Crystal Lab › The 230 space groups › Cubic
No. 226 F m -3 c
Cubic space group · 192 symmetry operations per cell · 10 Wyckoff positions
Symmetry elements and Wyckoff positions (interactive)
No. 226 F m -3 c
SettingLoading the group…
x = 0.10, y = 0.17, z = 0.08
- Number
- 226
- Hermann–Mauguin symbol
- F m -3 c
- Hall symbol
-F 4a 2 3- Crystal system
- Cubic
- Operations per cell
- 192
- General position
- 192j (site symmetry 1)
Wyckoff positions (standard setting)
| Multiplicity | Letter | Site symmetry |
|---|---|---|
| 192 | j | 1 |
| 96 | i | m.. |
| 96 | h | ..2 |
| 64 | g | .3. |
| 48 | f | 4.. |
| 48 | e | mm2 . . |
| 24 | d | 4/m.. |
| 24 | c | -4m. 2 |
| 8 | b | m-3. |
| 8 | a | 432 |
How to read it
- Each symmetry element drawn in the cell is worked out from the group’s operations: rotation and screw axes as lines (arrow = direction; dashed = screw), mirror and glide planes as sheets (dashed outline = glide), inversion centres as dots; rotoinversion axes are dotted. Colours: 2-fold red, 3-fold green, 4-fold blue, 6-fold purple.
- The multiplicity is how many equivalent points an atom on that site generates in the conventional cell; the general position has the highest multiplicity, equal to the number of operations.
- Site symmetry is the point group that leaves that position fixed; a special position (lower multiplicity) sits on a symmetry element — press + on a row to see its atoms land on the drawn elements.