Wyckoff positions
From Wikipedia, the free encyclopedia
The introduction to this article provides insufficient context for those unfamiliar with the subject. Please help improve the article with a good introductory style. |
A Wyckoff position is a point belonging to a set of points for which site symmetry groups are conjugate subgroups of the space group.[1]. Crystallography tables give the Wyckoff positions for different space groups.
Wyckoff positions are used in calculations of crystal properties. There are two types of positions: general and special.
Contents |
[edit] General Positions
General positions are left invariant only for the identity operation. Each space group has only one general position.
[edit] Special positions
Special positions are left invariant by the identity operation and at least one other operation of the space group.
[edit] External links
[edit] References
- ^ Lev. Kantorovich (2004). Quantum Theory of the Solid State: An Introduction. Springer, 28.