Data Item _symmetry.space_group_name_H-M
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General 
- Item name
- _symmetry.space_group_name_H-M
- Category name
- symmetry
- Attribute name
- space_group_name_H-M
- Required in PDB entries
- no
- Used in current PDB entries
- Yes, in about 94.0 % of entries
Item Description
Hermann-Mauguin space-group symbol. Note that the
Hermann-Mauguin symbol does not necessarily contain complete
information about the symmetry and the space-group origin. If
used, always supply the FULL symbol from International Tables
for Crystallography Vol. A (2002) and indicate the origin and
the setting if it is not implicit. If there is any doubt that
the equivalent positions can be uniquely deduced from this
symbol, specify the _symmetry_equiv.pos_as_xyz or
_symmetry.space_group_name_Hall data items as well. Leave
spaces between symbols referring to
different axes.
Additional Descriptive Information for Depositors
Hermann-Mauguin space-group symbol. Note that the
Hermann-Mauguin symbol does not necessarily contain complete
information about the symmetry and the space-group origin. If
used, always supply the FULL symbol from International Tables
for Crystallography Vol. A (2002) and indicate the origin and
the setting if it is not implicit. If there is any doubt that
the equivalent positions can be uniquely deduced from this
symbol, specify the _symmetry_equiv.pos_as_xyz or
_symmetry.space_group_name_Hall data items as well. Leave
spaces between symbols referring to
different axes.
Item Example1
A 1
Item Example2
A 1 2 1
Item Example3
A 2
Item Example4
B 1 1 2
Item Example5
B 2
Item Example6
B 2 21 2
Item Example7
C 2
Item Example8
C 1 2 1
Item Example9
C 21
Item Example10
C 1 21 1
Item Example11
C 2(A 112)
Item Example12
C 2 2 2
Item Example13
C 2 2 21
Item Example14
C 4 21 2
Item Example15
F 2 2 2
Item Example16
F 2 3
Item Example17
F 4 2 2
Item Example18
F 4 3 2
Item Example19
F 41 3 2
Item Example20
I 1 2 1
Item Example21
I 1 21 1
Item Example22
I 2
Item Example23
I 2 2 2
Item Example24
I 2 3
Item Example25
I 21
Item Example26
I 21 3
Item Example27
I 21 21 21
Item Example28
I 4
Item Example29
I 4 2 2
Item Example30
I 4 3 2
Item Example31
I 41
Item Example32
I 41/a
Item Example33
I 41 2 2
Item Example34
I 41 3 2
Item Example35
P 1
Item Example36
P 1-
Item Example37
P 2
Item Example38
P 1 2 1
Item Example39
P 1 1 2
Item Example40
P 2 2 2
Item Example41
P 2 3
Item Example42
P 2 2 21
Item Example43
P 2 21 21
Item Example44
P 21
Item Example45
P 1 21 1
Item Example46
P 1 21/c 1
Item Example47
P 1 1 21
Item Example48
P 21(C)
Item Example49
P 21 2 21
Item Example50
P 21 3
Item Example51
P 21 21 2
Item Example52
P 21 21 2 A
Item Example53
P 21 21 21
Item Example54
P 3
Item Example55
P 3 1 2
Item Example56
P 3 2 1
Item Example57
P 31
Item Example58
P 31 1 2
Item Example59
P 31 2 1
Item Example60
P 32
Item Example61
P 32 1 2
Item Example62
P 32 2 1
Item Example63
P 4
Item Example64
P 4 2 2
Item Example65
P 4 3 2
Item Example66
P 4 21 2
Item Example67
P 41
Item Example68
P 41 2 2
Item Example69
P 41 3 2
Item Example70
P 41 21 2
Item Example71
P 42
Item Example72
P 42 2 2
Item Example73
P 42 3 2
Item Example74
P 42 21 2
Item Example75
P 43
Item Example76
P 43 2 2
Item Example77
P 43 3 2
Item Example78
P 43 21 2
Item Example79
P 6
Item Example80
P 6 2 2
Item Example81
P 61
Item Example82
P 61 2 2
Item Example83
P 62
Item Example84
P 62 2 2
Item Example85
P 63
Item Example86
P 63 2 2
Item Example87
P 64
Item Example88
P 64 2 2
Item Example89
P 65
Item Example90
P 65 2 2
Item Example91
H 3
Item Example92
R 3
Item Example93
H 3 2
Item Example94
R 3 2
Data Type 
- Data type code
- line
- Data type detail
- char item types / multi-word items ...
- Primitive data type code
- char
- Regular expression
- [][ \t_(),.;:"&<>/\{}'`~!@#$%?+=*A-Za-z0-9|^-]*
Controlled Vocabulary at Deposition
| Allowed Value | Details |
|---|---|
| A 1 | |
| A 1 2 1 | |
| A 2 | |
| B 1 1 2 | |
| B 2 | |
| B 2 21 2 | |
| C 1 2 1 | |
| C 1 21 1 | |
| C 2 | |
| C 2 2 2 | |
| C 2 2 21 | |
| C 2(A 112) | |
| C 21 | |
| C 4 21 2 | |
| F 2 2 2 | |
| F 2 3 | |
| F 4 2 2 | |
| F 4 3 2 | |
| F 41 3 2 | |
| H 3 | |
| H 3 2 | |
| I -4 c 2 | |
| I 1 2 1 | |
| I 1 21 1 | |
| I 2 | |
| I 2 2 2 | |
| I 2 3 | |
| I 21 | |
| I 21 21 21 | |
| I 21 3 | |
| I 4 | |
| I 4 2 2 | |
| I 4 3 2 | |
| I 41 | |
| I 41 2 2 | |
| I 41 3 2 | |
| I 41/a | |
| P -1 | |
| P 1 | |
| P 1 1 2 | |
| P 1 1 21 | |
| P 1 2 1 | |
| P 1 21 1 | |
| P 1 21/c 1 | |
| P 1 21/n 1 | |
| P 2 | |
| P 2 2 2 | |
| P 2 2 21 | |
| P 2 21 2 | |
| P 2 21 21 | |
| P 2 3 | |
| P 21 | |
| P 21 2 2 | |
| P 21 2 21 | |
| P 21 21 2 | |
| P 21 21 2 A | |
| P 21 21 21 | |
| P 21 3 | |
| P 21(C) | |
| P 3 | |
| P 3 1 2 | |
| P 3 2 1 | |
| P 31 | |
| P 31 1 2 | |
| P 31 2 1 | |
| P 32 | |
| P 32 1 2 | |
| P 32 2 1 | |
| P 4 | |
| P 4 2 2 | |
| P 4 21 2 | |
| P 4 3 2 | |
| P 41 | |
| P 41 2 2 | |
| P 41 21 2 | |
| P 41 3 2 | |
| P 42 | |
| P 42 2 2 | |
| P 42 21 2 | |
| P 42 3 2 | |
| P 43 | |
| P 43 2 2 | |
| P 43 21 2 | |
| P 43 3 2 | |
| P 6 | |
| P 6 2 2 | |
| P 61 | |
| P 61 2 2 | |
| P 62 | |
| P 62 2 2 | |
| P 63 | |
| P 63 2 2 | |
| P 64 | |
| P 64 2 2 | |
| P 65 | |
| P 65 2 2 | |
| R 3 | |
| R 3 2 |
Aliases
| Alias Item Name | Dictionary Name | Dictionary Version |
|---|---|---|
| _symmetry_space_group_name_H-M | cif_core.dic | 2.0.1 |