot *sampleRotation; fp_rot *detectorRotation; npy_intp nout[2]; PyArrayObject *sampleAnglesArr = NULL, *detectorAnglesArr = NULL, *n1Arr = NULL, *n2Arr = NULL, *rcchArr = NULL, *UBArr = NULL, *qposArr = NULL; /* numpy arrays */ /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!O!O!O!ssddddssddO!dI", &PyArray_Type, &sampleAnglesArr, &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &n1Arr, &PyArray_Type, &n2Arr, &PyArray_Type, &rcchArr, &sampleAxis, &detectorAxis, &cch1, &cch2, &dpixel1, &dpixel2, &dir1, &dir2, &tiltazimuth, &tilt, &PyArray_Type, &UBArr, &lambda, &nthreads)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(sampleAnglesArr, 2, NPY_DOUBLE, "sampleAngles must be a 2D double array"); PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(UBArr, 2, NPY_DOUBLE, "UB must be a 2D double array"); if (PyArray_DIMS(UBArr)[0] != 3 || PyArray_DIMS(UBArr)[1] != 3) { PyErr_SetString(PyExc_ValueError, "UB must be of shape (3, 3)"); return NULL; } PYARRAY_CHECK(n1Arr, 1, NPY_DOUBLE, "n1 must be a 1D double array"); PYARRAY_CHECK(n2Arr, 1, NPY_DOUBLE, "n2 must be a 1D double array"); Npoints = (int) PyArray_DIMS(detectorAnglesArr)[0]; if (PyArray_SIZE(n1Arr) != Npoints || PyArray_SIZE(n2Arr) != Npoints) { PyErr_SetString(PyExc_ValueError, "n1, n2 must be of length Npoints"); return NULL; } Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; Ns = (int) PyArray_DIMS(sampleAnglesArr)[1]; if (PyArray_DIMS(sampleAnglesArr)[0] != Npoints) { PyErr_SetString(PyExc_ValueError, "detectorAngles and sampleAngles must have same first dimension"); return NULL; } detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); sampleAngles = (double *) PyArray_DATA(sampleAnglesArr); rcch = (double *) PyArray_DATA(rcchArr); UB = (double *) PyArray_DATA(UBArr); n1 = (double *) PyArray_DATA(n1Arr); n2 = (double *) PyArray_DATA(n2Arr); /* derived values from input parameters */ f = M_2PI / lambda; /* create output ndarray */ nout[0] = Npoints; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* arrays with function pointers to rotation matrix functions */ sampleRotation = (fp_rot*) malloc(Ns * sizeof(fp_rot)); detectorRotation = (fp_rot*) malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions(sampleRotation, sampleAxis, Ns) != 0) { return NULL; } if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return NULL; } veccopy(r_i, rcch); normalize(r_i); /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, r_i, 0.) != 0) { return NULL; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, r_i, 0.) != 0) { return NULL; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, mtemp, mtemp2, ms, rd) \ schedule(static) for (i = 0; i < Npoints; ++i) { /* determine sample rotations */ ident(mtemp); for (j = 0; j < Ns; ++j) { sampleRotation[j](sampleAngles[Ns * i + j], mtemp2); matmul(mtemp, mtemp2); } /* apply rotation of orientation matrix */ matmul(mtemp, UB); /* determine inverse matrix */ inversemat(mtemp, ms); /* ms contains now the inverse rotation matrix for the sample circles * calculate the momentum transfer for a certain detector pixel */ for (k = 0; k < 3; ++k) { rd[k] = n1[i] * rpixel1[k] + n2[i] * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations */ for (j = 0; j < Nd; ++j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } normalize(rd); /* rd contains detector pixel direction, * r_i contains primary beam direction */ diffvec(rd, r_i); vecmul(rd, f); /* determine momentum transfer */ matvec(ms, rd, &qpos[3 * i]); } /* clean up */ Py_DECREF(detectorAnglesArr); Py_DECREF(n1Arr); Py_DECREF(n2Arr); Py_DECREF(rcchArr); Py_DECREF(sampleAnglesArr); Py_DECREF(UBArr); /* return output array */ return PyArray_Return(qposArr); } /* ################################################# * detector position functions (incl. translations) * #################################################*/ PyObject* ang2q_detpos(PyObject *self, PyObject *args) /* conversion of Npoints of detector angles positions to vectorial position * of the detector in real space for a setup with point detector and * possible detector translations * * Parameters * ---------- * detectorAngles. angular positions of the detector goniometer * (Npoints, Nd) * ri ............ direction of primary beam (length specifies distance * of the detector) * detectorAxis .. string with detector axis directions * nthreads ...... number of threads to use in parallel section of the * code * * Returns * ------- * dpos .......... real space detector position (Npoints, 3) * * */ { double rd[3]; /* local detector direction */ int i, j; /* needed indices */ int Nd; /* number of detector circles */ int Npoints; /* number of angular positions */ unsigned int nthreads; /* number of threads to use */ char *detectorAxis; /* str with sample and detector axis */ /* c-array pointers for further usage */ double *detectorAngles, *ri, *qpos; npy_intp nout[2]; /* arrays with function pointers to rotation matrix functions */ fp_rot *detectorRotation; /* numpy arrays */ PyArrayObject *detectorAnglesArr = NULL, *riArr = NULL, *qposArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!sI", &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &riArr, &detectorAxis, &nthreads)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(riArr, 1, NPY_DOUBLE, "r_i must be a 1D double array"); if (PyArray_SIZE(riArr) != 3) { PyErr_SetString(PyExc_ValueError, "r_i needs to be of length 3"); return NULL; } Npoints = (int) PyArray_DIMS(detectorAnglesArr)[0]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); ri = (double *) PyArray_DATA(riArr); /* create output ndarray */ nout[0] = Npoints; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* arrays with function pointers to rotation matrix functions */ detectorRotation = (fp_rot*) malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return NULL; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, rd) schedule(static) for (i = 0; i < Npoints; ++i) { /* determine detector rotations */ veccopy(rd, ri); for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } veccopy(&qpos[3 * i], rd); } /* clean up */ Py_DECREF(detectorAnglesArr); Py_DECREF(riArr); /* return output array */ return PyArray_Return(qposArr); } PyObject* ang2q_detpos_linear(PyObject *self, PyObject *args) /* conversion of Npoints of detector angles to real space detector * positions for a linear detector with a given pixel size mounted * along one of the coordinate axis, and translation motors on the * detector arm * * Parameters * ---------- * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center channel (angles zero) * detectorAxis .... string with detector axis directions * cch ............. center channel of the detector * dpixel .......... width of one pixel, same unit as distance rcch * roi ............. region of interest of the detector * dir ............. direction of the detector, e.g.: "x+" * tilt ............ tilt of the detector direction from dir * nthreads ........ number of threads to use in parallel section of the * code * * Returns * ------- * dpos ............ real space detector position (Npoints * Nch, 3) * */ { double rd[3], rpixel[3], rcchp[3]; /* detector position */ int i, j, k; /* needed indices */ int Nd; /* number of detector circles */ int Npoints; /* number of angular positions */ int Nch; /* number of channels in region of interest */ unsigned int nthreads; /* number of threads to use */ double cch, dpixel, tilt; /* detector parameters */ char *detectorAxis, *dir; /* string with detector axis, and detector * direction */ double *detectorAngles, *rcch, *qpos; int *roi; /* region of interest integer array */ npy_intp nout[2]; fp_rot *detectorRotation; /* numpy arrays */ PyArrayObject *detectorAnglesArr = NULL, *rcchArr = NULL, *roiArr = NULL, *qposArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!sddO!sdI", &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &rcchArr, &detectorAxis, &cch, &dpixel, &PyArray_Type, &roiArr, &dir, &tilt, &nthreads)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(roiArr, 1, NPY_INT32, "roi must be a 1D int array"); if (PyArray_SIZE(roiArr) != 2) { PyErr_SetString(PyExc_ValueError, "roi must be of length 2"); return NULL; } Npoints = (int) PyArray_DIMS(detectorAnglesArr)[0]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); rcch = (double *) PyArray_DATA(rcchArr); roi = (int *) PyArray_DATA(roiArr); /* derived values from input parameters */ Nch = roi[1] - roi[0]; /* number of channels */ /* create output ndarray */ nout[0] = Npoints * Nch; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* arrays with function pointers to rotation matrix functions */ detectorRotation = (fp_rot*) malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return NULL; } /* determine detector pixel vector */ if (determine_detector_pixel(rpixel, dir, dpixel, rcch, tilt) != 0) { return NULL; } for (k = 0; k < 3; ++k) { rcchp[k] = rpixel[k] * cch; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, k, rd) schedule(static) for (i = 0; i < Npoints; ++i) { for (j = roi[0]; j < roi[1]; ++j) { for (k = 0; k < 3; ++k) { rd[k] = j * rpixel[k] - rcchp[k]; } sumvec(rd, rcch); /* determine detector rotations */ for (k = Nd - 1; k >= 0; --k) { detectorRotation[k](detectorAngles[Nd * i + k], rd); } veccopy(&qpos[3 * (i * Nch + j - roi[0])], rd); } } /* clean up */ Py_DECREF(detectorAnglesArr); Py_DECREF(rcchArr); Py_DECREF(roiArr); /* return output array */ return PyArray_Return(qposArr); } PyObject* ang2q_detpos_area(PyObject *self, PyObject *args) /* conversion of Npoints of detector arm angles to real space position * of the detector for an area detector with a given pixel size * mounted along one of the coordinate axis including translation axis * on the detector arm * * Parameters * ---------- * detectorAngles .. angular positions of the detector goniometer * (Npoints, Nd) * rcch ............ direction + distance of center pixel (angles zero) * detectorAxis .... string with detector axis directions * cch1 ............ center channel of the detector * cch2 ............ center channel of the detector * dpixel1 ......... width of one pixel in first direction, same unit as * distance rcch * dpixel2 ......... width of one pixel in second direction, same unit as * distance rcch * roi ............. region of interest for the area detector * [dir1min, dir1max, dir2min, dir2max] * dir1 ............ first direction of the detector, e.g.: "x+" * dir2 ............ second direction of the detector, e.g.: "z+" * tiltazimuth ..... azimuth of the tilt * tilt ............ tilt of the detector plane (rotation around axis * normal to the direction * given by the tiltazimuth * nthreads ........ number of threads to use in parallelization * * Returns * ------- * dpos ............ detector position vector (Npoints * Npix1 * Npix2, 3) * */ { double rd[3], rpixel1[3], rpixel2[3], rcchp[3]; /* detector position */ int i, j, j1, j2, k; /* loop indices */ int idxh1, idxh2; /* temporary index helper */ int Nd; /* number of sample and detector circles */ int Npoints; /* number of angular positions */ unsigned int nthreads; /* number threads for OpenMP */ /* detector parameters */ double cch1, cch2, dpixel1, dpixel2, tilt, tiltazimuth; /* string with detector axis, and detector direction */ char *detectorAxis, *dir1, *dir2; double *detectorAngles, *rcch, *qpos; int *roi; /* region of interest integer array */ fp_rot *detectorRotation; npy_intp nout[2]; /* numpy arrays */ PyArrayObject *detectorAnglesArr = NULL, *rcchArr = NULL, *roiArr = NULL, *qposArr = NULL; /* Python argument conversion code */ if (!PyArg_ParseTuple(args, "O!O!sddddO!ssddI", &PyArray_Type, &detectorAnglesArr, &PyArray_Type, &rcchArr, &detectorAxis, &cch1, &cch2, &dpixel1, &dpixel2, &PyArray_Type, &roiArr, &dir1, &dir2, &tiltazimuth, &tilt, &nthreads)) { return NULL; } /* check Python array dimensions and types */ PYARRAY_CHECK(detectorAnglesArr, 2, NPY_DOUBLE, "detectorAngles must be a 2D double array"); PYARRAY_CHECK(rcchArr, 1, NPY_DOUBLE, "rcch must be a 1D double array"); if (PyArray_SIZE(rcchArr) != 3) { PyErr_SetString(PyExc_ValueError, "rcch needs to be of length 3"); return NULL; } PYARRAY_CHECK(roiArr, 1, NPY_INT32, "roi must be a 1D int array"); if (PyArray_SIZE(roiArr) != 4) { PyErr_SetString(PyExc_ValueError, "roi must be of length 4"); return NULL; } Npoints = (int) PyArray_DIMS(detectorAnglesArr)[0]; Nd = (int) PyArray_DIMS(detectorAnglesArr)[1]; detectorAngles = (double *) PyArray_DATA(detectorAnglesArr); rcch = (double *) PyArray_DATA(rcchArr); roi = (int *) PyArray_DATA(roiArr); /* calculate some index shortcuts */ idxh1 = (roi[1] - roi[0]) * (roi[3] - roi[2]); idxh2 = roi[3] - roi[2]; /* create output ndarray */ nout[0] = Npoints * idxh1; nout[1] = 3; qposArr = (PyArrayObject *) PyArray_SimpleNew(2, nout, NPY_DOUBLE); qpos = (double *) PyArray_DATA(qposArr); #ifdef __OPENMP__ /* set openmp thread numbers dynamically */ OMPSETNUMTHREADS(nthreads); #endif /* arrays with function pointers to rotation matrix functions */ detectorRotation = (fp_rot*) malloc(Nd * sizeof(fp_rot)); /* determine axes directions */ if (determine_axes_directions_apply(detectorRotation, detectorAxis, Nd) != 0) { return NULL; } /* determine detector pixel vector */ if (determine_detector_pixel(rpixel1, dir1, dpixel1, rcch, 0.) != 0) { return NULL; } if (determine_detector_pixel(rpixel2, dir2, dpixel2, rcch, 0.) != 0) { return NULL; } /* rotate detector pixel vectors according to tilt */ tilt_detector_axis(tiltazimuth, tilt, rpixel1, rpixel2); /* calculate center channel position in detector plane */ for (k = 0; k < 3; ++k) { rcchp[k] = rpixel1[k] * cch1 + rpixel2[k] * cch2; } /* calculate rotation matices and perform rotations */ #pragma omp parallel for default(shared) \ private(i, j, j1, j2, k, rd) schedule(static) for (i = 0; i < Npoints; ++i) { for (j1 = roi[0]; j1 < roi[1]; ++j1) { for (j2 = roi[2]; j2 < roi[3]; ++j2) { for (k = 0; k < 3; ++k) { rd[k] = j1 * rpixel1[k] + j2 * rpixel2[k] - rcchp[k]; } sumvec(rd, rcch); /* apply detector rotations/translations, starting with the * inner most */ for (j = Nd - 1; j >= 0; --j) { detectorRotation[j](detectorAngles[Nd * i + j], rd); } veccopy(&qpos[3 * (i * idxh1 + idxh2 * (j1 - roi[0]) + (j2 - roi[2]))], rd); } } } /* clean up */ Py_DECREF(detectorAnglesArr); Py_DECREF(rcchArr); Py_DECREF(roiArr); /* return output array */ return PyArray_Return(qposArr); } ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/qconversion.h0000644000175100002000000002131114742413365017112 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2013-2021 Dominik Kriegner */ #pragma once #include "xrayutilities.h" #define cdeg2rad (M_PI / 180.) #define crad2deg (180. / M_PI) #define deg2rad(ang) (ang * cdeg2rad) #define rad2deg(rad) (rad * crad2deg) /* define flags for the qconversion functions */ #define HAS_TRANSLATIONS 1 #define HAS_SAMPLEDIS 4 #define VERBOSE 16 /* ################################### * matrix vector operations for * 3x3 matrices and vectors of length * 3 * ################################### */ INLINE void ident(double *m); INLINE void sumvec(double *RESTRICT v1, double *RESTRICT v2); INLINE void diffvec(double *RESTRICT v1, double *RESTRICT v2); INLINE double norm(double *v); INLINE void normalize(double *v); INLINE void veccopy(double *RESTRICT v1, double *RESTRICT v2); INLINE void vecmul(double *RESTRICT r, double a); INLINE void cross(double *RESTRICT v1, double *RESTRICT v2, double *RESTRICT r); INLINE void vecmatcross(double *RESTRICT v, double *RESTRICT m, double *RESTRICT mr); INLINE void matmul(double *RESTRICT m1, double *RESTRICT m2); INLINE void matmulc(double *RESTRICT m, double c); INLINE void matvec(double *RESTRICT m, double *RESTRICT v, double *RESTRICT r); INLINE void tensorprod(double *v1, double *v2, double *RESTRICT m); INLINE void summat(double *RESTRICT m1, double *RESTRICT m2); INLINE void diffmat(double *RESTRICT m1, double *RESTRICT m2); INLINE void inversemat(double *RESTRICT m, double *RESTRICT i); INLINE double determinant(double *RESTRICT m); /*############################################## # functions which implement rotation matrices # for all coordinate axes and rotation senses # # the routines expect angles in radians # for conversion from degrees to radians # the functions and2rad and rad2ang are # supplied ################################################*/ typedef void (*fp_rot)(double, double *); INLINE void rotation_xp(double a, double *mat); INLINE void rotation_yp(double a, double *mat); INLINE void rotation_zp(double a, double *mat); INLINE void rotation_xm(double a, double *mat); INLINE void rotation_ym(double a, double *mat); INLINE void rotation_zm(double a, double *mat); INLINE void rotation_kappa(double a, double *mat); INLINE void rotation_arb(double a, double *RESTRICT e, double *RESTRICT mat); INLINE void apply_xp(double a, double *vec); INLINE void apply_yp(double a, double *vec); INLINE void apply_zp(double a, double *vec); INLINE void apply_xm(double a, double *vec); INLINE void apply_ym(double a, double *vec); INLINE void apply_zm(double a, double *vec); INLINE void apply_tx(double x, double *vec); INLINE void apply_ty(double y, double *vec); INLINE void apply_tz(double z, double *vec); /*############################################## # functions needed for reciprocal space converions ################################################*/ int determine_axes_directions(fp_rot *fp_circles, char *stringAxis, unsigned int n); int determine_axes_directions_apply(fp_rot *fp_circles, char *stringAxis, unsigned int n); int determine_detector_pixel(double *rpixel, char *dir, double dpixel, double *r_i, double tilt); int tilt_detector_axis(double tiltazimuth, double tilt, double *RESTRICT rpixel1, double *RESTRICT rpixel2); int print_matrix(double *m); int print_vector(double *m); /*################################################ # reciprocal space converions worker functions # point detector ##################################################*/ int ang2q_conversion( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_sd( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_trans( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_sdtrans( double *sampleAngles, double *detectorAngles, double *ri, char *sampleAxis, char *detectorAxis, double *kappadir, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); /*################################################ # reciprocal space converions worker functions # linear detector ##################################################*/ int ang2q_conversion_linear( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos); int ang2q_conversion_linear_sd( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos); int ang2q_conversion_linear_trans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos); int ang2q_conversion_linear_sdtrans(double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch, double dpixel, int *roi, char *dir, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int Nch, int flags, double *qpos); /*################################################ # reciprocal space converions worker functions # area detector ##################################################*/ int ang2q_conversion_area( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_area_sd( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_area_trans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); int ang2q_conversion_area_sdtrans( double *sampleAngles, double *detectorAngles, double *rcch, char *sampleAxis, char *detectorAxis, double *kappadir, double cch1, double cch2, double dpixel1, double dpixel2, int *roi, char *dir1, char *dir2, double tiltazimuth, double tilt, double *UB, double *sampledis, double *lambda, int Npoints, int Ns, int Nd, int flags, double *qpos); ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/src/xrayutilities.h0000644000175100002000000000652114742413365017471 0ustar00vstsdocker/* * This file is part of xrayutilities. * * xrayutilities is free software; you can redistribute it and/or modify * it under the terms of the GNU General Public License as published by * the Free Software Foundation; either version 2 of the License, or * (at your option) any later version. * * This program is distributed in the hope that it will be useful, * but WITHOUT ANY WARRANTY; without even the implied warranty of * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the * GNU General Public License for more details. * * You should have received a copy of the GNU General Public License * along with this program; if not, see . * * Copyright (C) 2014 Eugen Wintersberger */ #pragma once #define PY_SSIZE_T_CLEAN #include #include /***************************************************************************** * NUMPY specific macros and header files ****************************************************************************/ /* * need to make some definitions before loading the arrayobject.h * header file */ #define NPY_NO_DEPRECATED_API NPY_1_7_API_VERSION #define PY_ARRAY_UNIQUE_SYMBOL XU_UNIQUE_SYMBOL #define NO_IMPORT_ARRAY #include /* * set numpy API specific macros */ #if NPY_FEATURE_VERSION < 0x00000007 #define NPY_ARRAY_ALIGNED NPY_ALIGNED #define NPY_ARRAY_C_CONTIGUOUS NPY_C_CONTIGUOUS #endif /* * define a macro to check a numpy array. This should mabye go into a * function in future. */ #define PYARRAY_CHECK(array, dims, type, msg) \ array = (PyArrayObject *) PyArray_FROM_OTF((PyObject *) array, \ type, \ NPY_ARRAY_C_CONTIGUOUS | \ NPY_ARRAY_ALIGNED); \ if (PyArray_NDIM(array) != dims || \ PyArray_TYPE(array) != type) {\ PyErr_SetString(PyExc_ValueError, msg); \ return NULL; \ } /***************************************************************************** * Windows build related macros ****************************************************************************/ /* 'extern inline' seems to work only on newer version of gcc (>4.6 tested) * gcc 4.1 seems to need this empty, i am not sure if there is a speed gain * by inlining since the calls to those functions are anyhow built dynamically * for compatibility keep this empty unless you can test with several compilers */ #define INLINE #ifdef _WIN32 #define RESTRICT #else #define RESTRICT restrict #endif #ifdef _WIN32 #define strtok_r strtok_s #endif /***************************************************************************** * general purpose macros ****************************************************************************/ /* * if M_PI is not set we do this here */ #ifndef M_PI # define M_PI 3.14159265358979323846 #endif #define M_2PI (2 * M_PI) /***************************************************************************** * OpenMP related macros ****************************************************************************/ /* * include OpenMP header is required */ #ifdef __OPENMP__ #include #endif #define OMPSETNUMTHREADS(nth) \ if (nth == 0) omp_set_num_threads(omp_get_max_threads());\ else omp_set_num_threads(nth); ././@PaxHeader0000000000000000000000000000003100000000000010207 xustar0025 mtime=1737103119.6695 xrayutilities-1.7.10/tests/0000755000175100002000000000000014742413420014740 5ustar00vstsdocker././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_HXRD.py0000644000175100002000000000462614742413365017136 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQ2Ang_HXRD(unittest.TestCase): @classmethod def setUpClass(cls): cls.mat = xu.materials.GeTe inp = numpy.cross(cls.mat.Q(1, -1, 0), cls.mat.Q(1, 1, 1)) cls.hxrd = xu.FourC(inp, cls.mat.Q(1, 1, 1)) cls.hkltest = (1, 3, 2) def test_Q2Ang_hxrd_point(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest)) qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) def test_Q2Ang_hxrd_geom_hi_lo(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest), geometry='hi_lo') qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) def test_Q2Ang_hxrd_geom_lo_hi(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest), geometry='lo_hi') qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) def test_Q2Ang_hxrd_geom_real(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest), geometry='real') qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) def test_Q2Ang_hxrd_geom_realTilt(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest), geometry='realTilt') qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_NonCOP.py0000644000175100002000000000310414742413365017453 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import unittest import xrayutilities as xu class TestQ2Ang_nonCOP(unittest.TestCase): @classmethod def setUpClass(cls): cls.mat = xu.materials.Al2O3 cls.hxrd = xu.NonCOP(cls.mat.Q(1, 1, 0), cls.mat.Q(0, 0, 1)) cls.hkltest = (1, 2, 3) cls.hkltest2 = (-1.5, 3.1, 3) def test_Q2Ang_nonCOP_point(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest)) qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest[i], places=10) def test_Q2Ang_nonCOP_point2(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hkltest2)) qout = self.hxrd.Ang2HKL(*ang, mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hkltest2[i], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_alloy_content_calc.py0000644000175100002000000000415114742413365022216 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestAlloyContentCalc(unittest.TestCase): matA = xu.materials.InAs matB = xu.materials.InP substrate = xu.materials.InAs x = numpy.random.rand() alloy = xu.materials.CubicAlloy(matA, matB, x) hxrd001 = xu.HXRD([1, 1, 0], [0, 0, 1]) [qxa, qza] = alloy.RelaxationTriangle([2, 2, 4], substrate, hxrd001) [qxs, qzs] = alloy.RelaxationTriangle([0, 0, 4], substrate, hxrd001) def test_ContentAsym(self): content, [ainp, aperp, abulk, eps_inp, eps_perp] = \ self.alloy.ContentBasym(self.qxa[0], self.qza[0], [2, 2, 4], [0, 0, 1]) self.assertAlmostEqual(content, self.x, places=6) content, [ainp, aperp, abulk, eps_inp, eps_perp] = \ self.alloy.ContentBasym(self.qxa[1], self.qza[1], [2, 2, 4], [0, 0, 1]) self.assertAlmostEqual(content, self.x, places=6) def test_ContentSym(self): content = self.alloy.ContentBsym( self.qzs[0], [0, 0, 4], [1, 1, 0], self.matA.lattice.a, 1.0) self.assertAlmostEqual(content, self.x, places=6) content = self.alloy.ContentBsym( self.qzs[1], [0, 0, 4], [1, 1, 0], self.matA.lattice.a, 0.0) self.assertAlmostEqual(content, self.x, places=6) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_amorphous.py0000644000175100002000000000244714742413365020405 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2016 Dominik Kriegner import unittest import xrayutilities as xu class Test_maplog(unittest.TestCase): @classmethod def setUpClass(cls): cls.a = xu.materials.Amorphous('Ir0.2Mn0.8', 10130) def test_elements(self): self.assertEqual(self.a.base[0][0], xu.materials.elements.Ir) self.assertEqual(self.a.base[1][0], xu.materials.elements.Mn) def test_composition(self): self.assertAlmostEqual(self.a.base[0][1], 0.2, places=10) self.assertAlmostEqual(self.a.base[1][1], 0.8, places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_analysis_linecuts.py0000644000175100002000000001365514742413365022124 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2018-2020 Dominik Kriegner import math import unittest import numpy import xrayutilities as xu class Test_analysis_linecuts(unittest.TestCase): exp = xu.HXRD([1, 0, 0], [0, 0, 1]) qmax = (2 * exp.k0) / math.sqrt(2) - 0.1 qyp, qzp = numpy.sort(numpy.random.rand(2) * (qmax-2) + 2) width1 = 0.015 width2 = 0.002 qy = numpy.linspace(qyp-0.1, qyp+0.1, 601) qz = numpy.linspace(qzp-0.1, qzp+0.1, 617) Ncut = 450 QY, QZ = numpy.meshgrid(qy, qz) omp, _, _, ttp = exp.Q2Ang(0, qyp, qzp, trans=False) def test_radial_cut(self): omegaang = math.radians(self.omp-self.ttp/2.) data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, omegaang) x, d, m = xu.analysis.get_radial_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='2theta') x2, d2, m2 = xu.analysis.get_radial_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='omega') self.assertEqual(x.size, self.Ncut) self.assertTrue(xu.math.fwhm_exp(x, d) > xu.math.fwhm_exp(x2, d2)) def test_omega_cut(self): radialang = math.radians((self.omp-self.ttp/2.) - 90) data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, radialang) x, d, m = xu.analysis.get_omega_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='2theta') x2, d2, m2 = xu.analysis.get_omega_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='radial') self.assertEqual(x.size, self.Ncut) self.assertTrue(xu.math.fwhm_exp(x, d) > xu.math.fwhm_exp(x2, d2)) def test_ttheta_cut(self): omegaang = math.radians(self.omp-self.ttp/2.) data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, omegaang) x, d, m = xu.analysis.get_ttheta_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='radial') x2, d2, m2 = xu.analysis.get_ttheta_scan( [self.QY, self.QZ], data, (self.qyp, self.qzp), self.Ncut, 1, intdir='omega') self.assertEqual(x.size, self.Ncut) self.assertTrue(xu.math.fwhm_exp(x, d) > xu.math.fwhm_exp(x2, d2)) def test_qz_cut(self): omegaang = math.radians(self.omp-self.ttp/2.) data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, omegaang) x, d, m = xu.analysis.get_qz_scan( [self.QY, self.QZ], data, self.qyp, self.Ncut, 1, intdir='2theta') x2, d2, m2 = xu.analysis.get_qz_scan( [self.QY, self.QZ], data, self.qyp, self.Ncut, 1, intdir='omega') self.assertEqual(x.size, self.Ncut) self.assertTrue(xu.math.fwhm_exp(x, d) > xu.math.fwhm_exp(x2, d2)) def test_qy_cut(self): omegaang = math.radians(self.omp-self.ttp/2.) data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, omegaang) x, d, m = xu.analysis.get_qy_scan( [self.QY, self.QZ], data, self.qzp, self.Ncut, 1, intdir='2theta') x2, d2, m2 = xu.analysis.get_qy_scan( [self.QY, self.QZ], data, self.qzp, self.Ncut, 1, intdir='omega') self.assertTrue(xu.math.fwhm_exp(x, d) > xu.math.fwhm_exp(x2, d2)) def test_qcut_width(self): data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, 0) x, d, m = xu.analysis.get_qz_scan( [self.QY, self.QZ], data, self.qyp, self.Ncut, 0.1, intdir='q') self.assertEqual(x.size, self.Ncut) self.assertAlmostEqual( xu.math.fwhm_exp(x, d) / (2*math.sqrt(2*math.log(2))), self.width2, places=4) x, d, m = xu.analysis.get_qy_scan( [self.QY, self.QZ], data, self.qzp, self.Ncut, 0.1, intdir='q') self.assertAlmostEqual( xu.math.fwhm_exp(x, d) / (2*math.sqrt(2*math.log(2))), self.width1, places=4) def test_arbitrary_cut(self): data = xu.math.Gauss2d(self.QY, self.QZ, self.qyp, self.qzp, self.width1, self.width2, 1, 0, 0) x, d, m = xu.analysis.get_arbitrary_line( [self.QY, self.QZ], data, (self.qyp, self.qzp), (1, 0), self.Ncut, 0.01) x2, d2, m2 = xu.analysis.get_arbitrary_line( [self.QY, self.QZ], data, (self.qyp, self.qzp), (0, 1), self.Ncut, 0.01) self.assertEqual(x.size, self.Ncut) self.assertAlmostEqual(x[numpy.argmax(d)], self.qyp, places=2) self.assertAlmostEqual(x2[numpy.argmax(d2)], self.qzp, places=2) self.assertAlmostEqual( xu.math.fwhm_exp(x, d) / (2*math.sqrt(2*math.log(2))), self.width1, places=4) self.assertAlmostEqual( xu.math.fwhm_exp(x2, d2) / (2*math.sqrt(2*math.log(2))), self.width2, places=4) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_area_calib.py0000644000175100002000000001453014742413365020426 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os import unittest import numpy import xrayutilities as xu def getimage(fname, hotpixelmap, roi=None): cbf = xu.io.CBFFile(fname) ccdr = removehotpixel(cbf.data, hotpixelmap) ccd = xu.blockAverage2D(ccdr, 1, 1, roi=roi) if ccd.max() / ccd.mean() < 1e2: print('no clear maximum in %s?' % fname) ccd[ccd < 2 * ccd.mean()] = 0 # make center of mass position easier return ccd def removehotpixel(ccd, hotpixelmap): """ Removes hotpixel of a ccd image. Replaces the hotpixel by the mean value of the sourrounding non-hotpixel-pixels. Parameters ---------- ccd: ccd image stored in 2D numpy array hotpixelmap: a tupel with two numpy arrays with the respective x and y coordinates of the hotpixels. Returns ------- 2D numpy array with the removed hotpixel image data """ shape = ccd.shape ccdb = numpy.ones((shape[0] + 2, shape[1] + 2)) ccdb[1:-1, 1:-1] = ccd hotpixelimage = numpy.zeros(shape) hotpixelimage[hotpixelmap] = 1 hotpixelimageb = numpy.zeros((shape[0] + 2, shape[1] + 2)) hotpixelimageb[1:-1, 1:-1] = hotpixelimage y = hotpixelmap[0] x = hotpixelmap[1] directions = [(0, 1), (0, -1), (1, 1), (1, -1)] neighbors = numpy.zeros(len(directions)) for xc, yc in zip(x, y): c = [yc + 1, xc + 1] neighbors[...] = 0 for j, item in enumerate(directions): while hotpixelimageb[c[0], c[1]] != 0: c[item[0]] += item[1] neighbors[j] = ccdb[c[0], c[1]] c = [yc + 1, xc + 1] ccd[yc, xc] = neighbors.mean() return ccd datadir = os.path.join(os.path.dirname(__file__), 'data') name = "align" datfile = os.path.join(datadir, name, name + "_%05d.dat") ccdfile = os.path.join(datadir, name, name + "_%05d_eiger", name + "_%05d_eiger_%05d.cbf") fullfilename = ccdfile % (2, 2, 104) @unittest.skipIf('CI' in os.environ or not os.path.isfile(fullfilename), "this test is not running on CI or additional test " "data are needed (http://xrayutilities.sf.io)") class TestArea_calib(unittest.TestCase): en = 10000.0 # x-ray energy in eV roi = (551, 1065, 0, 1030) # get data of the good part of the detector hkls = ((0, 0, 0), (0, 0, 0), (0, 0, 4), (0, 0, 4), (0, 0, 2), (0, 0, 2)) step = 8 # take only every 8'th point slices = (numpy.s_[108::step], numpy.s_[::step], numpy.s_[57::step], numpy.s_[::step], numpy.s_[56:95:step], numpy.s_[::step]) @classmethod def setUpClass(cls): hotpix = xu.io.CBFFile(fullfilename) cls.hotpixelmap = numpy.where(hotpix.data > 1) def test_area_calib(self): scannrs = (2, 4) ang1, ang2 = [numpy.empty(0), ] * 2 r = self.roi detdata = numpy.empty((0, r[1] - r[0], r[3] - r[2])) for scannr, scanhkl, sl in zip(scannrs, self.hkls, self.slices): (tth, tt), angles = xu.io.gettty08_scan(datfile, scannr, 'tth', 'tt') intensity = numpy.zeros((len(angles[sl]), r[1] - r[0], r[3] - r[2])) # read images for i, nr in enumerate(angles[sl]['Number']): fname = ccdfile % (scannr, scannr, nr) intensity[i] = getimage(fname, self.hotpixelmap, roi=self.roi) ang1 = numpy.concatenate((ang1, tth[sl])) ang2 = numpy.concatenate((ang2, tt[sl])) detdata = numpy.concatenate((detdata, intensity)) # start calibration param, eps = xu.analysis.sample_align.area_detector_calib( ang1, ang2, detdata, ['z+', 'y-'], 'x+', debug=False, plot=False) self.assertTrue(True) def test_area_calib_hkl(self): scannrs = (2, 4, 43, 44, 46, 47) sang, ang1, ang2 = [numpy.empty(0), ]*3 imghkl = numpy.empty((0, 3)) r = self.roi detdata = numpy.empty((0, r[1] - r[0], r[3] - r[2])) for scannr, scanhkl, sl in zip(scannrs, self.hkls, self.slices): (om, tth, tt), angles = xu.io.gettty08_scan(datfile, scannr, 'om', 'tth', 'tt') intensity = numpy.zeros((len(angles[sl]), r[1] - r[0], r[3] - r[2])) # read images for i, nr in enumerate(angles[sl]['Number']): fname = ccdfile % (scannr, scannr, nr) intensity[i] = getimage(fname, self.hotpixelmap, roi=self.roi) if scanhkl == (0, 0, 0): sang = numpy.concatenate((sang, (0,)*len(angles[sl]))) else: sang = numpy.concatenate((sang, om[sl])) ang1 = numpy.concatenate((ang1, tth[sl])) ang2 = numpy.concatenate((ang2, tt[sl])) detdata = numpy.concatenate((detdata, intensity)) imghkl = numpy.concatenate((imghkl, (scanhkl,)*len(angles[sl]))) # start calibration GaAs = xu.materials.GaAs qconv = xu.experiment.QConversion(['z+', 'y-', 'x+', 'z-'], ['z+', 'y-'], [1, 0, 0]) hxrd = xu.HXRD(GaAs.Q(1, 1, 0), GaAs.Q(0, 0, 1), en=self.en, qconv=qconv) param, eps = xu.analysis.sample_align.area_detector_calib_hkl( sang, ang1, ang2, detdata, imghkl, hxrd, GaAs, ['z+', 'y-'], 'x+', start=(None, None, 1., 0, 0, 0, 0, 0, 0, xu.en2lam(self.en)), debug=False, plot=False) self.assertTrue(True) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_blockaverage.py0000644000175100002000000000400314742413365021003 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestBlockAverageFunctions(unittest.TestCase): def setUp(self): self.seq = numpy.random.rand(11) self.n = 3 self.seq2d = numpy.random.rand(10, 15) self.n2d = (3, 4) def test_blockav1d(self): out = xu.blockAverage1D(self.seq, self.n) self.assertAlmostEqual(out[0], numpy.average(self.seq[0:self.n])) self.assertEqual(out.size, numpy.ceil(self.seq.size / float(self.n))) def test_blockav2d(self): out = xu.blockAverage2D(self.seq2d, self.n2d[0], self.n2d[1]) self.assertAlmostEqual( out[0, 0], numpy.average(self.seq2d[0:self.n2d[0], 0:self.n2d[1]])) self.assertEqual( out.shape, (numpy.ceil(self.seq2d.shape[0] / float(self.n2d[0])), numpy.ceil(self.seq2d.shape[1] / float(self.n2d[1])))) def test_blockav_psd(self): out = xu.blockAveragePSD(self.seq2d, self.n) self.assertAlmostEqual(out[0, 0], numpy.average(self.seq2d[0, 0:self.n])) self.assertEqual( out.shape, (self.seq2d.shape[0], numpy.ceil(self.seq2d.shape[1] / float(self.n)))) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_ccd_normalizer.py0000644000175100002000000000430014742413365021351 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu testfile = 'pilatus100K.tif' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestCCD_Normalizer(unittest.TestCase): dshape = (2, 195, 487) dmax = 0.1 dmin = -0.2 nmax = 21 @classmethod def setUpClass(cls): imgreader = xu.io.Pilatus100K() cls.img = imgreader.readImage(testfile, path=datadir) cls.ccddata = numpy.asarray((cls.img, 2*cls.img)) cls.fakedata = numpy.array([(1.0, 10.0), (2.0, 21.0)], dtype=[('time', float), ('moni', float)]) cls.normalizer = xu.IntensityNormalizer(mon='moni', time='time', av_mon=1.0) cls.normdata = cls.normalizer(cls.fakedata, ccd=cls.ccddata) def test_datashape(self): self.assertTrue(numpy.all(self.dshape == self.normdata.shape)) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.normdata.max(), places=10) self.assertAlmostEqual(self.dmin, self.normdata.min(), places=10) testhist, binedges = numpy.histogram(self.normdata, bins=30) self.assertEqual(self.nmax, testhist[-1]) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_examples.py0000644000175100002000000000651614742413365020207 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (c) 2019-2023 Dominik Kriegner import os import subprocess import sys import tempfile import unittest scriptdir = os.path.join(os.path.dirname(os.path.realpath(__file__)), '..', 'examples') scriptfiles = [ 'simpack_powdermodel.py', 'simpack_xrd_AlGaAs.py', 'simpack_xrd_Darwin_AlGaAs.py', 'simpack_xrd_dyn_AlGaAs.py', 'simpack_xrd_InAs_fitting.py', 'simpack_xrd_SiGe111.py', 'simpack_xrd_SiGe_asymmmetric.py', 'simpack_xrd_SiGe.py', 'simpack_xrd_SiGe_superlattice.py', 'simpack_xrr_diffuse.py', 'simpack_xrr_matrixmethod.py', 'simpack_xrr_SiO2_Ru_CoFe_IrMn_Al2O3.py', 'xrayutilities_angular2hkl_conversion.py', # 'xrayutilities_ccd_parameter.py', # data file not included 'xrayutilities_components_of_the_structure_factor.py', 'xrayutilities_define_material.py', 'xrayutilities_energy_dependent_structure_factor.py', # 'xrayutilities_example_plot_3D_ESRF_ID01.py', # data file not included 'xrayutilities_experiment_angle_calculation.py', 'xrayutilities_experiment_kappa.py', 'xrayutilities_experiment_Powder_example_Iron.py', # 'xrayutilities_export_data2vtk.py', # needs vtk + data 'xrayutilities_fuzzygridding.py', 'xrayutilities_hotpixelkill_variant.py', 'xrayutilities_id01_functions.py', 'xrayutilities_io_cif_parser_bi2te3.py', 'xrayutilities_io_cif_parser.py', # 'xrayutilities_io_pdcif_plot.py', # data file not included # 'xrayutilities_kmap_example_ESRF.py', # data file not included # 'xrayutilities_linear_detector_parameters.py', # data file not included 'xrayutilities_materials_Alloy_contentcalc.py', 'xrayutilities_math_fitting.py', 'xrayutilities_orientation_matrix.py', 'xrayutilities_peak_angles_beamtime.py', # 'xrayutilities_polefigure.py', # basemap needed 'xrayutilities_q2ang_general.py', 'xrayutilities_read_panalytical.py', # 'xrayutilities_read_seifert.py', # data file not included 'xrayutilities_read_spec.py', 'xrayutilities_reflection_strength.py', 'xrayutilities_show_reciprocal_space_plane.py', ] class TestExampleScripts(unittest.TestCase): def test_examples(self): """Testrun example scripts.""" for sf in scriptfiles: with self.subTest(script=sf): with tempfile.TemporaryFile(mode='w') as fid: env = os.environ.copy() env['MPLBACKEND'] = 'agg' cmd = [sys.executable, sf] subprocess.run(cmd, env=env, cwd=scriptdir, stdout=fid, check=True) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_functions.py0000644000175100002000000001305414742413365020374 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import copy import unittest import numpy import xrayutilities as xu from scipy.integrate import nquad, quad class TestMathFunctions(unittest.TestCase): @classmethod def setUpClass(cls): amp = numpy.random.rand() + 0.1 fwhm = numpy.random.rand() * 1.5 + 0.1 cls.x = numpy.arange(-3, 3, 0.0003) cls.p = [0., fwhm, amp, 0.] cls.p2d = [0., 0., fwhm, fwhm, amp, 0., 2 * numpy.pi * numpy.random.rand()] cls.sigma = fwhm / (2 * numpy.sqrt(2 * numpy.log(2))) def test_gauss1dwidth(self): p = numpy.copy(self.p) p[1] = self.sigma f = xu.math.Gauss1d(self.x, *p) fwhm = xu.math.fwhm_exp(self.x, f) self.assertAlmostEqual(fwhm, self.p[1], places=4) def test_lorentz1dwidth(self): p = numpy.copy(self.p) f = xu.math.Lorentz1d(self.x, *p) fwhm = xu.math.fwhm_exp(self.x, f) self.assertAlmostEqual(fwhm, self.p[1], places=4) def test_pvoigt1dwidth(self): p = list(numpy.copy(self.p)) p += [numpy.random.rand(), ] f = xu.math.PseudoVoigt1d(self.x, *p) fwhm = xu.math.fwhm_exp(self.x, f) self.assertAlmostEqual(fwhm, self.p[1], places=4) def test_normedgauss1d(self): p = numpy.copy(self.p) p[1] = self.sigma f = xu.math.Gauss1d(self.x, *p) / xu.math.Gauss1dArea(*p) norm = xu.math.NormGauss1d(self.x, p[0], p[1]) self.assertAlmostEqual(numpy.sum(numpy.abs(f - norm)), 0, places=6) def test_gauss1darea(self): p = numpy.copy(self.p) p[1] = self.sigma area = xu.math.Gauss1dArea(*p) (numarea, err) = quad( xu.math.Gauss1d, -numpy.inf, numpy.inf, args=tuple(p)) digits = int(numpy.abs(numpy.log10(err))) - 3 self.assertTrue(digits >= 3) self.assertAlmostEqual(area, numarea, places=digits) def test_lorentz1darea(self): p = numpy.copy(self.p) area = xu.math.Lorentz1dArea(*p) (numarea, err) = quad( xu.math.Lorentz1d, -numpy.inf, numpy.inf, args=tuple(p)) digits = int(numpy.abs(numpy.log10(err))) - 3 self.assertTrue(digits >= 3) self.assertAlmostEqual(area, numarea, places=digits) def test_pvoigt1darea(self): p = list(numpy.copy(self.p)) p += [numpy.random.rand(), ] area = xu.math.PseudoVoigt1dArea(*p) (numarea, err) = quad( xu.math.PseudoVoigt1d, -numpy.inf, numpy.inf, args=tuple(p)) digits = int(numpy.abs(numpy.log10(err))) - 3 self.assertTrue(digits >= 3) self.assertAlmostEqual(area, numarea, places=digits) def test_gauss2darea(self): p = numpy.copy(self.p2d) p[2] = self.sigma p[3] = (numpy.random.rand() + 0.1) * self.sigma area = xu.math.Gauss2dArea(*p) (numarea, err) = nquad(xu.math.Gauss2d, [[-numpy.inf, numpy.inf], [-numpy.inf, numpy.inf]], args=tuple(p)) digits = int(numpy.abs(numpy.log10(err))) - 3 self.assertTrue(digits >= 3) self.assertAlmostEqual(area, numarea, places=digits) def test_derivatives(self): eps = 1e-9 # generate test input parameters (valid for Gauss, Lorentz, and Voigt) p = list(numpy.copy(self.p)) p[1] = self.sigma p[3] = numpy.random.rand() p.append(numpy.random.rand()) params = [self.x, ] + p functions = [(xu.math.Gauss1d, xu.math.Gauss1d_der_x, xu.math.Gauss1d_der_p), (xu.math.Lorentz1d, xu.math.Lorentz1d_der_x, xu.math.Lorentz1d_der_p), (xu.math.PseudoVoigt1d, xu.math.PseudoVoigt1d_der_x, xu.math.PseudoVoigt1d_der_p)] # test all derivates by benchmarking against a simple finite difference # calculation for f, fdx, fdp in functions: deriv = numpy.vstack((fdx(*params), fdp(*params))) for argidx in range(len(deriv)): pmeps = copy.copy(params) ppeps = copy.copy(params) pmeps[argidx] = pmeps[argidx] - eps / 2 ppeps[argidx] = ppeps[argidx] + eps / 2 findiff = (f(*ppeps) - f(*pmeps)) / eps diff = numpy.abs(deriv[argidx] - findiff) errinfo = f'maximum difference, idx/npoints: ' \ f'{numpy.max(diff)}, {numpy.argmax(diff)}/{len(diff)}\n' \ f'parameters: {str(p)}' self.assertTrue(numpy.allclose(deriv[argidx], findiff, atol=1e3*eps), f'{str(f)}, {argidx}, derivatives not close ' f'to numerical approximation ({errinfo})') if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_fuzzygridder1d.py0000644000175100002000000000374414742413365021346 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestFuzzyGridder1D(unittest.TestCase): @classmethod def setUpClass(cls): cls.num = numpy.random.randint(10, 99) cls.xmin = 1 cls.xmax = cls.num cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.num) cls.data = numpy.random.rand(cls.num) cls.gridder = xu.FuzzyGridder1D(cls.num) cls.gridder(cls.x, cls.data, width=2) def test_gridder1d_axis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.num) # test values of xaxis for i in range(self.num): self.assertAlmostEqual(self.gridder.xaxis[i], self.x[i], places=12) def test_gridder1d_data(self): # test length of data self.assertEqual(len(self.gridder.data), self.num) # test values of data for i in [0, -1]: v = 0.75 * self.data[i] + 0.25 * self.data[i+2*i+1] self.assertAlmostEqual(self.gridder.data[i], v, places=12) for i in range(1, self.num-1): v = 0.25 * (self.data[i-1] + self.data[i+1]) + 0.5 * self.data[i] self.assertAlmostEqual(self.gridder.data[i], v, places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_fuzzygridder2d.py0000644000175100002000000000626414742413365021347 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestFuzzyGridder2D(unittest.TestCase): @classmethod def setUpClass(cls): cls.n = 10 cls.min = 1 cls.max = 10 cls.axis = numpy.linspace(cls.min, cls.max, cls.n) cls.x = int(numpy.random.rand()*10) + 1 cls.y = int(numpy.random.rand()*10) + 1 cls.data = numpy.random.rand() cls.gridder = xu.FuzzyGridder2D(cls.n, cls.n) cls.gridder.dataRange(cls.min, cls.max, cls.min, cls.max) cls.gridder(cls.x, cls.y, cls.data, width=2) def test_gridder2d_xaxis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.n) # test values of xaxis for i in range(self.n): self.assertAlmostEqual(self.gridder.xaxis[i], self.axis[i], places=12) def test_gridder2d_yaxis(self): # test length of yaxis self.assertEqual(len(self.gridder.yaxis), self.n) # test end values of yaxis for i in range(self.n): self.assertAlmostEqual(self.gridder.yaxis[i], self.axis[i], places=12) def test_fuzzygridder2d_data(self): # test shape of data self.assertEqual(self.gridder.data.shape[0], self.n) self.assertEqual(self.gridder.data.shape[1], self.n) # test values of data vg = numpy.zeros((self.gridder.data.shape)) norm = numpy.copy(vg) ix, iy = self.x - 1, self.y - 1 for i in range(ix-1, ix+2): for j in range(iy-1, iy+2): idx1 = i idx2 = j n = 1/4. if abs(i - ix) > 0: n /= 2. if abs(j - iy) > 0: n /= 2. if i < 0: idx1 = 0 elif i >= self.n: idx1 = -1 if j < 0: idx2 = 0 elif j >= self.n: idx2 = -1 norm[idx1, idx2] += n vg[idx1, idx2] = self.data for i in range(self.n): for j in range(self.n): self.assertAlmostEqual(self.gridder.data[i, j], vg[i, j], places=12) self.assertAlmostEqual(self.gridder._gnorm[i, j], norm[i, j], places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_fuzzygridder3d.py0000644000175100002000000001030614742413365021340 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestFuzzyGridder3D(unittest.TestCase): @classmethod def setUpClass(cls): cls.n = 10 cls.min = 1 cls.max = 10 cls.axis = numpy.linspace(cls.min, cls.max, cls.n) cls.x = int(numpy.random.rand()*10) + 1 cls.y = int(numpy.random.rand()*10) + 1 cls.z = int(numpy.random.rand()*10) + 1 cls.data = numpy.random.rand() cls.gridder = xu.FuzzyGridder3D(cls.n, cls.n, cls.n) cls.gridder.dataRange(cls.min, cls.max, cls.min, cls.max, cls.min, cls.max) cls.gridder(cls.x, cls.y, cls.z, cls.data, width=2) def test_gridder3d_xaxis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.n) # test values of xaxis for i in range(self.n): self.assertAlmostEqual(self.gridder.xaxis[i], self.axis[i], places=12) def test_gridder3d_yaxis(self): # test length of yaxis self.assertEqual(len(self.gridder.yaxis), self.n) # test end values of yaxis for i in range(self.n): self.assertAlmostEqual(self.gridder.yaxis[i], self.axis[i], places=12) def test_gridder3d_zaxis(self): # test length of zaxis self.assertEqual(len(self.gridder.zaxis), self.n) # test end values of yaxis for i in range(self.n): self.assertAlmostEqual(self.gridder.zaxis[i], self.axis[i], places=12) def test_fuzzygridder3d_data(self): # test shape of data self.assertEqual(self.gridder.data.shape[0], self.n) self.assertEqual(self.gridder.data.shape[1], self.n) self.assertEqual(self.gridder.data.shape[2], self.n) # test values of data vg = numpy.zeros((self.gridder.data.shape)) norm = numpy.copy(vg) ix, iy, iz = self.x - 1, self.y - 1, self.z - 1 for i in range(ix-1, ix+2): for j in range(iy-1, iy+2): for k in range(iz-1, iz+2): idx1 = i idx2 = j idx3 = k n = 1/8. if abs(i - ix) > 0: n /= 2. if abs(j - iy) > 0: n /= 2. if abs(k - iz) > 0: n /= 2. if i < 0: idx1 = 0 elif i >= self.n: idx1 = -1 if j < 0: idx2 = 0 elif j >= self.n: idx2 = -1 if k < 0: idx3 = 0 elif k >= self.n: idx3 = -1 norm[idx1, idx2, idx3] += n vg[idx1, idx2, idx3] = self.data for i in range(self.n): for j in range(self.n): for k in range(self.n): self.assertAlmostEqual(self.gridder.data[i, j, k], vg[i, j, k], places=12) self.assertAlmostEqual(self.gridder._gnorm[i, j, k], norm[i, j, k], places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_getang.py0000644000175100002000000000446414742413365017636 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestGetAngles(unittest.TestCase): chi111 = 70.528779365509308 @classmethod def setUpClass(cls): amp = numpy.random.rand() fwhm = numpy.random.rand() * 1.5 + 0.1 cls.x = numpy.arange(-3, 3, 0.0003) cls.p = [0., fwhm, amp, 0.] cls.p2d = [0., 0., fwhm, fwhm, amp, 0., 2 * numpy.pi * numpy.random.rand()] cls.sigma = fwhm / (2 * numpy.sqrt(2 * numpy.log(2))) def test_getang111(self): chi, phi = xu.analysis.getangles([1, 1, -1], [1, 1, 1], [2, 