A general theory for the diffraction line profiles of h.c.p. and f.c.c. polycrystals containing stacking faults

Investigation of One-Dimensionally Disordered Structures of AIIBVI Crystals by Monte Carlo Technique. II. 2H Structure with Different Kinds of Stacking Faults

“…The X-ray diffraction theory from 2H crystals with random deformation SFs was first considered by CHRISTIAN (1954). A general theory for 2H and 3C structures containing growth, extended growth and deformation faults was given by SATO (1969). LALE at al.…”

Analysis of polytypic structure with stacking faults on the basis of X-ray powder patterns

“…In practice it is often necessary to analyse the polytypic structure of polycrystalline materials. There are many papers concerned with this subject, in which the main problem in structure analysis is the determination of probability parameters for the appearance of respective layer sequences (Warren, 1959;Sato, 1969;Farkas-Jahnke, 1973a,b;etc.). In this paper the possibility of applying the model method to analysis of X-ray powder patterns is discussed.…”

A new direct method for characterizing structures with stacking faults, built up from translationally equivalent layers. I. Faults in stacking of three and four layers

“…Because of the practical importance of materials with structures built up of translationally equivalent layers, several theories and methods have been worked out since the early days of X-ray diffraction methods to make possible the characterization of their faulted structures (Warren, 1941;Hendricks & Teller, 1942;Gevers, 1952Gevers, , 1954Kakinoki & Komura, 1952;Paterson, 1952;Johnson, 1963;Allegra, 1964;Sato, 1966Sato, , 1969Kakinoki, 1967;Lele, Anantharaman & Johnson, 1967;Holloway, 1969;Lele, 1969;Lele, Prasad & Anantharaman, 1969;Lele & Rama Rao, 1970;Prasad & Lele, 1971). These methods, however, are all indirect, assuming random distribution of stacking faults.…”