International Tables for Ciystallography (2006). Vol. A, Space group 30, pp. 228-229.
e
♦O
Oi+ *Q
0 ó | |
o o |
O ł+O
o*
o*
Origin on n 12
Asymmetric unit 0<x<f; 0<y<l; 0<z<j Symmetry operations
(1) 1 (2)2 0,0,z (3) c x,\,z (4) n(0,i,0 0,y,z
CONTINUED
Pnc 2
Generators selected (1); *(1,0,0); /(0,1,0); *(0,0,1); (2); (3)
Positions
Multiplicity, Coordinates Reflection conditions
Wyckoff Ietter,
Site symmetry General:
4 c 1 (l)x,y,z (2) x,y.z (3) x,y+\,z+ 5 (4) *,y+£,z+£ Oki : k + l=2n
hOl : 1 = 2 n OkO: k~2n 001: 1 = 2 n
Special: as above, plus
b |
..2 |
5,0,Z |
5,3,Z + 3 |
hkl : |
k+l = 2n |
a |
..2 |
0,0, z |
0,3,Z+3 |
hkl : |
k+l = 2n |
Symmetry of special projections
Along [010] p\\m a'= jc b' = a Origin at0,y,0
Along [001] p2gm Along [100] ci ml
a' = a b' = b a' = b b' — c
Origin at 0,0,z Origin at x, 0,0
Maximal non-isomorphic subgroups
I |
[2] Piel (Pc, 7) 1; |
3 |
[2] Pnl 1 (Pc, 7) 1; |
4 | |
[2] PI 12(P2, 3) 1; |
2 | |
Ha |
nonę | |
Hb |
[2] Pnn 2 (a' = 2a) (34) |
Maximal isomorphic subgroups of lowest index
Etc [2] Pnc2 (a' = 2a) (30); [3] Pnc2 (b' = 3b) (30); [3] Pnc2 (c' = 3c) (30)
Minimal non-isomorphic supergroups
I [2] Pban (50); [2] Pnna (52); [2] Pmna (53); [2] Pbcn(60)
D [2] Ccc2 (37); [2] Amm2 (38); [2] Bbe2 (Aea2,41); [2] fma2 (46); [2] Pcc2 (b' = ]b) (27); [2] Pbm2 (c' = \c) {Pma2,28)
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