2, -4]) self.assertAlmostEqual(chi, self.chi111, places=10) self.assertAlmostEqual(phi, 0, places=10) def test_getang001(self): chi, phi = xu.analysis.getangles([1, 1, 0], [0, 1, 0], [1, 0, 0]) self.assertAlmostEqual(chi, 45, places=10) self.assertAlmostEqual(phi, 0, places=10) chi, phi = xu.analysis.getangles([1, 0, 1], [0, 1, 0], [1, 0, 0]) self.assertAlmostEqual(chi, 90, places=10) self.assertAlmostEqual(phi, -45, places=10) def test_getunitvector(self): hkl = numpy.random.randint(-5, 5, 3) while numpy.all(hkl == (0, 0, 0)): hkl = numpy.random.randint(-5, 5, 3) chi, phi = xu.analysis.getangles(hkl, [1, 1, 1], [1, -1, 0]) hklvec = xu.analysis.getunitvector(chi, phi, [1, 1, 1], [1, -1, 0]) for i in range(3): self.assertAlmostEqual(hkl[i] / numpy.linalg.norm(hkl), hklvec[i]) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_gridder1d.py0000644000175100002000000000343114742413365020227 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestGridder1D(unittest.TestCase): @classmethod def setUpClass(cls): cls.num = numpy.random.randint(10, 99) cls.xmin = 1 cls.xmax = cls.num cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.num) cls.data = numpy.random.rand(cls.num) cls.gridder = xu.Gridder1D(cls.num) cls.gridder(cls.x, cls.data) def test_gridder1d_axis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.num) # test values of xaxis for i in range(self.num): self.assertAlmostEqual(self.gridder.xaxis[i], self.x[i], places=12) def test_gridder1d_data(self): # test length of data self.assertEqual(len(self.gridder.data), self.num) # test values of data for i in range(self.num): self.assertAlmostEqual( self.gridder.data[i], self.data[i], places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_gridder2d.py0000644000175100002000000000526514742413365020237 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestGridder2D(unittest.TestCase): @classmethod def setUpClass(cls): cls.nx = 10 # do not change this here unless you fix also the tests cases cls.ny = 19 cls.xmin = 1 cls.xmax = 10 cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.nx) cls.y = cls.x.copy() cls.data = numpy.random.rand(cls.nx) cls.gridder = xu.Gridder2D(cls.nx, cls.ny) cls.gridder(cls.x, cls.y, cls.data) def test_gridder2d_xaxis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.nx) # test values of xaxis for i in range(self.nx): self.assertAlmostEqual(self.gridder.xaxis[i], self.x[i], places=12) def test_gridder2d_yaxis(self): # test length of yaxis self.assertEqual(len(self.gridder.yaxis), self.ny) # test end values of yaxis self.assertAlmostEqual(self.gridder.yaxis[0], self.y[0], places=12) self.assertAlmostEqual(self.gridder.yaxis[-1], self.y[-1], places=12) self.assertAlmostEqual( self.gridder.yaxis[1] - self.gridder.yaxis[0], (self.xmax - self.xmin) / float(self.ny - 1), places=12) def test_gridder2d_data(self): # test shape of data self.assertEqual(self.gridder.data.shape[0], self.nx) self.assertEqual(self.gridder.data.shape[1], self.ny) # test values of data aj, ak = numpy.indices((self.nx, self.ny)) aj, ak = numpy.ravel(aj), numpy.ravel(ak) for i in range(self.nx * self.ny): j, k = (aj[i], ak[i]) if k == 2 * j: self.assertAlmostEqual( self.gridder.data[j, 2 * j], self.data[j], places=12) else: self.assertEqual(self.gridder.data[j, k], 0.) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_gridder2dlist.py0000644000175100002000000000371214742413365021126 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestGridder2DList(unittest.TestCase): @classmethod def setUpClass(cls): cls.nx = 10 # do not change this here unless you fix also the tests cases cls.ny = 19 cls.xmin = 1 cls.xmax = 10 cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.nx) cls.y = cls.x.copy() cls.data = numpy.random.rand(cls.nx) cls.gridder = xu.Gridder2DList(cls.nx, cls.ny) cls.gridder(cls.x, cls.y, cls.data) def test_gridder2d_data(self): # test shape of data self.assertEqual(self.gridder.data.shape[0], self.nx) self.assertEqual(self.gridder.data.shape[1], self.ny) # test values of data aj, ak = numpy.indices((self.nx, self.ny)) aj, ak = numpy.ravel(aj), numpy.ravel(ak) for i in range(self.nx * self.ny): j, k = (aj[i], ak[i]) if k == 2 * j: self.assertAlmostEqual( self.gridder.data[j, 2 * j], [self.data[j], ], places=12) else: self.assertEqual(self.gridder.data[j, k], []) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_gridder3d.py0000644000175100002000000000644014742413365020234 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestGridder3D(unittest.TestCase): @classmethod def setUpClass(cls): cls.nx = 10 # do not change this here unless you fix also the tests cases cls.ny = 19 cls.nz = 10 cls.xmin = 1 cls.xmax = 10 cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.nx) cls.y = cls.x.copy() cls.z = cls.x.copy() cls.data = numpy.random.rand(cls.nx) cls.gridder = xu.Gridder3D(cls.nx, cls.ny, cls.nz) cls.gridder(cls.x, cls.y, cls.z, cls.data) def test_gridder3d_xaxis(self): # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.nx) # test values of xaxis for i in range(self.nx): self.assertAlmostEqual(self.gridder.xaxis[i], self.x[i], places=12) def test_gridder3d_yaxis(self): # test length of yaxis self.assertEqual(len(self.gridder.yaxis), self.ny) # test end values of yaxis self.assertAlmostEqual(self.gridder.yaxis[0], self.y[0], places=12) self.assertAlmostEqual(self.gridder.yaxis[-1], self.y[-1], places=12) self.assertAlmostEqual( self.gridder.yaxis[1] - self.gridder.yaxis[0], (self.xmax - self.xmin) / float(self.ny - 1), places=12) def test_gridder3d_zaxis(self): # test length of yaxis self.assertEqual(len(self.gridder.zaxis), self.nz) # test end values of yaxis self.assertAlmostEqual(self.gridder.zaxis[0], self.z[0], places=12) self.assertAlmostEqual(self.gridder.zaxis[-1], self.z[-1], places=12) self.assertAlmostEqual( self.gridder.zaxis[1] - self.gridder.zaxis[0], (self.xmax - self.xmin) / float(self.nz - 1), places=12) def test_gridder3d_data(self): # test shape of data self.assertEqual(self.gridder.data.shape[0], self.nx) self.assertEqual(self.gridder.data.shape[1], self.ny) # test values of data aj, ak, al = numpy.indices((self.nx, self.ny, self.nz)) aj, ak, al = numpy.ravel(aj), numpy.ravel(ak), numpy.ravel(al) for i in range(self.nx * self.ny * self.nz): j, k, m = (aj[i], ak[i], al[i]) if k == 2 * j and m == j: self.assertAlmostEqual( self.gridder.data[j, k, m], self.data[j], places=12) else: self.assertEqual(self.gridder.data[j, k, m], 0.) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_cbf.py0000644000175100002000000000520114742413365017600 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import tempfile import unittest import h5py import numpy import xrayutilities as xu testfile = 'eiger.cbf' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_CBF(unittest.TestCase): dshape = (1065, 1030) dmax = 1576.0 dmin = 0.0 tpos = (500, 500) dtpos = 2.0 @classmethod def setUpClass(cls): cls.cbffile = xu.io.CBFFile(testfile, path=datadir) cls.data = cls.cbffile.data def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.data.max(), places=10) self.assertAlmostEqual(self.dmin, self.data.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data[self.tpos[0], self.tpos[1]], places=10) def test_savehdf5(self): with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') self.cbffile.Save2HDF5(fname) with h5py.File(fname, 'r') as h5f: h5d = h5f[list(h5f.keys())[0]] h5d = numpy.asarray(h5d) self.assertTrue(numpy.all(h5d == self.data)) def test_CBFDirectory(self): with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') ed = xu.io.CBFDirectory(datadir, 'cbf') ed.Save2HDF5(fname) with h5py.File(fname, 'r') as h5f: h5g = h5f[os.path.split(datadir)[-1]] h5d = h5g[list(h5g.keys())[0]] h5d = numpy.asarray(h5d) self.assertTrue(numpy.all(h5d == self.data)) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_edf.py0000644000175100002000000000520514742413365017610 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import tempfile import unittest import h5py import numpy import xrayutilities as xu testfile = 'esrf.edf.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_EDF(unittest.TestCase): dshape = (2048, 2048) dmax = 60134 dmin = 72 tpos = (500, 500) dtpos = 2349 @classmethod def setUpClass(cls): cls.edffile = xu.io.EDFFile(testfile, path=datadir) cls.data = cls.edffile.data def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.data.max(), places=10) self.assertAlmostEqual(self.dmin, self.data.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data[self.tpos[0], self.tpos[1]], places=10) def test_savehdf5(self): with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') self.edffile.Save2HDF5(fname) with h5py.File(fname, 'r') as h5f: h5d = h5f[list(h5f.keys())[0]] h5d = numpy.asarray(h5d) self.assertTrue(numpy.all(h5d == self.data)) def test_EDFDirectory(self): with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') ed = xu.io.EDFDirectory(datadir, 'edf.gz') ed.Save2HDF5(fname) with h5py.File(fname, 'r') as h5f: h5g = h5f[os.path.split(datadir)[-1]] h5d = h5g[list(h5g.keys())[0]] h5d = numpy.asarray(h5d) self.assertTrue(numpy.all(h5d == self.data)) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_esg.py0000644000175100002000000000367214742413365017636 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu testfile = 'sc.esg' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_ESG(unittest.TestCase): dshape = (602, 4096) dmax = 69282.0 dmin = 0.0 motorname = '_pd_meas_angle_omega' motmin = 2.0 motmax = 20.0 dtpos = 9.0 tpos = (200, 600) @classmethod def setUpClass(cls): cls.esgfile = xu.io.pdESG(fullfilename) def test_datashape(self): self.assertEqual(self.dshape, self.esgfile.data.shape) def test_datavalues(self): motor = self.esgfile.fileheader[self.motorname] counter = self.esgfile.data self.assertAlmostEqual(self.motmax, motor.max(), places=6) self.assertAlmostEqual(self.motmin, motor.min(), places=6) self.assertAlmostEqual(self.dmax, counter.max(), places=6) self.assertAlmostEqual(self.dmin, counter.min(), places=6) self.assertAlmostEqual(counter[self.tpos[0], self.tpos[1]], self.dtpos) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_fastscan.py0000644000175100002000000000625014742413365020655 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'fastscan.spec.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_FastScan(unittest.TestCase): dshape = (62500,) dshape_retrace = (61992,) dmax = 154795.0 dmin = 3797.0 xmax = 80.038498 xmin = 40.283199 ymin = 138.61099 ymax = 180.02901 cname = 'mpx4int' timer = 'timer' timermax = 1285.15 @classmethod def setUp(cls): cls.fs = xu.io.FastScan(testfile, 3, path=datadir) def test_grid2D(self): N = 200 self.fs.retrace_clean() g2d = self.fs.grid2D(N, N+1, gridrange=((self.xmin, self.xmax), (self.ymin, self.ymax))) self.assertEqual(g2d.data.shape, (N, N+1)) self.assertAlmostEqual(g2d.xaxis.min(), self.xmin, places=4) self.assertAlmostEqual(g2d.xaxis.max(), self.xmax, places=4) self.assertAlmostEqual(g2d.yaxis.min(), self.ymin, places=4) self.assertAlmostEqual(g2d.yaxis.max(), self.ymax, places=4) def test_datashape(self): self.assertEqual(self.fs.data.shape, self.dshape) self.assertEqual(self.fs.xvalues.shape, self.dshape) self.assertEqual(self.fs.yvalues.shape, self.dshape) self.fs.retrace_clean() self.assertEqual(self.fs.data.shape, self.dshape_retrace) self.assertEqual(self.fs.xvalues.shape, self.dshape_retrace) self.assertEqual(self.fs.yvalues.shape, self.dshape_retrace) def test_datavalues(self): self.assertAlmostEqual(self.fs.motorposition(self.timer).max(), self.timermax, places=2) self.assertAlmostEqual(self.fs.xvalues.min(), self.xmin, places=5) self.assertAlmostEqual(self.fs.xvalues.max(), self.xmax, places=5) self.assertAlmostEqual(self.fs.yvalues.min(), self.ymin, places=5) self.assertAlmostEqual(self.fs.yvalues.max(), self.ymax, places=5) self.assertAlmostEqual(self.fs.data[self.cname].min(), self.dmin, places=5) self.assertAlmostEqual(self.fs.data[self.cname].max(), self.dmax, places=5) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_fio.py0000644000175100002000000000620214742413365017625 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import tempfile import unittest import numpy import xrayutilities as xu testfile = 'p08_00019.FIO' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_FIO(unittest.TestCase): dshape = (601,) dmax = 2272108.0 dmin = 66133.0 dmaxcorr = 216583893672.0 dmincorr = 0.0 motmax = 8.000001 motmin = 0.0 tpos = 300 dtpos = 1278952.0 motorname = 'Motor_TT' countername = 'MythenIntegral' P08_normalizer = xu.IntensityNormalizer( "MCA", time='CountingTime', mon='MonitorEnergyWindow', absfun=lambda d: d['AttenuationFactor']) @classmethod def setUpClass(cls): scanname = os.path.splitext(testfile)[0] mcatmp = os.path.join(datadir, scanname, scanname+"_mythen_%i.raw") cls.fiofile = xu.io.SPECTRAFile(fullfilename, mcatmp=mcatmp) cls.sdata = cls.fiofile.data cls.motor = cls.sdata[cls.motorname] cls.inte = cls.sdata[cls.countername] with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') cls.fiofile.Save2HDF5(fname, scanname) [cls.h5tt, _, cls.h5int], cls.h5data = xu.io.geth5_spectra_map( fname, [19], cls.motorname, 'ZS', cls.countername) def test_datashape(self): self.assertEqual(self.dshape, self.sdata[self.motorname].shape) self.assertEqual(self.dshape, self.sdata[self.countername].shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.motor.max(), places=6) self.assertAlmostEqual(self.motmin, self.motor.min(), places=6) self.assertAlmostEqual(self.dmax, self.inte.max(), places=6) self.assertAlmostEqual(self.dmin, self.inte.min(), places=6) self.assertAlmostEqual(self.dtpos, self.inte[self.tpos], places=6) def test_hdf5file(self): self.assertTrue(numpy.all(self.inte == self.h5int)) self.assertTrue(numpy.all(self.motor == self.h5tt)) def test_normalizer(self): mcac = self.P08_normalizer(self.h5data) self.assertAlmostEqual(self.dmaxcorr, mcac.max(), places=6) self.assertAlmostEqual(self.dmincorr, mcac.min(), places=6) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_nja.py0000644000175100002000000000424014742413365017620 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'seifert.nja.bz2' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_NJA(unittest.TestCase): dshape = (501, 2) dmax = 1344706.25 dmin = 90.0 motmin = -0.05 motmax = 0.15 axisT = 1.5 dtpos = [5.00000000e-02, 5.64250000e+03] tpos = 250 @classmethod def setUpClass(cls): cls.njafile = xu.io.SeifertScan(testfile, path=datadir) def test_datashape(self): self.assertEqual(self.dshape, self.njafile.data.shape) def test_headervalue(self): self.assertAlmostEqual(self.axisT, self.njafile.axispos['T'][0], places=6) def test_datavalues(self): motor = self.njafile.data[:, 0] counter = self.njafile.data[:, 1] self.assertAlmostEqual(self.motmax, motor.max(), places=6) self.assertAlmostEqual(self.motmin, motor.min(), places=6) self.assertAlmostEqual(self.dmax, counter.max(), places=6) self.assertAlmostEqual(self.dmin, counter.min(), places=6) self.assertTrue(numpy.all(self.dtpos == self.njafile.data[self.tpos])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_nja_map.py0000644000175100002000000000373514742413365020465 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'seifert_map.nja.bz2' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_map_NJA(unittest.TestCase): dshape = (601601,) dmax = 12.8161590 dmin = 0.0 motmin = 77.0 motmax = 80.0 dtpos = 1.8286480 tpos = 294840 @classmethod def setUpClass(cls): cls.mot, cls.mot2, cls.data = xu.io.getSeifert_map(testfile, path=datadir) def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.mot.max(), places=6) self.assertAlmostEqual(self.motmin, self.mot.min(), places=6) self.assertAlmostEqual(self.dmax, self.data.max(), places=6) self.assertAlmostEqual(self.dmin, self.data.min(), places=6) self.assertAlmostEqual(self.dtpos, self.data[self.tpos], places=6) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_nja_tsk.py0000644000175100002000000000417714742413365020512 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'seifert_tsk.nja.