PolarizationCorrectionFredrikze v1

../_images/PolarizationCorrectionFredrikze-v1_dlg.png

PolarizationCorrectionFredrikze dialog.

Summary

Makes corrections for polarization efficiencies of the polarizer and analyzer in a reflectometry neutron spectrometer.

Properties

Name Direction Type Default Description
InputWorkspace Input WorkspaceGroup Mandatory An input workspace to process.
PolarizationAnalysis Input string PA What Polarization mode will be used? PNR: Polarized Neutron Reflectivity mode PA: Full Polarization Analysis PNR-PA. Allowed values: [‘PA’, ‘PNR’]
Efficiencies Input MatrixWorkspace Mandatory A workspace containing the efficiency factors Pp, Ap, Rho and Alpha as histograms
OutputWorkspace Output WorkspaceGroup Mandatory An output workspace.

Description

Performs wavelength polarization correction on a TOF reflectometer spectrometer.

Algorithm is based on the the paper Fredrikze, H, et al. “Calibration of a polarized neutron reflectometer” Physica B 297 (2001).

Polarizer and Analyzer efficiencies are calculated and used to perform an intensity correction on the input workspace. The input workspace(s) are in units of wavelength inverse angstroms.

In the ideal case P_{p} = P_{a} = A_{p} = A_{a} = 1

\rho = \frac{P_{a}}{P_{p}} where rho is bounded by, but inclusive of 0 and 1. Since this ratio is wavelength dependent, rho is a polynomial, which is expressed as a function of wavelength. For example: \rho(\lambda) =\sum\limits_{i=0}^{i=2} K_{i}\centerdot\lambda^i, can be provided as K_{0}, K_{1}, K_{2}

\alpha = \frac{A_{a}}{A_{p}} where alpha is bounded by, but inclusive of 0 and 1. Since this ratio is wavelength dependent, alpha is a polynomial, which is expressed as a function of wavelength. For example: \alpha(\lambda) =\sum\limits_{i=0}^{i=2} K_{i}\centerdot\lambda^i, can be provided as K_{0}, K_{1}, K_{2}

Output from Full Polarization Analysis

The output of this algorithm, as we can see in the table of properties, is a WorkspaceGroup. If the algorithm has been executed with “PA” as the Polarization mode then the resulting WorkspaceGroup will have 4 entries and should be in the format:

Entry in group Measurement
1 I_{pp}
2 I_{pa}
3 I_{ap}
4 I_{aa}

Categories: AlgorithmIndex | Reflectometry

Source

C++ source: PolarizationCorrectionFredrikze.cpp (last modified: 2019-06-05)

C++ header: PolarizationCorrectionFredrikze.h (last modified: 2018-10-05)