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Hierarchy

  • RcsbStructSymmetry

Index

Properties

__typename?: "RcsbStructSymmetry"

Clusters describe grouping of 'identical' subunits.

kind: string

The granularity at which the symmetry calculation is performed. In 'Global Symmetry' all polymeric subunits in assembly are used. In 'Local Symmetry' only a subset of polymeric subunits is considered. In 'Pseudo Symmetry' the threshold for subunits similarity is relaxed.

Allowable values: Global Symmetry, Pseudo Symmetry, Local Symmetry

oligomeric_state: string

Oligomeric state refers to a composition of polymeric subunits in quaternary structure. Quaternary structure may be composed either exclusively of several copies of identical subunits, in which case they are termed homo-oligomers, or alternatively by at least one copy of different subunits (hetero-oligomers). Quaternary structure composed of a single subunit is denoted as 'Monomer'.

Examples: Monomer, Homo 2-mer, Hetero 3-mer

The orientation of the principal rotation (symmetry) axis.

stoichiometry: <internal>.Maybe<string>[]

Each type of different subunits is assigned a latter. The number of equivalent subunits is added as a coefficient after each letter (except 1 which is not added explicitly).

symbol: string

Symmetry symbol refers to point group or helical symmetry of identical polymeric subunits in Schönflies notation. Contains point group symbol (e.g., C2, C5, D2, T, O, I) or H for helical symmetry.

Examples: C1, D3, H

type: string

Symmetry type refers to point group or helical symmetry of identical polymeric subunits. Contains point group types (e.g. Cyclic, Dihedral) or Helical for helical symmetry.

Allowable values: Asymmetric, Cyclic, Dihedral, Tetrahedral, Octahedral, Icosahedral, Helical

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