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_task_NJA(unittest.TestCase): dshape = (4001, 1280) dmax = 143563.531 dmin = 0.0 motmin = 7.5 motmax = 57.5 dtpos = 1.026 tpos = (1515, 640) @classmethod def setUpClass(cls): cls.mot, cls.mot2, cls.data = xu.io.getSeifert_map(testfile, path=datadir, scantype='tsk') def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.mot.max(), places=6) self.assertAlmostEqual(self.motmin, self.mot.min(), places=6) self.assertAlmostEqual(self.dmax, self.data.max(), places=6) self.assertAlmostEqual(self.dmin, self.data.min(), places=6) self.assertTrue(numpy.all(self.dtpos == self.data[self.tpos[0], self.tpos[1]])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_numor.py0000644000175100002000000000423314742413365020212 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu testfile = '413396' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_numor(unittest.TestCase): dshape = (31,) dmax = 32823.0 dmin = 64.0 motmax = 18.34 motmin = 16.26 tpos = 12 dtpos = 17480.0 motorname = 'omega' countername = 'detector' @classmethod def setUpClass(cls): cls.motor, cls.data = xu.io.numor_scan(testfile, cls.motorname, path=datadir) cls.inte = cls.data[cls.countername] def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) self.assertEqual(self.dshape, self.motor.shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.motor.max(), places=6) self.assertAlmostEqual(self.motmin, self.motor.min(), places=6) self.assertAlmostEqual(self.dmax, self.inte.max(), places=6) self.assertAlmostEqual(self.dmin, self.inte.min(), places=6) self.assertAlmostEqual(self.dtpos, self.inte[self.tpos], places=6) def test_equaldata(self): self.assertTrue(numpy.all(self.motor == self.data[self.motorname])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_pdcif.py0000644000175100002000000000403014742413365020132 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 testfile = 'NISI.cif' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_pdCIF(unittest.TestCase): dshape = (4495, ) # dmax = # needs update of pdCIF to handle value + error bar # dmin = motorname = '_pd_meas_time_of_flight' motmin = 1000.0 motmax = 8190.4 # dtpos = # tpos = @classmethod def setUpClass(cls): cls.dfile = xu.io.pdCIF(fullfilename) def test_datashape(self): self.assertEqual(self.dshape, self.dfile.data.shape) def test_datavalues(self): motor = self.dfile.data[self.motorname] # counter = self.dfile.data self.assertAlmostEqual(self.motmax, motor.max(), places=6) self.assertAlmostEqual(self.motmin, motor.min(), places=6) # self.assertAlmostEqual(self.dmax, counter.max(), places=6) # self.assertAlmostEqual(self.dmin, counter.min(), places=6) # self.assertAlmostEqual(counter[self.tpos[0], self.tpos[1]], # self.dtpos) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_perkinelmer.py0000644000175100002000000000370114742413365021366 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu testfile = 'perkinelmer.tif.bz2' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_PerkinElmer(unittest.TestCase): dshape = (2048, 2048) dmax = 173359.0 dmin = -113.0 tpos = (500, 500) dtpos = 2929.0 @classmethod def setUpClass(cls): imgreader = xu.io.PerkinElmer() cls.data = imgreader.readImage(testfile, path=datadir) def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.data.max(), places=10) self.assertAlmostEqual(self.dmin, self.data.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data[self.tpos[0], self.tpos[1]], places=10) def test_tiffread(self): t = xu.io.TIFFRead(testfile, path=datadir) self.assertTrue(numpy.all(t.data == self.data)) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_pilatus.py0000644000175100002000000000335114742413365020533 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu testfile = 'pilatus100K.tif' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_Pilatus(unittest.TestCase): dshape = (195, 487) dmax = 1.0 dmin = -2.0 tpos = (75, 281) dtpos = 1.0 @classmethod def setUpClass(cls): cls.data = xu.io.get_tiff(testfile, path=datadir) def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.data.max(), places=10) self.assertAlmostEqual(self.dmin, self.data.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data[self.tpos[0], self.tpos[1]], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_rigaku.py0000644000175100002000000000535414742413365020341 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'rigaku_rsm.ras.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_Rigaku(unittest.TestCase): nscans = 401 dshape = (301,) scannr = 21 dmax = 187.0 dmin = 101.0 motmax = 29.90 motmin = 26.90 tpos = 34 dtpos = 164.0 motorname = 'TwoTheta' countername = 'int' @classmethod def setUpClass(cls): cls.rasfile = xu.io.RASFile(testfile, path=datadir) cls.sdata = cls.rasfile.scans[cls.scannr].data cls.motor, data = xu.io.getras_scan(testfile+'%s', '', cls.motorname, path=datadir) cls.inte = data[cls.countername] def test_datashape_ras(self): self.assertEqual(self.nscans, len(self.rasfile.scans)) self.assertEqual(self.dshape, self.sdata.shape) def test_datashape_all(self): self.assertEqual(self.dshape[0]*self.nscans, self.inte.size) self.assertEqual(self.dshape[0]*self.nscans, self.motor.size) def test_datavalues(self): mot = self.sdata[self.motorname] inte = self.sdata[self.countername] self.assertAlmostEqual(self.motmax, mot.max(), places=6) self.assertAlmostEqual(self.motmin, mot.min(), places=6) self.assertAlmostEqual(self.dmax, inte.max(), places=6) self.assertAlmostEqual(self.dmin, inte.min(), places=6) self.assertAlmostEqual(self.dtpos, inte[self.tpos], places=6) def test_datamethods(self): self.assertTrue(numpy.all(self.sdata[self.countername] == self.inte[self.scannr*self.dshape[0]: (self.scannr+1)*self.dshape[0]])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_roperccd.py0000644000175100002000000000343514742413365020656 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2017 Dominik Kriegner import os.path import unittest import xrayutilities as xu testfile = 'roperccd.bin.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_RoperCCD(unittest.TestCase): dshape = (4096, 4096) dmax = 2285.0 dmin = 273.0 tpos = (500, 500) dtpos = 304.0 @classmethod def setUpClass(cls): imgreader = xu.io.RoperCCD() cls.data = imgreader.readImage(testfile, path=datadir) def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) def test_datavalues(self): self.assertAlmostEqual(self.dmax, self.data.max(), places=10) self.assertAlmostEqual(self.dmin, self.data.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data[self.tpos[0], self.tpos[1]], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_spec.py0000644000175100002000000000602514742413365020005 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import tempfile import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'specmca.spec.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_SPEC(unittest.TestCase): dshape = (4001,) dmax = 2567926.8 dmin = 1.0 motmax = 95.40775 motmin = 15.40775 date = 'Mon Nov 04 21:18:05 2013' tpos = 2400 dtpos = 6.0 scannr = 43 motorname = 'Nu' countername = 'PSDCORR' @classmethod def setUpClass(cls): cls.specfile = xu.io.SPECFile(testfile, path=datadir) cls.specfile.Update() # this should be a noop cls.specscan = getattr(cls.specfile, 'scan%d' % cls.scannr) cls.specscan.ReadData() cls.sdata = cls.specscan.data cls.motor, cls.inte = xu.io.getspec_scan(cls.specfile, cls.scannr, cls.motorname, cls.countername) def test_datashape(self): self.assertEqual(self.dshape, self.sdata.shape) self.assertEqual(self.dshape, self.inte.shape) self.assertEqual(self.dshape, self.motor.shape) def test_getheader(self): self.assertEqual(self.date, self.specscan.getheader_element('D')) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.motor.max(), places=6) self.assertAlmostEqual(self.motmin, self.motor.min(), places=6) self.assertAlmostEqual(self.dmax, self.inte.max(), places=6) self.assertAlmostEqual(self.dmin, self.inte.min(), places=6) self.assertAlmostEqual(self.dtpos, self.inte[self.tpos], places=6) def test_datamethods(self): self.assertTrue(numpy.all(self.sdata[self.countername] == self.inte)) def test_hdf5file(self): with tempfile.TemporaryDirectory() as tmpdir: fname = os.path.join(tmpdir, 'tmp.h5') self.specfile.Save2HDF5(fname) h5d = xu.io.geth5_scan(fname, self.scannr) self.assertTrue(numpy.all(self.inte == h5d[self.countername])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_specalignmentlog.py0000644000175100002000000000311614742413365022404 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'alignment.log.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_SPEC_RA_Log(unittest.TestCase): peaks = [u'asymaz1', u'symaz1'] niterations = 639 @classmethod def setUpClass(cls): cls.logfile = xu.io.RA_Alignment(fullfilename) def test_peaknames(self): self.assertEqual(self.peaks, self.logfile.peaks) def test_iterations(self): self.assertEqual(self.niterations, sum([sum(i) for i in self.logfile.iterations])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_speclog.py0000644000175100002000000000307214742413365020506 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'speclog.log.gz' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_SPECLog(unittest.TestCase): prompt = 'PSIC' line_cnt = 2046542 testcmd = '84.PSIC> mvr mu -.075; ct' testcmdline = 25 def setUp(self): self.logfile = xu.io.SPECLog(testfile, self.prompt, path=datadir) def test_linenumber(self): self.assertEqual(self.line_cnt, self.logfile.line_counter) self.assertEqual(self.testcmd, str(self.logfile[self.testcmdline])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_specsardana.py0000644000175100002000000000611714742413365021341 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019-2020 Dominik Kriegner import math import os.path import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test testfile = 'sardana2.8.spec' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_SPEC_Sardana(unittest.TestCase): scannrs = [4, 6, 8, 10] s4_init_motor_pos_len = 6 s8_init_motor_pos_len = 2 s8_init_mopo_mot12 = 20.0 s8_dshape = (29,) s8_ncol = 9 s8_dtmax = 10.7484171391 s8_dtmin = 1.35413002968 s8_mot15max = -4.4 s8_mot15min = -10.0 s10_pos = 119 s10_dpos = 119 countername = 'Pt_No' @classmethod def setUpClass(cls): cls.specfile = xu.io.SPECFile(testfile, path=datadir) cls.scans = dict() for nr in cls.scannrs: cls.scans[nr] = getattr(cls.specfile, 'scan%d' % nr) cls.scans[nr].ReadData() def test_init_mopo(self): self.assertEqual(self.s4_init_motor_pos_len, len(self.scans[4].init_motor_pos)) self.assertEqual(self.s8_init_motor_pos_len, len(self.scans[8].init_motor_pos)) self.assertAlmostEqual( self.s8_init_mopo_mot12, self.scans[8].init_motor_pos['INIT_MOPO_mot12'], places=6) with self.assertRaises(KeyError): # test not existing initial motor position self.scans[8].init_motor_pos['INIT_MOPO_offset03'] def test_datashape_aborted(self): self.assertEqual(self.s8_dshape, self.scans[8].data.shape) self.assertEqual(self.s8_ncol, len(self.scans[8].colnames)) def test_datavalues(self): self.assertTrue(math.isnan(self.scans[6].data['ct13'][29])) s8d = self.scans[8].data self.assertAlmostEqual(self.s8_dtmax, s8d['dt'].max(), places=6) self.assertAlmostEqual(self.s8_dtmin, s8d['dt'].min(), places=6) self.assertAlmostEqual(self.s8_mot15max, s8d['mot15'].max(), places=6) self.assertAlmostEqual(self.s8_mot15min, s8d['mot15'].min(), places=6) s10d = self.scans[10].data self.assertAlmostEqual(self.s10_dpos, s10d[self.countername][self.s10_pos], places=6) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_tty.py0000644000175100002000000000427714742413365017702 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu testfiletmp = 'p08tty_%05d.dat' testfile = testfiletmp % 29 datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_TTY(unittest.TestCase): dshape = (102,) dmax = 1444999.0 dmin = 314133.0 motmax = 26.15 motmin = 13.0 tpos = 53 dtpos = 342586.0 motorname = 'om' countername = 'EigerInt' @classmethod def setUpClass(cls): (cls.motor, _), cls.data = xu.io.gettty08_scan( testfiletmp, (29, 30), cls.motorname, 'chi', path=datadir) cls.inte = cls.data[cls.countername] def test_datashape(self): self.assertEqual(self.dshape, self.data.shape) self.assertEqual(self.dshape, self.motor.shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.motor.max(), places=6) self.assertAlmostEqual(self.motmin, self.motor.min(), places=6) self.assertAlmostEqual(self.dmax, self.inte.max(), places=6) self.assertAlmostEqual(self.dmin, self.inte.min(), places=6) self.assertAlmostEqual(self.dtpos, self.inte[self.tpos], places=6) def test_equaldata(self): self.assertTrue(numpy.all(self.motor == self.data[self.motorname])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_io_xrdml.py0000644000175100002000000000501514742413365020177 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu testfile = 'omega_mm.xrdml' testfile2 = 'cecchi_refl_30min.xrdml' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) fullfilename2 = os.path.join(datadir, testfile2) @unittest.skipIf(not os.path.isfile(fullfilename) or not os.path.isfile(fullfilename2), "additional test data needed (http://xrayutilities.sf.io)") class TestIO_XRDML(unittest.TestCase): dshape = (499,) dmax = 75052800.0 dmin = 54.0 motmax = 16.7872 motmin = 11.8072 tpos = 240 dtpos = 1502.0 @classmethod def setUpClass(cls): cls.xrdmlfile = xu.io.XRDMLFile(fullfilename) cls.xrdmlfile2 = xu.io.XRDMLFile(fullfilename2) cls.data1 = cls.xrdmlfile.scan['detector'] cls.motor, _, cls.data2 = xu.io.getxrdml_scan(fullfilename, 'Phi') def test_datashape(self): self.assertEqual(self.dshape, self.data1.shape) self.assertEqual(self.dshape, self.data2.shape) self.assertEqual(self.dshape, self.motor.shape) def test_datavalues(self): self.assertAlmostEqual(self.motmax, self.motor.max(), places=10) self.assertAlmostEqual(self.motmin, self.motor.min(), places=10) self.assertAlmostEqual(self.dmax, self.data1.max(), places=10) self.assertAlmostEqual(self.dmin, self.data1.min(), places=10) self.assertAlmostEqual(self.dtpos, self.data1[self.tpos], places=10) def test_datamethods(self): self.assertTrue(numpy.all(self.data1 == self.data2)) def test_version2(self): self.assertEqual(len(self.xrdmlfile2.scan['counts']), len(self.xrdmlfile2.scan['detector'])) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_linear_calib.py0000644000175100002000000000337714742413365020777 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, "detalign.xrdml.bz2") @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestLinear_calib(unittest.TestCase): pw0 = 1.4813e-04 cch0 = 633.90 tilt0 = -0.498 @classmethod def setUpClass(cls): tt, det = xu.io.getxrdml_scan(fullfilename) cls.ang = tt[:, 639] cls.spectra = det def test_linear_calib(self): pwidth, cch, tilt = xu.analysis.linear_detector_calib(self.ang, self.spectra) self.assertAlmostEqual(numpy.abs(pwidth), self.pw0, places=7) self.assertAlmostEqual(cch, self.cch0, places=1) self.assertAlmostEqual(tilt, self.tilt0, places=2) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_maplog.py0000644000175100002000000000452114742413365017642 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class Test_maplog(unittest.TestCase): @classmethod def setUpClass(cls): cls.dmin = xu.config.DYNLOW cls.dmax = xu.config.DYNHIGH def test_maplog(self): d = numpy.logspace(1, 6, 100) # make noop dm = xu.maplog(d, numpy.inf, -numpy.inf) self.assertTrue(numpy.all(numpy.log10(d) == dm)) # cut bottom dl = 3 dm = xu.maplog(d, dl, -numpy.inf) dl = min(dl, self.dmin) self.assertAlmostEqual(d.max(), 10.0**dm.max(), places=10) self.assertAlmostEqual(d.max()/10.0**dl, 10**dm.min(), places=10) # cut top dt = 2 dm = xu.maplog(d, numpy.inf, dt) dt = max(dt, self.dmax) self.assertAlmostEqual(d.min(), 10.0**dm.min(), places=10) self.assertAlmostEqual(d.max()/10.0**dt, 10.0**dm.max(), places=10) def test_maplogzero(self): d = numpy.array((0, 1)) # make function call with a zero and negative number dm = xu.maplog(d) self.assertAlmostEqual(d.max()/10.0**self.dmax, 10.0**dm.max(), places=10) self.assertAlmostEqual(d.max()/10.0**self.dmin, 10**dm.min(), places=10) # call with negative number d[0] = -1 dm = xu.maplog(d) self.assertAlmostEqual(d.max()/10.0**self.dmax, 10.0**dm.max(), places=10) self.assertAlmostEqual(d.max()/10.0**self.dmin, 10**dm.min(), places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials.py0000644000175100002000000001356614742413365020355 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner # Copyright (C) 2022 Vinícius Frehse import math import unittest import numpy import xrayutilities as xu from numpy import arccos, cos, radians, sin, sqrt class TestMaterialsTransform(unittest.TestCase): @classmethod def setUp(cls): cls.a, cls.b, cls.c = numpy.random.rand(3) * 2 + 4 cls.alpha, cls.beta, cls.gamma = numpy.random.rand(3) * 60 + 60 cls.c11, cls.c12, cls.c44 = numpy.random.rand(3) * 1e10 cls.p1mat = xu.materials.Crystal( 'P1', xu.materials.SGLattice(1, cls.a, cls.b, cls.c, cls.alpha, cls.beta, cls.gamma), xu.materials.CubicElasticTensor(cls.c11, cls.c12, cls.c44)) def test_q2hkl_hkl2q(self): for i in range(3): hkls = numpy.random.randint(-5, 6, 3) qvec = self.p1mat.Q(hkls) backhkl = self.p1mat.HKL(qvec) for j in range(3): self.assertAlmostEqual(hkls[j], backhkl[j], places=10) def test_Bmatrix(self): """ check if our B matrix is compatible with the one from Busing&Levy Acta Cryst. 