Dynamical Theory of Electron Diffraction in Laue-Case : I. General Theory

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概要

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• A new formulation of the theory of electron diffraction for the Laue-case, based upon the matrix representation of Niehrs and Wagner, is presented by introducing the scattering matrix for an electron elastically scattered by a plate-like crystal. The intensity and also the integrated intensity of reflections for thin crystals are computed. The results obtained here indicate that the intensity does not approach to that of the pseudo-kinematical theory, but to that of the kinematical theory. The theory predicts also the failure of Friedel's law in the case of non centro-symmetric crystals. The formula for the scattered amplitude can be transformed into the form which coincides with the result given by Cowley and Moodie derived on the basis of the Huygens' principle.

• 社団法人日本物理学会の論文
• 1959-11-05

著者

• Fujimoto Fuminori

  Institute Of Physics College Of General Education University Of Tokyo

• FUJIMOTO Fuminori

  Institute of Physics, College of General Education, University of Tokyo

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