⋯ > [SPACE_GROUP]
Modulated structures dictionary (msCIF) version 3.2.1
_space_group.ssg_name
Name:_space_group.ssg_name
Alias:
_space_group_ssg_name
Definition:
Superspace-group symbol conforming to an alternative definition
from that given in _space_group_ssg_name_IT and
_space_group_ssg_name_WJJ for one-dimensional modulated
structures or to the superspace-group name for higher dimensions.
When necessary, indicate the origin and the setting. Use a colon
':' as a separator between the different parts of the
superspace-group symbol. Within each part, leave a space
between each component. Rules for the notation for
Hermann-Mauguin and Hall symbols (if present) are given in the
symmetry CIF dictionary (cif_sym.dic) and, partially, in
_space_group_ssg_name_IT and _space_group_ssg_name_WJJ.
For composites described in a single data block, the superspace
group describes the symmetry of the whole structure. The
symmetry of each subsystem can be derived using the
appropriate W matrices.
Example:| 'W:-P -2xb -2ya:q q' | Hall's notation |
Type: Text
Category:
space_group


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