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Hi @Marcraven ! Indeed, it is a feature of monochromatic beams. This is also what is typically seen in synchrotron diffraction experiments when the beam is well monochromated. To change this amounts to implementing something like an energy bandwith for the incoming beam. Letting wavelength be variable in the the Laue equations fundamentaly changes the algeabraic solution procedure which I belive there is no trivial "quick fix" to implement energy bandwidth in terms of changing the core diffraction code (if you can come up with one it would be cool) For some other projects I have seen that people typically iterate over a fixed grid of wavelengths and solve the Laue equations at each point to then add the scattering contribution for each energy (weighted by the spectrum curve). This would amount to computing a lot more scattering units in Cheers |
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The missing diffraction spots around the rotation axis region become quite evident when simulating many many tetrahedra.
I think the reason behind this is that the beam is perfectly monochromatic and also perfectly parallel. That way, it is very unlikely to get diffraction close to the rotation direction, since the G vector should lay exactly or very close to the vertical plane for a diffraction spot to lay there, and rotation around its axis would not help.
Is there a discussion about how to improve on this?
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