22, 457 (1967) """ ca = cos(radians(self.alpha)) cb = cos(radians(self.beta)) cg = cos(radians(self.gamma)) sa = sin(radians(self.alpha)) sb = sin(radians(self.beta)) sg = sin(radians(self.gamma)) vh = sqrt(1 - ca**2-cb**2-cg**2 + 2*ca*cb*cg) pi2 = numpy.pi * 2 ra, rb, rc = pi2*sa/(self.a*vh), pi2*sb/(self.b*vh), pi2*sg/(self.c*vh) # cralpha = (cb*cg - ca)/(sb*sg) crbeta = (ca*cg - cb)/(sa*sg) crgamma = (ca*cb - cg)/(sa*sb) b = numpy.zeros((3, 3)) b[0, 0] = ra b[0, 1] = rb * crgamma b[1, 1] = rb * sin(arccos(crgamma)) b[0, 2] = rc * crbeta b[1, 2] = -rc * sin(arccos(crbeta)) * ca b[2, 2] = pi2 / self.c for j in range(9): self.assertAlmostEqual(b.flat[j], self.p1mat.B.flat[j], places=10) def test_Bmatrix_after_a_setter(self): self.a = numpy.random.rand() * 2 + 4 self.p1mat.lattice.a = self.a self.test_Bmatrix() def test_Bmatrix_after_alpha_setter(self): self.alpha = numpy.random.rand() * 60 + 60 self.p1mat.lattice.alpha = self.alpha self.test_Bmatrix() def test_Bmatrix_after_all_setters(self): # change materials unit cell parameters to test setters self.a, self.b, self.c = numpy.random.rand(3) * 2 + 4 self.alpha, self.beta, self.gamma = numpy.random.rand(3) * 60 + 60 self.p1mat.lattice.a = self.a self.p1mat.lattice.b = self.b self.p1mat.lattice.c = self.c self.p1mat.lattice.alpha = self.alpha self.p1mat.lattice.beta = self.beta self.p1mat.lattice.gamma = self.gamma self.test_Bmatrix() def test_environment(self): maxdist = max(self.a, self.b, self.c) + 0.01 e = self.p1mat.environment((0, 0, 0), maxdist=maxdist) self.assertTrue(len(e) >= 4, f"Length of environment must be >= 4, is {len(e)}") for dis in (0.0, self.a, self.b, self.c): found = False for d, at, mult in e: if numpy.isclose(d, dis): found = True self.assertTrue(found, "expected atomic distance not found") def test_environment_Si(self): a = xu.materials.Si.a e = xu.materials.Si.environment(0.125, 0.125, 0.125) self.assertAlmostEqual(e[0][0], a*math.sqrt(3)/8, places=10) self.assertEqual(e[0][1], xu.materials.elements.Si) self.assertAlmostEqual(e[0][2], 2.0) def test_isequivalent(self): hkl1 = (1, 2, 3) materials = ['C', 'C_HOPG', 'TiO2', 'GeTe', 'Ag2Se'] hkl2lst = [((2, 1, -3), (2, 2, 3)), ((1, -3, 3), (1, -2, 3)), ((-2, 1, 3), (3, 2, 1)), ((1, 3, 2), (1, 3, -2)), ((1, -2, -3), (1, 3, 2))] for mname, hkl2s in zip(materials, hkl2lst): mat = getattr(xu.materials, mname) self.assertTrue(mat.lattice.isequivalent(hkl1, hkl2s[0])) self.assertFalse(mat.lattice.isequivalent(hkl1, hkl2s[1])) def test_Strain(self): strain = numpy.zeros((3, 3), dtype=numpy.double) strain[0, 0:3] = numpy.random.rand(3) strain[1, 1:3] = numpy.random.rand(2) strain[2, 2] = numpy.random.rand(1)[0] strain[0:3, 0] = strain[0, 0:3] strain[1:3, 1] = strain[1, 1:3] stress = self.p1mat.GetStress(strain) strain_rev = self.p1mat.GetStrain(stress) numpy.testing.assert_almost_equal(strain, strain_rev) def test_Stress(self): stress = numpy.zeros((3, 3), dtype=numpy.double) stress[0, 0:3] = numpy.random.rand(3) stress[1, 1:3] = numpy.random.rand(2) stress[2, 2] = numpy.random.rand(1)[0] stress[0:3, 0] = stress[0, 0:3] stress[1:3, 1] = stress[1, 1:3] strain = self.p1mat.GetStrain(stress) stress_rev = self.p1mat.GetStress(strain) numpy.testing.assert_almost_equal(stress, stress_rev) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_cif.py0000644000175100002000000000355314742413365021171 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import os.path import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 testfile = 'rg5041sup1.cif' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename), "additional test data needed (http://xrayutilities.sf.io)") class TestMAT_CIF(unittest.TestCase): sg = '129:2' mata = 3.820 matc = 6.318 @classmethod def setUpClass(cls): cls.mat = xu.materials.Crystal.fromCIF(fullfilename) def test_spacegroup(self): self.assertEqual(self.mat.lattice.space_group, self.sg) def test_latticeparameters(self): self.assertAlmostEqual(self.mat.lattice.a, self.mata, places=6) self.assertAlmostEqual(self.mat.lattice.c, self.matc, places=6) def test_structurefactor(self): Q = self.mat.Q(numpy.random.randint(-3, 4, size=3)) self.assertAlmostEqual(self.mat.StructureFactor(Q), xu.materials.CuMnAs.StructureFactor(Q), places=3) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_cifexport.py0000644000175100002000000000310314742413365022422 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner import os import tempfile import unittest import xrayutilities as xu xu.config.VERBOSITY = 0 class Test_CIF_export(unittest.TestCase): @classmethod def setUpClass(cls): cls.materials = [] for name, obj in xu.materials.predefined_materials.__dict__.items(): if isinstance(obj, xu.materials.Crystal): cls.materials.append(obj) def test_export(self): for m in self.materials: with tempfile.NamedTemporaryFile(mode='w', delete=False) as fid: filename = fid.name m.toCIF(filename) c = xu.materials.Crystal.fromCIF(filename) self.assertEqual(m, c, msg=f"Crystal {m.name} different after " "toCIF/fromCIF conversion") os.remove(filename) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_database.py0000644000175100002000000000507114742413365022171 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import math import os import tempfile import unittest import xrayutilities as xu class TestDatabase(unittest.TestCase): @classmethod def setUpClass(cls): cls.el = xu.materials.elements.Dummy # test creation of database fid, cls.dbfilename = tempfile.mkstemp(suffix='.db') os.close(fid) xu.materials.database.createAndFillDatabase(cls.dbfilename) cls.db = xu.materials.DataBase(cls.dbfilename) cls.db.Open() cls.db.SetMaterial(cls.el.name) @classmethod def tearDownClass(cls): cls.db.Close() try: os.remove(cls.dbfilename) except OSError: print("OSError during cleaning up of temporary database file!") pass def test_db_f0(self): f0 = self.el.f0(0) self.assertAlmostEqual(f0, 1.0, places=10) def test_owndb_f0(self): f0 = self.db.GetF0(0) self.assertAlmostEqual(f0, 1.0, places=10) def test_db_f1_neg(self): f1 = self.el.f1(-1) self.assertTrue(math.isnan(f1)) def test_owndb_f1_neg(self): f1 = self.db.GetF1(-1) self.assertTrue(math.isnan(f1)) def test_db_f1(self): f1 = self.el.f1(1000) self.assertAlmostEqual(f1, 0.0, places=10) def test_owndb_f1(self): f1 = self.db.GetF1(1000) self.assertAlmostEqual(f1, 0.0, places=10) def test_db_f2_neg(self): f2 = self.el.f2(-1) self.assertTrue(math.isnan(f2)) def test_owndb_f2_neg(self): f2 = self.db.GetF2(-1) self.assertTrue(math.isnan(f2)) def test_db_f2(self): f2 = self.el.f2(1000) self.assertAlmostEqual(f2, 0.0, places=10) def test_owndb_f2(self): f2 = self.db.GetF2(1000) self.assertAlmostEqual(f2, 0.0, places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_findsym.py0000644000175100002000000000273614742413365022103 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner import unittest import xrayutilities as xu class Test_findsym(unittest.TestCase): @classmethod def setUpClass(cls): cls.materials = [] for name, obj in xu.materials.predefined_materials.__dict__.items(): if isinstance(obj, xu.materials.Crystal): cls.materials.append(obj) def test_findsym(self): """ Test that built in materials use the highest possible space group setting for their given unit cell. """ for m in self.materials: p1 = m.lattice.convert_to_P1() self.assertEqual(m.lattice, p1.findsym(), msg=f"{m.name} does not use highest symmetry!") if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_hklcond.py0000644000175100002000000001616314742413365022053 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2020 Dominik Kriegner import math import os import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 @unittest.skipIf('CI' in os.environ, "slow test not running on CI") class Test_Materials_reflection_condition(unittest.TestCase): @classmethod def setUpClass(cls): cls.p = xu.PowderExperiment(en=10000) cls.ksinmax = cls.p.k0 * math.sin(math.radians(179.9)/2) cls.materials = [] for name, obj in xu.materials.predefined_materials.__dict__.items(): if isinstance(obj, xu.materials.Crystal): cls.materials.append(obj) def _test_material(self, m, test_allowed=False): """ helper function to test one specific material Parameters ---------- m: xu.materials.Crystal material to be tested test_allowed: bool boolean to determine wether allowed peaks must have non-zero structure factor. This test is only performed if reflection conditions are available, and two atoms have a minimal distance of 0.01Ang! still there is a chance that by chance atoms occupy positions of a different space group which renders this test option dangerous. default: False """ # calculate maximal Bragg indices hma = int(math.ceil(m.a / math.pi * self.ksinmax)) hmi = -hma kma = int(math.ceil(m.b / math.pi * self.ksinmax)) kmi = -kma lma = int(math.ceil(m.c / math.pi * self.ksinmax)) lmi = -lma # calculate structure factors qmax = 2 * self.ksinmax hkl = numpy.mgrid[hma:hmi-1:-1, kma:kmi-1:-1, lma:lmi-1:-1].reshape(3, -1).T q = m.Q(hkl) qnorm = numpy.linalg.norm(q, axis=1) mask = numpy.logical_and(qnorm > 0, qnorm <= qmax) errorinfo = str(m) allowed = numpy.asarray([m.lattice.hkl_allowed(b) for b in hkl[mask]]) # all forbidden peaks must have structure factor close to zero s = numpy.abs( m.StructureFactorForQ(q[mask][numpy.logical_not(allowed)], self.p.energy)) mviolate = numpy.logical_not(numpy.isclose(s, 0)) if numpy.any(mviolate): for h, sf in zip(hkl[mask][numpy.logical_not(allowed)][mviolate], s[mviolate]): errorinfo += "%s\t%s\n" % (h, sf) self.assertTrue(numpy.allclose(s, 0), msg=errorinfo) # check if atoms are too near (reduce chance of accidental extinction) if test_allowed: for at, pos, occ, b in m.lattice.base(): env = m.environment(*pos, maxdist=0.01) if len(env) > 1 or env[0][-1] != 1: test_allowed = False break if test_allowed and 'n/a' not in m.lattice.reflection_conditions(): # all allowed peaks must have non-zero structure factor s = numpy.abs( m.StructureFactorForQ(q[mask][allowed], self.p.energy)) mviolate = numpy.isclose(s, 0) if numpy.any(mviolate): for h, sf in zip(hkl[mask][allowed][mviolate], s[mviolate]): errorinfo += "%s\t%s\n" % (h, sf) self.assertTrue(numpy.all(numpy.logical_not(numpy.isclose(s, 0))), msg=errorinfo) def test_hklcond_predefined(self): for m in self.materials: self._test_material(m) def test_hklcond_random(self): # create random materials with random unit cell and test them x, y, z = numpy.random.rand(3) a, b, c = numpy.random.rand(3) * 2 + 4 al, be, gam = numpy.random.rand(3) * 60 + 60 pdict = {'a': a, 'b': b, 'c': c, 'alpha': al, 'beta': be, 'gamma': gam} wp = xu.materials.spacegrouplattice.wp for sg in wp.keys(): # determine parameters for this space group sgnr = int(sg.split(':')[0]) csys, nargs = xu.materials.spacegrouplattice.sgrp_sym[sgnr] params = xu.materials.spacegrouplattice.sgrp_params[csys][0] p = [eval(par, pdict) for par in params] # test all Wyckoff positions for wplabel in wp[sg].keys(): wpentry = wp[sg][wplabel] wppar = [] if wpentry[0] & 1: wppar.append(x) if wpentry[0] & 2: wppar.append(y) if wpentry[0] & 4: wppar.append(z) kwdict = {'atoms': [xu.materials.elements.Dummy, ], 'pos': [(wplabel, wppar), ]} # generate test lattice lat = xu.materials.SGLattice(sg, *p, **kwdict) self._test_material(xu.materials.Crystal("SG%s" % sg, lat)) def test_get_allowed_hkl(self): """ use some random hkls to test the get_allowed_hkl function. The internal methods used by this function is also tested more thoroughly by other unit tests. """ qmax = 2 * self.ksinmax N = 5 for m in self.materials: if 'n/a' in m.lattice.reflection_conditions(): continue hkls = m.lattice.get_allowed_hkl(qmax) hma = int(math.ceil(m.a / math.pi * self.ksinmax)) hmi = -hma kma = int(math.ceil(m.b / math.pi * self.ksinmax)) kmi = -kma lma = int(math.ceil(m.c / math.pi * self.ksinmax)) lmi = -lma errorinfo = str(m) errorinfo += "HKL min/max: %d %d %d / %d %d %d" % (hmi, kmi, lmi, hma, kma, lma) for h, k, l in zip(numpy.random.randint(hmi, hma, N), numpy.random.randint(kmi, kma, N), numpy.random.randint(lmi, lma, N)): qnorm = numpy.linalg.norm(m.Q(h, k, l)) if qnorm > qmax or qnorm == 0: continue r = abs(m.StructureFactor(m.Q(h, k, l)))**2 # test that a peak with non-zero structure factor is indeed # allowed # Note: the opposite test is not possible because of accidental # extinctions if not numpy.isclose(r, 0): self.assertIn((h, k, l), hkls, msg=errorinfo) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_materials_symop.py0000644000175100002000000001153314742413365021574 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2020 Dominik Kriegner import itertools import re import unittest import numpy import xrayutilities as xu from xrayutilities.materials import SymOp class TestMaterialsSymOp(unittest.TestCase): @classmethod def setUp(cls): cls.x, cls.y, cls.z = numpy.random.rand(3) a, b, c = numpy.random.rand(3) * 2 + 4 al, be, gam = numpy.random.rand(3) * 60 + 60 pdict = {'a': a, 'b': b, 'c': c, 'alpha': al, 'beta': be, 'gamma': gam} cls.lats = [] cls.gps = [] for sg in xu.materials.spacegrouplattice.wp.keys(): # determine parameters for this space group sgnr = int(sg.split(':')[0]) csys, nargs = xu.materials.spacegrouplattice.sgrp_sym[sgnr] params = xu.materials.spacegrouplattice.sgrp_params[csys][0] p = [eval(par, pdict) for par in params] # generate test lattice cls.lats.append(xu.materials.SGLattice(sg, *p)) # get general Wyckoff position of space group wp = xu.materials.spacegrouplattice.wp gplabel = sorted(wp[sg], key=lambda s: int(s[:-1]))[-1] cls.gps.append(wp[sg][gplabel][1]) def test_SymOp_fromxyz(self): """ tests that the creation of the symmetry operations from the xyz string of the Wyckoff positions is reproducible/reversable """ for lat, gp in zip(self.lats, self.gps): symopsxyz = map(lambda s: '({})'.format(s.xyz()), lat.symops) self.assertCountEqual(symopsxyz, gp) def test_equivalent_hkl(self): hkl = numpy.random.randint(-11, 12, 3) for lat in self.lats: ehkl = numpy.unique(numpy.einsum('...ij,j', lat._hklsym, hkl), axis=0) ehkl = set(tuple(e) for e in ehkl) self.assertEqual(lat.equivalent_hkls(hkl), ehkl) def test_iscentrosymmetric(self): centrosym = list(itertools.chain([2], range(10, 16), range(47, 75), range(83, 89), range(123, 143), [147, 148], range(162, 168), [175, 176], range(191, 195), range(200, 207), range(221, 231))) for lat in self.lats: if lat.space_group_nr in centrosym: self.assertTrue(lat.iscentrosymmetric) else: self.assertFalse(lat.iscentrosymmetric) def test_Wyckoff_consistency(self): """ tests that all Wyckoff positions are consistent with the symmetry operations """ reint = re.compile('[0-9]+') pardict = {'x': self.x, 'y': self.y, 'z': self.z} wp = xu.materials.spacegrouplattice.wp for lat, gp in zip(self.lats, self.gps): # check every Wyckoff position for wpkey in wp[lat.space_group]: uniquepos = [] poscount = int(reint.match(wpkey).group()) thispositions = list( map(lambda p: SymOp.foldback(eval(p, pardict)), wp[lat.space_group][wpkey][1])) pos0 = SymOp.foldback(thispositions[0]) genpos = [s.apply(pos0) for s in lat.symops] uniquepos = [genpos[0], ] for p in genpos: considered = False for u in uniquepos: if numpy.allclose(p, u): considered = True if not considered: uniquepos.append(p) comparepos = [(t, g) for t in thispositions for g in uniquepos if numpy.allclose(t, g)] # check that number of Wyckoff position entries are correct self.assertEqual(poscount, len(thispositions)) # check that an equal number of unique positions is produced self.assertEqual(poscount, len(uniquepos)) # check that unique positions are equal to Wyckoff positions self.assertEqual(poscount, len(comparepos)) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_math_peak_fit.py0000644000175100002000000001105314742413365021154 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2025 Dominik Kriegner import unittest import numpy import xrayutilities as xu digits = 7 class TestPeakFit(unittest.TestCase): @classmethod def setUpClass(cls): cls.sl, cls.back = numpy.random.rand(2) * 0.1 cls.width = numpy.random.rand() * 0.05 + 0.025 cls.amp = numpy.random.rand() + 0.7 cls.pos = numpy.random.rand() * 0.3 + 0.3 cls.x = numpy.linspace(-0.1, 0.9, 1000) p = [cls.pos, cls.width, cls.amp, cls.back] cls.fg = xu.math.Gauss1d(cls.x, *p) cls.fl = xu.math.Lorentz1d(cls.x, *p) cls.eta = numpy.random.rand() p += [cls.eta] cls.fv = xu.math.PseudoVoigt1d(cls.x, *p) def test_gaussfit(self): params, sd_params, itlim = xu.math.gauss_fit(self.x, self.fg) self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) def test_gaussfit_linear(self): f = self.fg + self.sl * self.x params, sd_params, itlim, ffunc = xu.math.peak_fit( self.x, f, peaktype='Gauss', background='linear', func_out=True) self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) self.assertAlmostEqual(params[4], self.sl, places=digits) def test_lorentzfit(self): params, sd_params, itlim = xu.math.peak_fit( self.x, self.fl, peaktype='Lorentz', background='constant') self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) def test_lorentzfit_linear(self): iparam = numpy.asarray([self.pos, self.width, self.amp, self.back, self.sl]) iparam += (numpy.random.rand(5) - 0.5) * 0.05 f = self.fl + self.sl * self.x params, sd_params, itlim = xu.math.peak_fit( self.x, f, peaktype='Lorentz', background='linear', iparams=iparam) self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) self.assertAlmostEqual(params[4], self.sl, places=digits) def test_pvoigtfit(self): params, sd_params, itlim = xu.math.peak_fit( self.x, self.fv, peaktype='PseudoVoigt', background='constant') self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) self.assertAlmostEqual(params[4], self.eta, places=digits) def test_pvoigtfit_linear(self): f = self.fv + self.sl * self.x params, sd_params, itlim = xu.math.peak_fit( self.x, f, peaktype='PseudoVoigt', background='linear') self.assertAlmostEqual(params[0], self.pos, places=digits) self.assertAlmostEqual(abs(params[1]), self.width, places=digits) self.assertAlmostEqual(params[2], self.amp, places=digits) self.assertAlmostEqual(params[3], self.back, places=digits) self.assertAlmostEqual(params[4], self.eta, places=digits) self.assertAlmostEqual(params[5], self.sl, places=digits) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_math_solve_quartic.py0000644000175100002000000000242414742413365022254 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu digits = 10 class TestSolveQuartic(unittest.TestCase): z = [(-2.1120821587966274-2.945550430762482j), (-2.1120821587966274+2.945550430762482j), 0.6655848599174902, 2.0585794576757652] def test_solver(self): roots = xu.math.solve_quartic(2, 3, 6, -60, 36) roots = numpy.sort(roots) for i, root in enumerate(roots): self.assertAlmostEqual(root, self.z[i], places=digits) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_math_vector.py0000644000175100002000000000253114742413365020675 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2012-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestMathVector(unittest.TestCase): def test_distance(self): vec = (3, 1, 1) point = (-4, -5, -1) x, y, z = (-6, 1, 21) d = xu.math.distance(numpy.array((x, x)), numpy.array((y, y)), numpy.array((z, z)), point, vec) self.assertEqual(d.size, 2) self.assertAlmostEqual(d[0], 4*numpy.sqrt(30), places=10) self.assertAlmostEqual(d[1], 4*numpy.sqrt(30), places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_miscut_calc.py0000644000175100002000000000466514742413365020662 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu xu.config.VERBOSITY = 0 # make no output during test class TestMiscutCalc(unittest.TestCase): def test_miscut4(self): phi = numpy.asarray((0, 45, 90, 135)) miscut = numpy.random.rand() azimuth = numpy.random.rand() * 360 aom0 = numpy.random.rand() * 45 aom = miscut * numpy.cos(numpy.radians(phi - azimuth)) + aom0 om0, p0, mc = xu.analysis.miscut_calc(phi, aom, plot=False) self.assertAlmostEqual(om0, aom0, places=5) self.assertAlmostEqual(mc, miscut, places=5) self.assertAlmostEqual(p0, azimuth, places=5) def test_miscut3(self): phi = numpy.asarray((0, 60, 120)) miscut = numpy.random.rand() azimuth = numpy.random.rand() * 360 aom0 = numpy.random.rand() * 45 aom = miscut * numpy.cos(numpy.radians(phi - azimuth)) + aom0 om0, p0, mc = xu.analysis.miscut_calc(phi, aom, plot=False) self.assertAlmostEqual(om0, aom0, places=5) self.assertAlmostEqual(mc, miscut, places=5) self.assertAlmostEqual(p0, azimuth, places=5) def test_miscut2pom0(self): phi = numpy.asarray((0, 90)) miscut = numpy.random.rand() azimuth = numpy.random.rand() * 360 aom0 = numpy.random.rand() * 45 aom = miscut * numpy.cos(numpy.radians(phi - azimuth)) + aom0 om0, p0, mc = xu.analysis.miscut_calc(phi, aom, omega0=aom0, plot=False) self.assertAlmostEqual(om0, aom0, places=5) self.assertAlmostEqual(mc, miscut, places=5) self.assertAlmostEqual(p0, azimuth, places=5) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_npygridder1d.py0000644000175100002000000000360514742413365020761 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestNpyGridder1D(unittest.TestCase): @classmethod def setUpClass(cls): cls.num = numpy.random.randint(10, 99) cls.xmin = 1 cls.xmax = cls.num cls.x = numpy.linspace(cls.xmin, cls.xmax, num=cls.num) cls.data = numpy.random.rand(cls.num) cls.gridder = xu.npyGridder1D(cls.num) cls.gridder(cls.x, cls.data) def test_npygridder1d_axis(self): hist, bins = numpy.histogram(self.x, bins=self.num) x = (bins[0:-1] + bins[1:]) / 2. # test length of xaxis self.assertEqual(len(self.gridder.xaxis), self.num) # test values of xaxis for i in range(self.num): self.assertAlmostEqual(self.gridder.xaxis[i], x[i], places=12) def test_npygridder1d_data(self): # test length of data self.assertEqual(len(self.gridder.data), self.num) # test values of data for i in range(self.num): self.assertAlmostEqual( self.gridder.data[i], self.data[i], places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_optical_properties.py0000644000175100002000000000376414742413365022302 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu digits = 11 class TestOpticalProperties(unittest.TestCase): en = 'CuKa1' n = numpy.complex128(1 - 2.3236677077820289e-05 + 3.1809448794498657e-06j) cn = 1 - 1.4554622905893488e-05 + 4.3128498279470241e-07j rho_cf = 0.5*8900 + 0.5*7874 mat = xu.materials.Amorphous('CoFe', rho_cf, [('Co', 0.5), ('Fe', 0.5)]) cmat = xu.materials.GaAs def test_idx_refraction(self): idx = self.mat.idx_refraction(en=self.en) self.assertAlmostEqual(idx, self.n, places=digits) idx = self.cmat.idx_refraction(en=self.en) self.assertAlmostEqual(idx, self.cn, places=digits) def test_delta_beta(self): n2 = 1 - self.mat.delta(en=self.en) + 1j * self.mat.ibeta(en=self.en) self.assertAlmostEqual(n2, self.n, places=digits) n2 = 1 - self.cmat.delta(en=self.en) + 1j * self.cmat.ibeta(en=self.en) self.assertAlmostEqual(n2, self.cn, places=digits) def test_chi0(self): n3 = 1 + self.mat.chi0(en=self.en) / 2. self.assertAlmostEqual(n3, numpy.complex128(self.n), places=digits) n3 = 1 + self.cmat.chi0(en=self.en) / 2. self.assertAlmostEqual(n3, self.cn, places=digits) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_pseudomorphic.py0000644000175100002000000000627114742413365021250 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2016-2020 Dominik Kriegner import math import unittest import numpy import xrayutilities as xu class TestPseudomorphic(unittest.TestCase): mA = xu.materials.Si mB = xu.materials.SiGe(numpy.random.rand()*0.9 + 0.1) relaxation = numpy.random.rand() sub = xu.simpack.Layer(mA, numpy.inf) lay = xu.simpack.Layer(mB, 100, relaxation=relaxation) def test_pseudomoprhic001(self): stack = xu.simpack.PseudomorphicStack001('001', self.sub, self.lay) mBpseudo = stack[-1].material # calc lattice for mBpseudo asub = (self.mA.lattice.a + self.mA.lattice.b) / 2. abulk = (self.mB.lattice.a + self.mB.lattice.b) / 2. apar = asub + (abulk - asub) * self.relaxation epar = (apar - abulk) / abulk eperp = -2 * self.mB.c12 / self.mB.c11 * epar aperp = abulk * (1 + eperp) # check that angles are 90deg mBpl = mBpseudo.lattice for ang in (mBpl.alpha, mBpl.beta, mBpl.gamma): self.assertAlmostEqual(ang, 90, places=12) # check lattice parameters self.assertAlmostEqual(mBpl.a, apar, places=12) self.assertAlmostEqual(mBpl.b, apar, places=12) self.assertAlmostEqual(mBpl.c, aperp, places=12) def test_pseudomorphic111(self): stack = xu.simpack.PseudomorphicStack111('111', self.sub + self.lay) mBpseudo = stack[-1].material # calc lattice for mBpseudo def get_inplane111(lay): """determine inplane lattice parameter for (111) surfaces""" return (xu.math.VecNorm(lay.GetPoint(1, 1, -2)) / math.sqrt(6) + xu.math.VecNorm(lay.GetPoint(1, -1, 0)) / math.sqrt(2)) / 2 asub = get_inplane111(self.mA.lattice) abulk = get_inplane111(self.mB.lattice) apar = asub + (abulk - asub) * self.relaxation epar = (apar - abulk) / abulk eperp = -epar * (2*self.mB.c11 + 4*self.mB.c12 - 4*self.mB.c44) /\ (self.mB.c11 + 2*self.mB.c12 + 4*self.mB.c44) # eps = (eperp - epar + 3 * numpy.identity(3) * epar) / 3. # check that angles lattice spacings are correct pi = numpy.pi self.assertAlmostEqual( mBpseudo.planeDistance(1, 1, -2), 2*pi/(xu.math.VecNorm(self.mB.Q(1, 1, -2))/(1+epar)), places=12) self.assertAlmostEqual( mBpseudo.planeDistance(1, 1, 1), 2*pi/(xu.math.VecNorm(self.mB.Q(1, 1, 1))/(1+eperp)), places=12) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_q2angfit.py0000644000175100002000000000317114742413365020076 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQ2AngFit(unittest.TestCase): energy = 15000 @classmethod def setUpClass(cls): cls.qconv = xu.experiment.QConversion(['z+', 'y-', 'z-'], ['z+', 'y-'], [1, 0, 0]) cls.hxrd = xu.HXRD((1, 0, 0), (0, 0, 1), en=cls.energy, qconv=cls.qconv) cls.bounds = (0, (-180, 180), 0, (-1, 90), (-1, 90)) qz = numpy.random.rand() + 1 cls.qvec = numpy.array(((numpy.random.rand()-0.5)*qz, 0, qz)) def test_q2angfit(self): ang, qerror, errcode = xu.Q2AngFit(self.qvec, self.hxrd, self.bounds) qout = self.hxrd.Ang2Q(*ang) for i in range(3): self.assertAlmostEqual(qout[i], self.qvec[i], places=5) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_qconversion.py0000644000175100002000000000511114742413365020725 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQConversion(unittest.TestCase): @classmethod def setUpClass(cls): cls.mat = xu.materials.Si cls.hxrd = xu.HXRD(cls.mat.Q(1, 1, 0), cls.mat.Q(0, 0, 1)) cls.hklsym = (0, 0, 4) cls.hklasym = (2, 2, 4) def test_qconversion_point(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hklsym[i], places=10) def test_qconversion_point_asym(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklasym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i], self.hklasym[i], places=10) def test_qconversion_energy(self): ang1 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) ang2 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)/2.) qout = self.hxrd.Ang2HKL((ang1[0], ang2[0]), (ang1[3], ang2[3]), en=(self.hxrd.energy, 2 * self.hxrd.energy), mat=self.mat) for i in range(3): self.assertAlmostEqual(qout[i][0], self.hklsym[i], places=10) self.assertAlmostEqual(qout[i][1], self.hklsym[i], places=10) def test_qconversion_detpos(self): tt = numpy.random.rand() * 90 dpos = self.hxrd.Ang2Q.getDetectorPos(tt, dim=0) dpos = numpy.asarray(dpos) kf = dpos / numpy.linalg.norm(dpos) * self.hxrd.k0 ki = self.hxrd._A2QConversion.r_i / \ numpy.linalg.norm(self.hxrd._A2QConversion.r_i) * self.hxrd.k0 qout = self.hxrd.Ang2Q(0, tt) for i in range(3): self.assertAlmostEqual(qout[i], kf[i]-ki[i], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_qconversion_area.py0000644000175100002000000000760414742413365021726 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQConversion(unittest.TestCase): @classmethod def setUpClass(cls): cls.mat = xu.materials.Si cls.hxrd = xu.HXRD(cls.mat.Q(1, 1, 0), cls.mat.Q(0, 0, 1)) cls.nch = (9, 13) cls.ncch1 = 4 cls.ncch2 = 6 cls.distance = 0.5 cls.dpix = 50e-6 cls.hxrd.Ang2Q.init_area('z+', 'x+', cls.ncch1, cls.ncch2, cls.nch[0], cls.nch[1], cls.distance, cls.dpix, cls.dpix) cls.hklsym = (0, 0, 4) cls.hklasym = (2, 2, 4) def test_qconversion_area(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat, dettype='area') self.assertEqual(qout[0].shape, self.nch) for i in range(3): q = qout[i] self.assertAlmostEqual(numpy.average(q), self.hklsym[i], places=6) def test_qconversion_area_asym(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklasym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat, dettype='area') self.assertEqual(qout[0].shape, self.nch) for i in range(3): q = qout[i] self.assertAlmostEqual(numpy.average(q), self.hklasym[i], places=6) def test_qconversion_area_energy(self): ang1 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) ang2 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym) / 2.) qout = self.hxrd.Ang2HKL((ang1[0], ang2[0]), (ang1[3], ang2[3]), en=(self.hxrd.energy, 2 * self.hxrd.energy), mat=self.mat, dettype='area') for i in range(3): q = qout[i] self.assertAlmostEqual(q[0, self.ncch1, self.ncch2], self.hklsym[i], places=10) self.assertAlmostEqual(q[1, self.ncch1, self.ncch2], self.hklsym[i], places=10) def test_qconversion_area_detpos(self): tt = numpy.random.rand() * 90 dpos = self.hxrd.Ang2Q.getDetectorPos(tt, dim=2) dp = [p.flat for p in dpos] ki = self.hxrd._A2QConversion.r_i / \ numpy.linalg.norm(self.hxrd._A2QConversion.r_i) * self.hxrd.k0 qout = self.hxrd.Ang2Q.area(0, tt) J1, J2 = numpy.indices(qout[0].shape) for j1, j2, x, y, z in zip(J1.flat, J2.flat, dp[0], dp[1], dp[2]): vpos = numpy.asarray((x, y, z)) kf = vpos / numpy.linalg.norm(vpos) * self.hxrd.k0 for i in range(3): self.assertAlmostEqual(qout[i][j1, j2], kf[i]-ki[i], places=10) def test_qconversion_area_distance(self): tt = numpy.random.rand() * 140 ddis = self.hxrd.Ang2Q.getDetectorDistance(tt, dim=2) J1, J2 = numpy.indices(ddis.shape) for j1, j2, d in zip(J1.flat, J2.flat, ddis.flat): dpos = ((j1 - self.ncch1) * self.dpix, self.distance, (j2 - self.ncch2) * self.dpix) dis = numpy.linalg.norm(dpos) self.assertAlmostEqual(d, dis, places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_qconversion_linear.py0000644000175100002000000000616614742413365022272 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2013-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQConversion(unittest.TestCase): @classmethod def setUpClass(cls): cls.mat = xu.materials.Si cls.hxrd = xu.HXRD(cls.mat.Q(1, 1, 0), cls.mat.Q(0, 0, 1)) cls.nch = 9 cls.ncch = 4 cls.hxrd.Ang2Q.init_linear('z+', cls.ncch, cls.nch, 1.0, 50e-6, 0.) cls.hklsym = (0, 0, 4) cls.hklasym = (2, 2, 4) def test_qconversion_linear(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat, dettype='linear') self.assertEqual(qout[0].size, self.nch) for i in range(3): q = qout[i] self.assertAlmostEqual(numpy.average(q), self.hklsym[i], places=6) def test_qconversion_linear_asym(self): ang = self.hxrd.Q2Ang(self.mat.Q(self.hklasym)) qout = self.hxrd.Ang2HKL(ang[0], ang[3], mat=self.mat, dettype='linear') self.assertEqual(qout[0].size, self.nch) for i in range(3): q = qout[i] self.assertAlmostEqual(numpy.average(q), self.hklasym[i], places=6) def test_qconversion_linear_energy(self): ang1 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym)) ang2 = self.hxrd.Q2Ang(self.mat.Q(self.hklsym) / 2.) qout = self.hxrd.Ang2HKL((ang1[0], ang2[0]), (ang1[3], ang2[3]), en=(self.hxrd.energy, 2 * self.hxrd.energy), mat=self.mat, dettype='linear') for i in range(3): q = qout[i] self.assertAlmostEqual(q[0, self.ncch], self.hklsym[i], places=10) self.assertAlmostEqual(q[1, self.ncch], self.hklsym[i], places=10) def test_qconversion_linear_detpos(self): tt = numpy.random.rand() * 90 dpos = self.hxrd.Ang2Q.getDetectorPos(tt, dim=1) ki = self.hxrd._A2QConversion.r_i / \ numpy.linalg.norm(self.hxrd._A2QConversion.r_i) * self.hxrd.k0 qout = self.hxrd.Ang2Q.linear(0, tt) for j, x, y, z in zip(range(self.nch), dpos[0], dpos[1], dpos[2]): vpos = numpy.asarray((x, y, z)) kf = vpos / numpy.linalg.norm(vpos) * self.hxrd.k0 for i in range(3): self.assertAlmostEqual(qout[i][j], kf[i]-ki[i], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_qconversion_trans.py0000644000175100002000000001062114742413365022136 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2014-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestQConversionTrans(unittest.TestCase): @classmethod def setUpClass(cls): cls.nch = 9 cls.ncch = 4 cls.nch2d = (9, 13) cls.ncch1 = 4 cls.ncch2 = 6 # standard 1S+1D goniometer qconv = xu.QConversion('x+', 'x+', (0, 1, 0)) cls.hxrd = xu.HXRD((1., 1., 0.), (0., 0., 1.), qconv=qconv) # comparable goniometer with translations qconv = xu.QConversion('x+', ['ty', 'tz'], (0, 1e-15, 0)) cls.hxrdtrans = xu.HXRD((1., 1., 0.), (0., 0., 1.), qconv=qconv, sampleor='z+') cls.hxrdtrans.Ang2Q.init_linear('z+', cls.ncch, cls.nch, 1e-15, 50e-6) cls.hxrdtrans.Ang2Q.init_area('z+', 'x+', cls.ncch1, cls.ncch2, cls.nch2d[0], cls.nch2d[1], 1e-15, 50e-6, 50e-6) cls.angle = numpy.random.rand() * 45 def test_qtrans0(self): qvec1 = self.hxrd.Ang2Q(self.angle, 0) qvec2 = self.hxrdtrans.Ang2Q(self.angle, 1, 0) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans45(self): qvec1 = self.hxrd.Ang2Q(self.angle, 45) qvec2 = self.hxrdtrans.Ang2Q(self.angle, 1, 1) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans90(self): qvec1 = self.hxrd.Ang2Q(self.angle, 90) qvec2 = self.hxrdtrans.Ang2Q(self.angle, 