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Architecture of crystal structures from square planes
Author(s) -
Hauck J.,
Mika K.
Publication year - 2000
Publication title -
acta crystallographica section b
Language(s) - English
Resource type - Journals
eISSN - 1600-5740
pISSN - 0108-7681
DOI - 10.1107/s0108768100006480
Subject(s) - crystallography , crystal structure , cubic crystal system , materials science , natural bond orbital , crystal (programming language) , square (algebra) , condensed matter physics , chemistry , physics , geometry , molecule , mathematics , quantum mechanics , computer science , programming language
The crystal structures of ordered b.c.c. (body‐centered cubic), f.c.c. (face‐centered cubic) or primitive cubic alloys and related NaCl, ZnS or CaF derivative structures are characterized by the self‐coordination numbers , of the A atoms with A atoms. Structures with identical and values for all A atoms are at the corners of and structure maps, and can be analyzed for attractive or repulsive interactions of A atoms. Most observed structures are at the borders of the structure map and can be obtained by ∼10 different combinations of structural units. The different combination mechanisms explain e.g. the shear structures of CuAu II or and the occurrence of vacancies in NaCl‐related structures like NbO.

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