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McXtrace: Incoherent_process

[ Identification | Description | Input parameters | Links ]

The Incoherent_process Component

Component implementing a true incoherent scattering process

Identification

  • Author: Mads Bertelsen and Erik B Knudsen
  • Origin: ESS DMSC & DTU Physics
  • Date: 20.08.15

Description

This Union_process is based on the Incoherent.comp component originally written
by Kim Lefmann and Kristian Nielsen.

Part of the Union components, a set of components that work together and thus
separates geometry and physics within McXtrace.
The use of this component requires other components to be used.

1) One specifies a number of processes using process components like this one
2) These are gathered into material definitions using Union_make_material
3) Geometries are placed using Union_box / Union_cylinder, assigned a material
4) A Union_master component placed after all of the above

Only in step 4 will any simulation happen, and per default all geometries
defined before the master, but after the previous will be simulated here.

There is a dedicated manual available for the Union_components

Algorithm:
This component is an approximation. It scatters completely isotropically.

Input parameters

Parameters in boldface are required; the others are optional.
NameUnitDescriptionDefault
sigmabarnsIncoherent scattering cross section5.08
f_QE1Fraction of quasielastic scattering (rest is elastic)0
gamma1Lorentzian width of quasielastic broadening (HWHM)0
packing_factor1How dense is the material compared to optimal 0-11
unit_cell_volumeAA^3Unit_cell_volume13.8
interact_fraction1How large a part of the scattering events should use this process 0-1 (sum of all processes in material = 1)-1
initstringDeprecated and unused. Accepted so that instruments written for McStas/McXtrace 3.8.7 and earlier, which name the Union_init component here, still compile.""
AT ( , , ) RELATIVE
ROTATED ( , , ) RELATIVE

Links


[ Identification | Description | Examples | Input parameters | Links ]

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Last Modified: Monday, 02-Nov-2026 22:21:08 CET
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