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T. Fukamachi, R. Negishi, M. Yoshizawa, T. Kawamura (2006)
Rate of X-ray Beam Confinement in Absorbing CrystalJapanese Journal of Applied Physics, 45
A. Authier (2001)
Dynamical theory of x-ray diffraction
K. Hirano, T. Fukamachi, M. Yoshizawa, R. Negishi, K. Hirano, T. Kawamura (2009)
Formation of interference fringes in the Bragg-(Bragg)m-Laue mode.Acta crystallographica. Section A, Foundations of crystallography, 65 Pt 4
K. Hirano, T. Fukamachi, M. Yoshizawa, R. Negishi, K. Hirano, Zhangcheng Xu, T. Kawamura (2008)
X-ray Interference Fringe of Bragg-(Bragg)^m-Laue Case(Condensed matter: electronic structure and electrical, magnetic, and optical properties)Journal of the Physical Society of Japan, 77
K. Hirano, T. Fukamachi, M. Yoshizawa, R. Negishi, K. Hirano, T. Kawamura (2009)
Bragg–(Bragg)m–Laue diffraction and its interference fringephysica status solidi (a), 206
M. Yoshizawa, T. Fukamachi, K. Hirano, T. Oba, R. Negishi, K. Hirano, T. Kawamura (2008)
Measurement of X-ray rocking curves in the Bragg-Laue case.Acta crystallographica. Section A, Foundations of crystallography, 64 Pt 5
T. Fukamachi, Masahiko Tohyama, K. Hirano, M. Yoshizawa, R. Negishi, Dongying Ju, K. Hirano, T. Kawamura (2010)
Interference fringes in multiple Bragg-Laue mode and mirage fringes from bent crystals.Acta crystallographica. Section A, Foundations of crystallography, 66 Pt 3
T. Fukamachi, R. Negishi, M. Yoshizawa, T. Kawamura (2005)
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T. Saka, N. Kato (1986)
Accurate measurement of the Si structure factor by the Pendellösung methodActa Crystallographica Section A, 42
T. Fukamachi, R. Negishi, M. Yoshizawa, T. Sakamaki, T. Kawamura (2004)
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Interference fringes in multiple Bragg–Laue mode have been measured from the lateral surface of an Si plane‐parallel crystal by changing the distance L between the incident point of X‐rays and the crystal edge for two sample crystals with different thicknesses H. The period of the interference fringes becomes large when the distance L becomes large or the thickness H becomes small. When the ratio L/H is larger than 15, a shorter period of oscillation appears in addition to the interference fringes. These variations are explained by considering the beams in multiple Bragg–Laue modes based on the dynamical theory of diffraction. When L/H is less than 15, the measured fringes are well reproduced by taking account of interference between beams in the Bragg–Laue and the Bragg–Bragg–Laue modes. The short period of the oscillations observed for L/H > 15 is reproduced by adding the intensities of the beams in higher‐order Bragg–Laue mode. The interference fringes calculated by taking the visibility into account show good agreement with the measured ones.
Acta Crystallographica Section A Foundations of Crystallography – Wiley
Published: Jan 1, 2011
Keywords: ; ; ; ;
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