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License: Apache License 2.0
Chemically-Informed Large-scale Inorganic Nanomaterials Dataset for Advancing Graph Machine Learning
License: Apache License 2.0
In order to free memory, we bin the histogram of interatomic distances when calculating the Debye equation. This will affect the precision. Make a figure showing the scattering with and without binning and calculate the precision.
See Colab notebook, where it is done.
In general, there are two ways to simulate scattering data: Using the Debye equation which is slow but accurate, or using an assumption of periodic boundary conditions.
For PDF, we make the assumption but add a variable taking into account the size of the material. Make a figure showing that it is a good assumption and it is significantly faster to calculate the PDF.
For SAS, we use the Debye Equation as the assumption is not good. Make a figure showing that.
Use the equations in simulateSAS.py to also simulate diffraction data. Change the Q-step size and the Q-range such that the Q-range is significantly larger and use a larger step size.
simulateSAS.py calculates the scattering pattern from a XYZ file.
Instead, cut out a discrete particle from a CIF file first, which is used to calculate the scattering pattern using the Debye equation.
For now, the code in the h5-constructor class simply ignores these double bonds. I have a failed attempt in the code reference below. We need to figure out either how to implement this in a consistent manner, or if we even need it, or if the supercell representation idea where all the input structures have roughly the same number of atoms (from meeting, 12/06-23) is a better idea overall.
After the implementation of X-ray, Neutron and Electron PDF all of them produce monotonically increasing lines.
The simulatePDF.py and simulateSAS.py can only simulate X-ray scattering patterns.
Add neutron (and electron) patterns to it. How to do it:
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