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The crystal lattice and translational symmetry

An ideal crystal consists of a group of atoms repeated throughout space at the points of an infinite regular three-dimensional lattice, R 1, m, n), generated from a set of three non-coplanar vectors, a, b, and c (known as the lattice parameters), according to eqn (10.1)  [Pg.122]

An example of how such restrictions work in three dimensions is provided by the perovskite structure shown in Figs 10.3 and 10.4. Crystals of BaTiOa (23759) are composed of an alternation of the BaO and Ti02 layers shown [Pg.124]


See other pages where The crystal lattice and translational symmetry is mentioned: [Pg.122]    [Pg.123]   


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And symmetry

Crystal symmetry

Crystal translational symmetry

Crystals lattice translations

Lattice symmetry

Lattice translation

The Crystal Lattice

The Lattice

The Lattice Translations

The Symmetry

Translation and

Translational symmetry

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