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Identification of two allotwins of mica polytypes in reciprocal space through the minimal rhombus unit
Author(s) -
Nespolo Massimo,
Ferraris Giovanni,
Takeda Hiroshi
Publication year - 2000
Publication title -
acta crystallographica section b
Language(s) - English
Resource type - Journals
eISSN - 1600-5740
pISSN - 0108-7681
DOI - 10.1107/s0108768100002044
Subject(s) - rhombus , reciprocal lattice , crystal twinning , reciprocal , mica , mathematics , crystallography , lattice (music) , rotation (mathematics) , geometry , diffraction , materials science , physics , optics , chemistry , microstructure , philosophy , composite material , linguistics , acoustics
The X‐ray investigation (precession method) of the Ruiz Peak oxybiotite, which is well known for the occurrence of a large number of polytypes and twins, revealed two complex diffraction patterns, which cannot be identified as long‐period polytypes. These patterns are analysed in terms of the minimal rhombus, a geometrical asymmetric unit in reciprocal space which permits the decomposition of the composite reciprocal lattice of a twin or allotwin into the reciprocal lattices of the individuals. Both the recorded patterns correspond to a 1 M –2 M 1 allotwin: the relative rotation between the individuals is 120° in one case and 60° in the other. The geometrical criteria for evaluating the presence of twinning or allotwinning are analysed through these two natural examples.

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