Category:Fundamental crystallography

From Online Dictionary of Crystallography

From Wikipedia, the free encyclopedia:

Crystallography (from the Greek words crystallon = cold drop / frozen drop, with its meaning extending to all solids with some degree of transparency, and graphein = write) is the experimental science of determining the arrangement of atoms in solids. In older usage, it is the scientific study of crystals.

Subcategories

There is 1 subcategory to this category.

T

• Twinning

Articles in category "Fundamental crystallography"

There are 89 articles in this category.

A Abelian group Absolute structure Affine isomorphism Affine mapping Aristotype Arithmetic crystal class Asymmetric unit Automorphism B Binary operation Bravais class Bravais flock Bravais-Miller indices Brillouin zones C Cartesian product Centralizer Centred lattices Complex Conjugacy class Conventional cell Coset Crystal family Crystal pattern Crystal system Crystallographic basis Crystallographic orbit Cylindrical system D D centred cell Direct lattice Direct product

D cont. Direct space Domain of influence Double coset Dual basis E Eigensymmetry Euclidean mapping F Factor group Flack parameter Form G Geometric crystal class Group homomorphism Group isomorphism Groupoid H H centred cell Hemihedry Holohedry I Image L Lattice complex Lattice system Laue classes Law of rational indices M Mallard's law Merohedry Metric tensor Miller indices N Noncrystallographic symmetry Normal subgroup Normalizer O OD structure Ogdohedry

P Patterson vector Point configuration Point group Point space Point symmetry Polar lattice Polytypes Polytypism Primitive basis Primitive cell R Reciprocal lattice Reciprocal space S Semidirect product Site symmetry Space group Spherical system Stabilizer Statistical descriptors Subgroup Symmetry element Symmetry operation Symmorphic space groups T Tetartohedry U Unit cell V Vector space Voronoi domain W Wigner-Seitz cell Wyckoff position Wyckoff set Z Zone axis