Table of Contents
The algorithm reads a POLDI crystal structure file and creates a WorkspaceGroup that contains tableswith the expected reflections.
Name | Direction | Type | Default | Description |
---|---|---|---|---|
InputFile | Input | string | Mandatory | A file with POLDI crystal data. Allowed values: [‘dat’] |
LatticeSpacingMin | Input | number | 0.5 | Lowest allowed lattice spacing. |
LatticeSpacingMax | Input | number | 0 | Largest allowed lattice spacing. |
OutputWorkspace | Output | Workspace | Mandatory | WorkspaceGroup with reflection tables. |
Some steps in the analysis of POLDI data require that detected peaks are indexed. This can be done by using PoldiIndexKnownCompounds v1, which accepts a table with unindexed peaks and one or more workspaces with calculated peaks corresponding to the crystal structures that are expected in the sample. These can be calculated using the algorithm PoldiCreatePeaksFromCell v1. Calling this algorithm over and over with the same parameters is not practical, but storing the tables is not practical either, since lattice parameters may change slightly from sample to sample.
PoldiCreatePeaksFromFile reads a text file which contains one or more crystal structure definitions. Since the analysis requires information mainly about the lattice and the symmetry, the format is very simple. The following block shows how such a file would look when there are two compounds:
# The name may contain letters, numbers and _
Iron_FCC {
# Up to 6 values in the order a, b, c, alpha, beta, gamma.
# Lattice parameters are given in Angstrom.
Lattice: 3.65
Spacegroup: F m -3 m
Atoms: {
# Element x y z are mandatory. Optional occupancy and isotropic ADP (in Angstrom^2)
Fe 0.0 0.0 0.0
}
}
Iron_BCC {
Lattice: 2.88
Spacegroup: F m -3 m
Atoms: {
Fe 0.0 0.0 0.0
}
}
Note that only the atoms in the asymmetric unit need to be specified, the space group is used to generate all equivalent atoms. This information is used to determine systematic absences, while the space group is also used by some POLDI algorithms to obtain the point group to get reflection multiplicities and more. Anything that follows the #-character is considered a comment and is ignored by the parser to allow documentation of the crystal structures if necessary.
The algorithm will always produce a WorkspaceGroup which contains as many peak tables as compounds specified in the file.
This algorithm requires python package pyparsing, available at the python package index or through the operating system’s package manager. If the package is not present, this algorithm will not be available.
Note
To run these usage examples please first download the usage data, and add these to your path. In MantidPlot this is done using Manage User Directories.
The following usage example takes up the file showed above and passes it to the algorithm.
# Create two tables with expected peaks directly from a file
compounds = PoldiCreatePeaksFromFile('PoldiCrystalFileExample.dat', LatticeSpacingMin=0.7)
compound_count = compounds.getNumberOfEntries()
print 'Number of loaded compounds:', compound_count
for i in range(compound_count):
ws = compounds.getItem(i)
print 'Compound ' + str(i + 1) +':', ws.getName(), 'has', ws.rowCount(), 'reflections in the resolution range.'
The script produces a WorkspaceGroup which contains a table with reflections for each compound in the file:
Number of loaded compounds: 2
Compound 1: Iron_FCC has 11 reflections in the resolution range.
Compound 2: Iron_BCC has 8 reflections in the resolution range.
Categories: Algorithms | SINQ | Poldi
Python: PoldiCreatePeaksFromFile.py