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  • Hermann–Mauguin notation - Wikipedia
    In geometry, Hermann–Mauguin notation is used to represent the symmetry elements in point groups, plane groups and space groups It is named after the German crystallographer Carl Hermann (who introduced it in 1928) and the French mineralogist Charles-Victor Mauguin (who modified it in 1931)
  • Hermann-Mauguin symbols - Online Dictionary of Crystallography
    Three types of Hermann-Mauguin symbol are used: short, full and, for space groups, extended The three types of symbols represent different levels of information content with respect to the symmetry elements and the related symmetry operations of the space group
  • (International Tables for Crystallography) Space groups and their . . .
    As the name suggests, the short HM symbols are mostly shortened versions of the full HM symbols: some symmetry information of the full HM symbols is omitted such that these symbols are more convenient in daily use
  • Hermann-Mauguin notation - chemeurope. com
    Hermann-Mauguin notation is used to represent the symmetry elements in point groups, plane groups and space groups It is named after the German crystallographer Carl Hermann and the French minerologist Charles-Victor Mauguin This notation is sometimes called international notation
  • Space-group symbols | SpringerLink
    Space-group symbols can be obtained by a modification of point-group symbols Schoenflies symbols, Shubnikov symbols, Hermann–Mauguin symbols and the international short symbols are discussed
  • Space Groups — PSCF 1. 0 documentation - Read the Docs
    The following conventions are used to convert standard Hermann-Mauguin space group symbols into text strings: A single space is introduced between different elements of the space group name, with a few exceptions described below
  • List of Space Groups – Materials Science Engineering
    If you have a hard time interpreting the space group symbols, check out this article which explains the various crystallography notation systems, including H-M notation
  • Space Group Notation - University College London
    The tetragonal space groups may be subdivided into two groups: Those with and without additional symmetry with respect to the x and y axes The fourfold symmetry is always chosen to lie parallel to the z axis and is specified second in the space group symbol after the lattice type
  • Space Groups - Cornell University
    The list of Hermann-Maguin space group designations as recognized by atoms is included in appendix A If you cannot resolve the incongruity using this list, try using the Schoenflies notation
  • Introduction to Space Groups - RuppWeb
    The commonly used space group symbols are the short Hermann-Mauguin symbols, consisting of a Bravais symbol followed by the symmetry operators generating the equivalent positions (equipoints) I have listed all 230 space groups and the symbols we use to enter them into the decoding program





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