Triclinic reticular system
In Crystallography, the reticular Système triclinic is one of the 7 (in space with three dimensions) categories which one uses to classify the crystals on the basis of symmetry of the Réseau of Faced. In the triclinic reticular system, the network of Faced has symmetry and is described by three Vecteur S basic unequal lengths. Moreover, the 3 vectors are not mutually orthogonal. The triclinic network is only the Réseau of Faced which has neither mirrors nor axes of rotation.
The specific groups of symmetry which are classified in this reticular system are listed below, followed by their representation in the international notation (Hermann-Mauguin) and the Notation of Schoenflies.
With each one of them is only one associate Groupe of space.
See too
- crystalline Famille
- Maille (crystallography)
- Réseau of Faced
- reticular Système
| Random links: | Pierre-Simon Laplace | Uno mismo-semejanza | Balsan | Gertrude Elizabeth Margaret Anscombe | Mustela | Open of Pattaya City 2007 | Frederick_A._Shannon |