KnowraBravais latticeLinked fromLinked fromThe 28 pages that link to Bravais lattice, each with the reason it gives.All 28Broader topic 4Related 15Narrower topic 8Compared with 1Orthorhombic crystal systemNarrower topic: Orthorhombic lattices are four members of the full set of three-dimensional Bravais lattices.Bloch's theoremNarrower topic: Its translation vectors define the periodicity required by the theorem.Hexagonal crystal systemNarrower topic: The hexagonal Bravais lattice is one member of this broader set.Trigonal crystal systemNarrower topic: The trigonal system's lattice assignment is often discussed through the rhombohedral Bravais type.Rhombohedral crystal systemNarrower topic: The rhombohedral system corresponds to one of these lattice types.Wigner–Seitz cellNarrower topic: Wigner–Seitz cells are constructed from the points of a Bravais lattice.Crystallographic restriction theoremNarrower topic: The theorem constrains rotations that map this repeating point array onto itself.Lattice models in condensed matterNarrower topic: It supplies the periodic geometry on which many lattice models are defined.