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T. Tamegai, K. Tsutsumi, S. Kagoshima, Y. Kanai, H. Tomozawa, M. Tani, Y. Nogami, M. Sato (1985)
X-ray study of field induced deformation of sliding CDW in K0.30MoO3Solid State Communications, 56
E. N. Treushnikov (1985)
Fundamentals of Diffraction Theory
M. Mikami-Kido, M. Konno (1983)
Asphericity of 4f-electrons in TbIG observed by X-rays under 1 kG of magnetic fieldJournal of Magnetism and Magnetic Materials, 31
E. N. Treushnikov (1995)
Doctoral Dissertation in Phys.-Math. Sci.
I. S. Zheludev (1981)
Modern Crystallography, Vol. 4. Physical Properties of Crystals
K. P. Belov (1987)
Magnetostriction Phenomena and Their Technical Applications
S. Solimeno (1986)
Chapter IV – Fundamentals of Diffraction Theory
I. Fujimoto (1982)
Electric-Field-Induced Ionic Displacement and Redistribution of Bonding Electrons in LiNbO3 and LiTaO3 Revealed by Modulation X-ray Diffraction
Abstract The problem of the theoretical description of X-ray diffraction from ideal mosaic crystals under the effect of various external fields has been formulated. Electric, magnetic, electromagnetic, and acoustic perturbations are considered. The atomic displacements in crystals under the effect of external fields and the types of the corresponding diffraction patterns are analyzed for various types of perturbations. The crystal classes are determined in which atomic displacements can be recorded experimentally. Diffraction patterns formed under the effect of various external factors are considered on the basis of the derived dependence of the structure factor on the characteristics of an applied force field.
Crystallography Reports – Springer Journals
Published: May 1, 2000
Keywords: Crystallography and Scattering Methods
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