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H. Hung, Shih-Lin Chang (1993)
Unified Formulation of X-Ray Diffraction and RefractionEPL, 23
A. Afanas’ev, M. Melkonyan (1983)
X-ray diffraction under specular reflection conditions. Ideal crystalsActa Crystallographica Section A, 39
L. Chapman, D. Yoder, R. Colella (1981)
Virtual Bragg Scattering: A Practical Solution to the Phase Problem in DiffractionPhysical Review Letters, 46
H. Juretschke (1986)
Anomalous asymmetries in X‐ray π‐modes near n‐beam interactionsPhysica Status Solidi B-basic Solid State Physics, 135
H. Juretschke (1982)
Invariant-Phase Information of X-Ray Structure Factors in the Two-Beam Bragg Intensity near a Three-Beam PointPhysical Review Letters, 48
Y. Stetsko, Shih-Lin Chang (1997)
An Algorithm for Solving Multiple‐Wave Dynamical X‐ray Diffraction EquationsActa Crystallographica Section A, 53
S. Stefanik, Dalibor Nosek (1970)
Doctoral thesisJournal of Engineering Mathematics, 4
Shih-Lin Chang, Yi-Shan Huang, C. Chao, M. Tang, Y. Stetsko (1998)
Three-Wave Resonance Grazing Incidence X-Ray Diffraction: A Novel Method for Direct Phase Determination of Surface In-Plane ReflectionsPhysical Review Letters, 80
(1982)
JETP Lett
H. Hung, Shih-Lin Chang (1989)
Theoretical considerations on two-beam and multi-beam grazing-incidence X-ray diffraction: nonabsorbing casesActa Crystallographica Section A, 45
K. Hümmer, H. Billy (1986)
Experimental determination of triplet phases and enantiomorphs of non‐centrosymmetric structures. I. Theoretical considerationsActa Crystallographica Section A, 42
(1998)
Phys
R. Høier, A. Aanestad (1981)
Three‐beam effects in Pendellösung fringesActa Crystallographica Section A, 37
Cowan (1985)
Diffraction of evanescent x-rays: Results from a dynamical theory.Physical review. B, Condensed matter, 32 8
K. Hümmer, E. Weckert, H. Bondza (1989)
Direct determination of triplet phases and enantiomorphs of non‐centrosymmetric structures. II. Experimental resultsActa Crystallographica Section A, 45
Shih-Lin Chang, M. Tang (1988)
Quantitative determination of phases of X-ray reflections from three-beam diffraction. I: Theoretical considerationsActa Crystallographica Section A, 44
Shih-Lin Chang (1982)
Direct Determination of X-Ray Reflection PhasesPhysical Review Letters, 48
R. Colella (1974)
Multiple diffraction of X-rays and the phase problem. Computational procedures and comparison with experimentActa Crystallographica Section A, 30
Edgar Weckert, Kurt Hummer (1997)
Multiple-Beam X-ray Diffraction for Physical Determination of Reflection Phases and its ApplicationsActa Crystallographica Section A, 53
Tze-Ping Tseng, Shih-Lin Chang (1990)
Phase effects in three‐beam grazing‐incidence X‐ray diffractionActa Crystallographica Section A, 46
Q. Shen (1998)
Solving the Phase Problem Using Reference-Beam X-Ray DiffractionPhysical Review Letters, 80
Q. Shen, R. Colella (1988)
Phase observation in an organic crystal (benzil: C14H10O2) using long-wavelength X-raysActa Crystallographica Section A, 44
Numerical calculation of the angular and spectral distributions of the intensities of the specularly diffracted waves in the case of three‐wave grazing‐incidence X‐ray diffraction is carried out using the dynamical theory. The angular and spectral distributions are shown to be uniquely and continuously dependent upon the value of the triplet phase invariant. A method of determining the value of the triplet phase invariant for thin crystal surface layers is developed, based on the comparison of experimentally measured three‐wave peak profiles with the profiles calculated for different values of the triplet phase invariant. An analysis scheme of the phase sensitivity of the reflection coefficients is proposed taking into account the interference of the directly excited and the `Umweg'‐excited specularly diffracted waves.
Acta Crystallographica Section A Foundations of Crystallography – Wiley
Published: Jan 1, 1999
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