ReciprocalSpaceSimulation

ReciprocalSpaceSimulation[crystal,{L1,L2},origin,dmin]
plots a simulation of the reciprocal space of crystal, with L1 and L2 defining the layer plane centred at origin and dmin the resolution.

ReciprocalSpaceSimulation[crystal,λ,{L1,L2},origin,dmin]
plots a simulation of the reciprocal space of crystal at wavelength λ, with L1 and L2 defining the layer plane centred at origin and dmin the resolution.

Details and OptionsDetails and Options

  • There is a Tooltip associated with each node (reflection) denoting the Miller indices.
  • The further out the X-rays scatter (larger Bragg angles θ), the higher the resolution of the data set becomes. For a given maximum scattering angle , there corresponds a minimum InterplanarSpacing that we can resolve in a diffraction pattern. From Bragg's law we find the resolution: (normally in the range from to ) [1]
  • Click for copyable input
  • Option for this function:
  • "ReturnData"Falsewhether to return a list of the simulated reflections (coordinates and indices)

ExamplesExamplesopen allclose all

Basic Examples  (3)Basic Examples  (3)

The -plane of reciprocal space for silicon:

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The -plane of reciprocal space of zinc:

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The -plane of reciprocal space for lanthanum hexaboride :

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In[2]:=
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