Publication detail

Is the border surface of a crystal indeed the weakest point of the dynamical theory of diffraction?

DUB, P. LITZMAN, O.

Czech title

Je hranice krystalu vskutku nejslabším článkem dynamické teorie difrakce?

English title

Is the border surface of a crystal indeed the weakest point of the dynamical theory of diffraction?

Type

journal article - other

Language

en

Original abstract

In Laue's dynamical theory of diffraction, the boundary conditions claim to introduce a mathematical plane instead of the discrete atomic surface of the crystal. The assumption is analysed from the point of view of Ewald's theory based on the microscopic discete model of a crystal, where no boundary conditions are needed.

Czech abstract

Je hranice krystalu vskutku nejslabším článkem dynamické teorie difrakce?

English abstract

In Laue's dynamical theory of diffraction, the boundary conditions claim to introduce a mathematical plane instead of the discrete atomic surface of the crystal. The assumption is analysed from the point of view of Ewald's theory based on the microscopic discete model of a crystal, where no boundary conditions are needed.

Keywords in English

dynamical theory of diffraction, boundary conditions

RIV year

2001

Released

01.01.2001

ISSN

0108-7673

Journal

Acta Crystallographica

Volume

A57

Number

1

Pages count

4

BIBTEX


@article{BUT39992,
  author="Petr {Dub} and Otto {Litzman},
  title="Is the border surface of a crystal indeed the weakest point of the dynamical theory of diffraction?",
  journal="Acta Crystallographica",
  year="2001",
  volume="A57",
  number="1",
  month="January",
  issn="0108-7673"
}