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Magnetic point groups and colour symmetry

The same considerations imply that the number of three-dimensional lattices should increase, and this is found to be so. There are a total of 36 magnetic lattices, made up of 22 antisymmetry lattices, together with the 14 neutral Bravais lattices. [Pg.88]

More complex physical properties may require the specification of three or more colours . In this case the general term colour symmetry is used, and the lattices and point groups so derived are the colour lattices and colour point groups. [Pg.88]

See other pages where Magnetic point groups and colour symmetry is mentioned: [Pg.87]    [Pg.87]   


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And symmetry

Colourants and colouring

Coloured groups

Group 10 point groups

Group symmetry

Magnetic groups

Magnetic symmetry

Point group symmetry

Point groups

Point symmetry group groups

Symmetry point groups and

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