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Delaunay-Ito method

The unit cell reduction using Delaunay-Ito method can be easily automated as is done in the ITO indexing computer code, which is discussed in section 5.11. The Delaunay-Ito reduced unit cell, however, may not be the one with the shortest possible vectors, although the latter is conventionally defined as a standard reduced unit cell. [Pg.442]

Reduces the resultant unit cell by using the Delaunay-Ito method and then transforms it into one of the 14 Bravais lattices if the lattice is not primitive. [Pg.448]


See other pages where Delaunay-Ito method is mentioned: [Pg.441]    [Pg.443]   
See also in sourсe #XX -- [ Pg.441 , Pg.443 ]




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Delaunay-Ito

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