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Results for "triclinia"

Triclinium

Definition: A triclinium is a type of crystal structure in which all three angles between atoms are equal. This property allows for the observation of unique crystal structures and can be useful in understanding the properties of certain materials or in the study of physical phenomena such as crystal growth. Triclinia crystals have a specific crystallographic symmetry, with each atom having one angle that is equal to 120 degrees.


triclinium

Tricliniary

Definition: A triclinic crystal structure is a type of crystal structure where the atoms occupy four different positions in space. In other words, it represents a configuration where each atom occupies two or three different planes (or faces) that are not aligned with one another. This means that there are no complete full symmetry and all atoms can be oriented in any way they want.


tricliniary

Tricliniarch

Definition: Triclinic crystal system is a type of cubic crystal structure, which means that all atoms are in one plane. It is often used to describe materials with two or more directions for directionality, such as glass and ceramics. In this context, "triclinic" refers to the triclinic crystal system, which is a type of cubic crystal structure where all atoms are in one plane. This means that each atom has an equal chance of being in any three planes at once


tricliniarch

Triclinial

Definition: In geometry, a triclinic crystal system is a type of cubic crystal system where all three edges of an unit cell are in the same plane. This property allows for the formation of two types of crystals: tetragonal and monoclinic. Triclinic is also known as orthorhombic or hexagonal, depending on the specific crystallographic convention used to describe it.


triclinial

Triclinia

Definition: Triclinia is a type of crystal structure that consists of three different types of unit cells, each with 120° angles between them. This type of crystal has two types of anatrices (the first and second) which are not mutually perpendicular to each other but rather lie in the same plane and do not overlap. The third anatric is perpendicular to both the first and second, and the angle between them is 120°.


triclinia