Wide angle X-ray dynamical diffraction by deformed crystals: recurrence relations

Author(s)
Pavlov, Konstantin M
Paganin, David
Vine, David
Kirste, L
Publication Date
2007
Abstract
Dynamical wide-angle multiwave X-ray diffraction from a deformed crystal was considered, for the special case when no more than one strong reflection occurs at a time. The obtained set of equations can be transformed to the Takagi two-beam approximation if the scattering vector is close to a vector of the reciprocal lattice. The new formalism was employed to obtain recurrence relations for the amplitude reflection coefficient corresponding to laterally homogeneous multilayer structures for the case of coplanar Bragg diffraction.
Citation
Physica Status Solidi. A: Applications and Materials Science, 204(8), p. 2613-2619
ISSN
1862-6319
1862-6300
Link
Publisher
Wiley-VCH Verlag GmbH & Co KGaA
Title
Wide angle X-ray dynamical diffraction by deformed crystals: recurrence relations
Type of document
Journal Article
Entity Type
Publication

Files:

NameSizeformatDescriptionLink