Interpreting the 4-index Notation for Hexagonal Systems

Details Interpreting the 4-index Notation for Hexagonal Systems Interpreting the 4-index Notation for Hexagonal Systems

2010-06-14

arxiv.org/abs/1006.2842v1

Physics

Condensed Matter

Other Condensed Matter

10 pages with one embedded figure

Scientific paper

A four index notation (e.g. (10-11) is often used to denote reciprocal
lattice vectors or crystal faces of hexagonal crystals. The purposes of this
notation have never been fully explained. This note clarifies the underlying
mathematics of a symmetric overcomplete basis. This simplifies and improves the
usefulness of the notation.

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