0, 1) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans0_linear(self): qvec1 = self.hxrd.Ang2Q(self.angle, 0) qx, qy, qz = self.hxrdtrans.Ang2Q.linear(self.angle, 1, 0) qvec2 = (qx[self.ncch], qy[self.ncch], qz[self.ncch]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans45_linear(self): qvec1 = self.hxrd.Ang2Q(self.angle, 45) qx, qy, qz = self.hxrdtrans.Ang2Q.linear(self.angle, 1, 1) qvec2 = (qx[self.ncch], qy[self.ncch], qz[self.ncch]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans90_linear(self): qvec1 = self.hxrd.Ang2Q(self.angle, 90) qx, qy, qz = self.hxrdtrans.Ang2Q.linear(self.angle, 0, 1) qvec2 = (qx[self.ncch], qy[self.ncch], qz[self.ncch]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans0_area(self): qvec1 = self.hxrd.Ang2Q(self.angle, 0) qx, qy, qz = self.hxrdtrans.Ang2Q.area(self.angle, 1, 0) qvec2 = (qx[self.ncch1, self.ncch2], qy[self.ncch1, self.ncch2], qz[self.ncch1, self.ncch2]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans45_area(self): qvec1 = self.hxrd.Ang2Q(self.angle, 45) qx, qy, qz = self.hxrdtrans.Ang2Q.area(self.angle, 1, 1) qvec2 = (qx[self.ncch1, self.ncch2], qy[self.ncch1, self.ncch2], qz[self.ncch1, self.ncch2]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) def test_qtrans90_area(self): qvec1 = self.hxrd.Ang2Q(self.angle, 90) qx, qy, qz = self.hxrdtrans.Ang2Q.area(self.angle, 0, 1) qvec2 = (qx[self.ncch1, self.ncch2], qy[self.ncch1, self.ncch2], qz[self.ncch1, self.ncch2]) for i in range(3): self.assertAlmostEqual(qvec1[i], qvec2[i], places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_simpack_dynamicalmodel.py0000644000175100002000000000613014742413365023052 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu try: import lmfit except ImportError: lmfit = None @unittest.skipIf(lmfit is None, "the lmfit Python package is needed") class Test_DynamicalModel(unittest.TestCase): # define used layer stack sub = xu.simpack.Layer(xu.materials.GaAs, numpy.inf) lay = xu.simpack.Layer(xu.materials.AlGaAs(0.75), 995.64, relaxation=0.0) pls = xu.simpack.PseudomorphicStack001('AlGaAs on GaAs', sub, lay) hkl = (0, 0, 4) # simulation parameters kwargs = dict(I0=1e6, background=0, resolution_width=1e-5) @classmethod def setUpClass(cls): cls.sdyn = xu.simpack.SimpleDynamicalCoplanarModel(cls.pls, **cls.kwargs) cls.dyn = xu.simpack.DynamicalModel(cls.pls, **cls.kwargs) cls.fms = xu.simpack.FitModel(cls.sdyn) cls.fmd = xu.simpack.FitModel(cls.dyn) qz = numpy.linspace(4.40, 4.50, 2000) cls.ai = xu.simpack.coplanar_alphai(0, qz) def test_Calculation(self): sim = self.dyn.simulate(self.ai, hkl=self.hkl) self.assertEqual(len(sim), len(self.ai)) self.assertTrue(numpy.all(sim >= self.kwargs['background'])) self.assertTrue(numpy.all(sim <= self.kwargs['I0'])) def test_FitModel_eval(self): sim1 = self.sdyn.simulate(self.ai, hkl=self.hkl) p = self.fms.make_params() sim2 = self.fms.eval(p, x=self.ai, hkl=self.hkl) for v1, v2 in zip(sim1, sim2): self.assertAlmostEqual(v1, v2, places=10) def test_FitModel_eval_dyn(self): sim1 = self.dyn.simulate(self.ai, hkl=self.hkl) p = self.fmd.make_params() sim2 = self.fmd.eval(p, x=self.ai, hkl=self.hkl) for v1, v2 in zip(sim1, sim2): self.assertAlmostEqual(v1, v2, places=10) def test_Consistency(self): sim1 = self.sdyn.simulate(self.ai, hkl=self.hkl) sim2 = self.dyn.simulate(self.ai, hkl=self.hkl) self.assertEqual(len(sim1), len(sim2)) self.assertEqual(numpy.argmax(sim1), numpy.argmax(sim2)) self.assertAlmostEqual(xu.math.fwhm_exp(self.ai, sim1), xu.math.fwhm_exp(self.ai, sim2), places=4) self.assertTrue(xu.math.fwhm_exp(self.ai, sim1) >= self.kwargs['resolution_width']) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_simpack_kinematicalmodel.py0000644000175100002000000000637614742413365023406 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019-2020 Dominik Kriegner # import unittest import numpy import xrayutilities as xu try: import lmfit except ImportError: lmfit = None @unittest.skipIf(lmfit is None, "the lmfit Python package is needed") class Test_KinematicalModel(unittest.TestCase): # define used layer stack sub = xu.simpack.Layer(xu.materials.GaAs, numpy.inf) lay = xu.simpack.Layer(xu.materials.AlGaAs(0.75), 995.64, relaxation=0.0) pls = xu.simpack.PseudomorphicStack001('AlGaAs on GaAs', sub, lay) hkl = (0, 0, 4) # simulation parameters kwargs = dict(I0=1e6, background=0, resolution_width=0.0001) @classmethod def setUpClass(cls): cls.kinmod = xu.simpack.KinematicalModel(cls.pls, **cls.kwargs) cls.kinmul = xu.simpack.KinematicalMultiBeamModel(cls.pls, **cls.kwargs) cls.fm = xu.simpack.FitModel(cls.kinmod) cls.fmm = xu.simpack.FitModel(cls.kinmul) cls.qz = numpy.linspace(4.40, 4.50, 2000) def test_Calculation(self): sim = self.kinmod.simulate(self.qz, hkl=self.hkl, refraction=True) self.assertEqual(len(sim), len(self.qz)) self.assertTrue(numpy.all(sim >= self.kwargs['background'])) # Next line is actually not True for the kinematic model! # self.assertTrue(numpy.all(sim <= self.kwargs['I0'])) def test_FitModel_eval(self): sim1 = self.kinmod.simulate(self.qz, hkl=self.hkl, refraction=True) p = self.fm.make_params() sim2 = self.fm.eval(p, x=self.qz, hkl=self.hkl, refraction=True) for v1, v2 in zip(sim1, sim2): self.assertAlmostEqual(v1, v2, places=10) def test_FitModel_eval_mult(self): sim1 = self.kinmul.simulate(self.qz, hkl=self.hkl, refraction=True) p = self.fmm.make_params() sim2 = self.fmm.eval(p, x=self.qz, hkl=self.hkl, refraction=True) for v1, v2 in zip(sim1, sim2): self.assertAlmostEqual(v1, v2, places=10) def test_Consistency(self): sim1 = self.kinmod.simulate(self.qz, hkl=self.hkl, refraction=True) sim2 = self.kinmul.simulate(self.qz, hkl=self.hkl, refraction=True) self.assertEqual(len(sim1), len(sim2)) self.assertEqual(numpy.argmax(sim1), numpy.argmax(sim2)) self.assertAlmostEqual(xu.math.fwhm_exp(self.qz, sim1), xu.math.fwhm_exp(self.qz, sim2), places=6) self.assertTrue(xu.math.fwhm_exp(self.qz, sim1) >= self.kwargs['resolution_width']) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_simpack_powdermodel.py0000644000175100002000000001406314742413365022415 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2017-2021 Dominik Kriegner import os import unittest from multiprocessing import freeze_support import numpy import xrayutilities as xu try: import lmfit except ImportError: lmfit = None testfile = 'LaB6_d500_si_psd.xye.bz2' datadir = os.path.join(os.path.dirname(__file__), 'data') fullfilename = os.path.join(datadir, testfile) @unittest.skipIf(not os.path.isfile(fullfilename) or lmfit is None, "additional test data (see http://xrayutilities.sf.io) and " "the lmfit Python package are needed") class Test_PowderModel(unittest.TestCase): chi2max = 1.5 # define powder material La = xu.materials.elements.La B = xu.materials.elements.B LaB6 = xu.materials.Crystal( "LaB6", xu.materials.SGLattice(221, 4.15692, atoms=[La, B], pos=['1a', ('6f', 0.19750)], b=[0.05, 0.15])) LaB6_powder = xu.simpack.Powder(LaB6, 1, crystallite_size_gauss=1e6, crystallite_size_lor=0.5e-6, strain_gauss=0, strain_lor=0) # machine settings settings = {'classoptions': {'oversampling': 10}, 'global': {'diffractometer_radius': 0.337, 'equatorial_divergence_deg': 0.40}, 'tube_tails': {'tail_left': -0.001, 'main_width': 0.00015, 'tail_right': 0.001, 'tail_intens': 0.0015}, 'axial': {'angI_deg': 2.0, 'angD_deg': 2.0, 'slit_length_target': 0.008, 'n_integral_points': 21, 'length_sample': 0.015, 'slit_length_source': 0.008001}, 'si_psd': {'si_psd_window_bounds': (0, 32e-3)}, 'absorption': {'sample_thickness': 500e-6, 'absorption_coefficient': 3e4}, 'displacement': {'specimen_displacement': -3.8e-5, 'zero_error_deg': 0.0}, 'emission': {'emiss_intensities': (1.0, 0.45)}} # define background btt, bint = numpy.asarray([(15.158, 1136.452), (17.886, 841.925), (22.906, 645.784), (26.556, 551.663), (34.554, 401.219), (45.764, 260.595), (58.365, 171.993), (81.950, 112.838), (92.370, 101.276), (106.441, 102.486), (126.624, 112.838), (139.096, 132.063), (146.240, 136.500), (152.022, 157.204)]).T def setUp(self): with xu.io.xu_open(fullfilename) as fid: self.tt, self.det, self.sig = numpy.loadtxt(fid, unpack=True) self.mask = numpy.logical_and(self.tt > 18, self.tt < 148) self.pm = xu.simpack.PowderModel(self.LaB6_powder, I0=1.10e6, fpsettings=self.settings) self.pm.set_background('spline', x=self.btt, y=self.bint) def test_Calculation(self): x = numpy.arange(10, 140+numpy.random.rand()*10, 0.0075+numpy.random.rand()*0.005) sim = self.pm.simulate(x) self.pm.close() self.assertEqual(len(sim), len(x)) self.assertTrue(numpy.all(sim >= 0)) def test_multiprocessing(self): x = numpy.arange(10, 140+numpy.random.rand()*10, 0.0075+numpy.random.rand()*0.005) st_sim = self.pm.simulate(x, mode='local') mt_sim = self.pm.simulate(x, mode='multi') self.pm.close() self.assertAlmostEqual(numpy.sum(numpy.abs(st_sim - mt_sim)), 0.0) def test_fitting(self): # first fit run p = self.pm.create_fitparameters() for pn, limit in ( ('primary_beam_intensity', (None, None)), ('displacement_specimen_displacement', (-1e-4, 1e-4)), ('displacement_zero_error_deg', (-0.01, 0.01))): p[pn].set(vary=True, min=limit[0], max=limit[1]) fitres1 = self.pm.fit(p, self.tt[self.mask], self.det[self.mask], std=self.sig[self.mask], maxfev=50) # second fit run to optimize absorption p = fitres1.params for pn, limit in ( ('primary_beam_intensity', (None, None)), ('displacement_specimen_displacement', (-1e-4, 1e-4)), ('absorption_absorption_coefficient', (1e4, 10e4))): p[pn].set(vary=True, min=limit[0], max=limit[1]) fitres2 = self.pm.fit(p, self.tt[self.mask], self.det[self.mask], std=self.sig[self.mask]) fitsim = self.pm.simulate(self.tt[self.mask]) M, Rp, Rwp, Rwpexp, chi2 = xu.simpack.Rietveld_error_metrics( self.det[self.mask], fitsim, std=self.sig[self.mask], Nvar=fitres2.nvarys, disp=False) self.pm.close() self.assertTrue(chi2 < self.chi2max) if __name__ == '__main__': freeze_support() # required for MS Windows unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_simpack_xrrdiffuse.py0000644000175100002000000000452714742413365022261 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2018-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class Test_DiffuseReflectivityModel(unittest.TestCase): dmax = 2e-6 # define used layer stack sub = xu.simpack.Layer(xu.materials.Si, numpy.inf, roughness=1, lat_correl=100) lay1 = xu.simpack.Layer(xu.materials.Si, 200, roughness=1, lat_correl=200) lay2 = xu.simpack.Layer(xu.materials.Ge, 70, roughness=3, lat_correl=50) ls = xu.simpack.LayerStack('SL 5', sub+5*(lay2+lay1)) # simulation parameters kwargs = dict(sample_width=10, beam_width=1, energy='CuKa1', vert_correl=1000, vert_nu=0, H=1, method=1, vert_int=0) @classmethod def setUpClass(cls): cls.m1 = xu.simpack.DiffuseReflectivityModel(cls.ls, **cls.kwargs) cls.kwargs['H'] = cls.kwargs['H'] - xu.config.EPSILON cls.m2 = xu.simpack.DiffuseReflectivityModel(cls.ls, **cls.kwargs) cls.kwargs['H'] = 1 cls.kwargs['method'] = 2 cls.m3 = xu.simpack.DiffuseReflectivityModel(cls.ls, **cls.kwargs) cls.ai = numpy.arange(0.3, 2, 0.005) def test_Calculation(self): sim = self.m1.simulate(self.ai) self.assertEqual(len(sim), len(self.ai)) self.assertTrue(numpy.all(sim >= 0)) def test_Consistency(self): # calc models sim1 = self.m1.simulate(self.ai) sim2 = self.m2.simulate(self.ai) sim3 = self.m3.simulate(self.ai) self.assertTrue(abs(numpy.mean(sim1) - numpy.mean(sim2)) < self.dmax) self.assertTrue(abs(numpy.mean(sim1) - numpy.mean(sim3)) < self.dmax) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_simpack_xrrspecular.py0000644000175100002000000000471714742413365022453 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2019-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu try: import lmfit except ImportError: lmfit = None @unittest.skipIf(lmfit is None, "the lmfit Python package is needed") class Test_SpecularReflectivityModel(unittest.TestCase): # define used layer stack lSiO2 = xu.simpack.Layer(xu.materials.SiO2, numpy.inf, roughness=3.0) lRu = xu.simpack.Layer(xu.materials.Ru, 50, roughness=2.5) rho_cf = 0.5*8900 + 0.5*7874 mat_cf = xu.materials.Amorphous('CoFe', rho_cf) lCoFe = xu.simpack.Layer(mat_cf, 30, roughness=5.2) # simulation parameters kwargs = dict(I0=1e6, background=2, sample_width=10, beam_width=0.2, energy='MoKa1') @classmethod def setUpClass(cls): cls.model = xu.simpack.SpecularReflectivityModel(cls.lSiO2, cls.lRu, cls.lCoFe, **cls.kwargs) cls.fm = xu.simpack.FitModel(cls.model) cls.ai = numpy.arange(0.1, 3, 0.005) def test_Calculation(self): sim = self.model.simulate(self.ai) self.assertEqual(len(sim), len(self.ai)) self.assertTrue(numpy.all(sim >= self.kwargs['background'])) self.assertTrue(numpy.all(sim <= self.kwargs['I0'])) def test_FitModel_eval(self): sim1 = self.model.simulate(self.ai) p = self.fm.make_params() sim2 = self.fm.eval(p, x=self.ai) for v1, v2 in zip(sim1, sim2): self.assertAlmostEqual(v1, v2, places=10) def test_densityprofile(self): N = 123 z, d = self.model.densityprofile(N) self.assertEqual(len(z), N) self.assertEqual(len(d), N) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_structure_factor.py0000644000175100002000000000370614742413365021765 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import xrayutilities as xu class TestStructureFactor(unittest.TestCase): @classmethod def setUpClass(cls): cls.at = xu.materials.elements.Dummy cls.mat = xu.materials.Crystal( 'test', xu.materials.SGLattice('227:1', 4, atoms=[cls.at, ], pos=['8a', ])) def test_StructureFactor(self): f = self.mat.StructureFactor(self.mat.Q(1, 3, 1)) self.assertAlmostEqual(f, 4 - 4j, places=10) f = self.mat.StructureFactor(self.mat.Q(0, 4, 0)) self.assertAlmostEqual(f, 8, places=10) f = self.mat.StructureFactor(self.mat.Q(1, 2, 1)) self.assertAlmostEqual(f, 0, places=10) def test_StructureFactorQ(self): q = (self.mat.Q(1, 1, 1), self.mat.Q(0, 4, 0), self.mat.Q(1, 2, 1)) f = self.mat.StructureFactorForQ(q) for i in range(3): self.assertAlmostEqual(f[i], (4 + 4j, 8, 0)[i], places=10) def test_StructureFactorE(self): q = self.mat.Q(1, 1, 1) f = self.mat.StructureFactorForEnergy(q, (1000, 2000, 3000)) for i in range(3): self.assertAlmostEqual(f[i], 4 + 4j, places=10) if __name__ == '__main__': unittest.main() ././@PaxHeader0000000000000000000000000000002600000000000010213 xustar0022 mtime=1737103093.0 xrayutilities-1.7.10/tests/test_transforms.py0000644000175100002000000000546314742413365020567 0ustar00vstsdocker# This file is part of xrayutilities. # # xrayutilities is free software; you can redistribute it and/or modify # it under the terms of the GNU General Public License as published by # the Free Software Foundation; either version 2 of the License, or # (at your option) any later version. # # This program is distributed in the hope that it will be useful, # but WITHOUT ANY WARRANTY; without even the implied warranty of # MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the # GNU General Public License for more details. # # You should have received a copy of the GNU General Public License # along with this program; if not, see . # # Copyright (C) 2015-2020 Dominik Kriegner import unittest import numpy import xrayutilities as xu class TestTransforms(unittest.TestCase): @classmethod def setUpClass(cls): cls.x = (1.0, 0.0, 0.0) cls.y = (0.0, 1.0, 0.0) cls.z = (0.0, 0.0, 1.0) def test_Xrot(self): xr = xu.math.XRotation(90) for i in range(3): self.assertAlmostEqual(xr(self.y)[i], self.z[i], places=10) for i in range(3): self.assertAlmostEqual(xr(self.z)[i], -self.y[i], places=10) def test_Yrot(self): yr = xu.math.YRotation(90) for i in range(3): self.assertAlmostEqual(yr(self.z)[i], self.x[i], places=10) for i in range(3): self.assertAlmostEqual(yr(self.x)[i], -self.z[i], places=10) def test_Zrot(self): zr = xu.math.ZRotation(90) for i in range(3): self.assertAlmostEqual(zr(self.x)[i], self.y[i], places=10) for i in range(3): self.assertAlmostEqual(zr(self.y)[i], -self.x[i], places=10) def test_arbrot(self): r = xu.math.rotarb a = (1, 1, 1) for i in range(3): self.assertAlmostEqual(r(self.x, a, 120)[i], self.y[i], places=10) for i in range(3): self.assertAlmostEqual(r(self.z, a, 120)[i], self.x[i], places=10) def test_Axis2Z(self): a = numpy.random.rand(3) a[2] = 2 # ensure non-zero vector r = xu.math.AxisToZ(a) for i in range(3): self.assertAlmostEqual(r(a)[i], self.z[i] * numpy.linalg.norm(a), places=10) r = xu.math.AxisToZ_keepXY(a) for i in range(3): self.assertAlmostEqual(r(a)[i], self.z[i] * numpy.linalg.norm(a), places=10) # test inverse for i in range(3): self.assertAlmostEqual(r.inverse(self.z)[i], a[i] / numpy.linalg.norm(a), places=10) if __name__ == '__main__': unittest.main()

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