Hahn Th. (ed.) International tables for crystallography. Vol. A. Space-group symmetry
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8 h 0
1
2
1
4
I4xx
8 i .m.
I
4m2 iI4xz
16 j 1
I
4m2 jI4xz2y
120 I
4c2
4 a 2.22 P4=mmm a 00
1
4
C
c
4 d 0
1
2
0 C
c
4 b
4:: P4=mmm a C
c
4 c 0
1
2
1
4
C
c
8 e ..2 I4=mcm h 00
1
4
:b: C
c
2xx
8 h 0
1
2
0 :b: C
c
2xx
8 f 2.. P4=mmm g C
c
2z
8 g 0
1
2
0 C
c
2z
16 i 1
I
4c2 i ::2 C
c
4xyz
121 I
42m
2 a
42mI4=mmm a I
2 b 00
1
2
I
4 c 222. P4=mmm a 0
1
2
0 C
c
4 d
4:: P4=mmm a 0
1
2
1
4
C
c
4 e 2.mm I4=mmm e I2z
8 f .2. I4=mmm i I4x
8 g 00
1
2
I4x
8 h 2.. P4=mmm g 0
1
2
0 C
c
2z
8 i ..m
I
42mi I4xxz
16 j 1
I
42mj I4xxz2y
122 I
42d
4 a
4:: I4
1
=amd a
v
D
4 b 00
1
2
v
D
8 c 2.. I4
1
=amd e
v
D2z
8 d .2.
I
42dd
4::
v
TF
c
1x
16 e 1
I
42de :2:
v
D4xyz
123 P4=mmm
1 a 4=mmm
P4=mmm a P
1 b 00
1
2
P
1 c
1
2
1
2
0 P
1 d
1
2
1
2
1
2
P
2 e mmm. P4=mmm a 0
1
2
1
2
C
2 f 0
1
2
0 C
2 g 4mm
P4=mmm g P2z
2 h
1
2
1
2
0 P2z
4 i 2mm. P4=mmm g 0
1
2
0 C2z
4 jm.2m
P4=mmm j P4xx
4 k 00
1
2
P4xx
4 lm2m.
P4=mmm l P4x
4 m 00
1
2
P4x
4 n
1
2
1
2
0 P4x
4 o
1
2
1
2
1
2
P4x
8 pm..
P4=mmm p P4x2y
8 q 00
1
2
P4x2y
8 r ..m
P4=mmm r P4xx2z
8 s .m.
P4=mmm s P4x2z
8 t
1
2
1
2
0 P4x2z
16 u 1
P4=mmm u P4x2y2z
124 P4=mcc
2 a 422 P 4=mmm a 00
1
4
P
c
2 c
1
2
1
2
1
4
P
c
2 b 4=m:: P4=mmm a P
c
2 d
1
2
1
2
0 P
c
4 e 2=m:: P4=mmm a 0
1
2
0 C
c
4 f 222. P4=mmm a 0
1
2
1
4
C
c
4 g 4.. P4=mmm g P
c
2z
4 h
1
2
1
2
0 P
c
2z
8 i 2.. P4=mmm g 0
1
2
0 C
c
2z
8 j ..2 P4=mmm j 00
1
4
P
c
4xx
8 k .2. P4=mmm l 00
1
4
P
c
4x
8 l
1
2
1
2
1
4
P
c
4x
8 mm..
P4=mcc m :c: P
c
4xy
16 n 1
P4=mcc n :c: P
c
4xy2z
125 P4=nbm
2 a 422 P 4=mmm a C
2 b 00
1
2
C
2 c
42mP4=mmm a 0
1
2
0 C
2 d 0
1
2
1
2
C
4 e ::2=mP4=mmm a
1
4
1
4
0 P
ab
4 f
1
4
1
4
1
2
P
ab
4 g 4.. P4=mmm g C2z
4 h 2.mm P4=mmm g 0
1
2
0 C2z
8 i ..2 P4=mmm l C4xx
8 j 00
1
2
C4xx
8 k .2. P4=mmm j C4x
8 l 00
1
2
C4x
8 m ..m
P4=nbm m 0
1
2
0 ::2 C4xxz
16 n 1
P4=nbm n ..mC4x2yz
126 P4=nnc
2 a 422 I4=mmm a I
2 b 00
1
2
I
4 c 222. P4=mmm a
1
2
00 C
c
4 d
4:: P4=mmm a
1
2
0
1
4
C
c
4 e 4.. I4=mmm e I2z
8 f
1 P4=mmm a
1
4
1
4
1
4
P
2
8 g 2.. P4=mmm g
1
2
00 C
c
2z
8 h ..2 I4=mmm h I4xx
8 i .2. I4=mmm i I4x
8 j 00
1
2
I4x
16 k 1
P4=nnc k ..c I4x2yz
127 P4=mbm
2 a 4=m:: P4=mmm a C
2 b 00
1
2
C
2 cm.mm P4=mmm a 0
1
2
1
2
C
2 d 0
1
2
0 C
4 e 4.. P4=mmm g C2z
4 f 2.mm P4=mmm g 0
1
2
0 C2z
4 gm.2m
P4=mbm g 0
1
2
0 :b: C2xx
4 h 0
1
2
1
2
:b: C2xx
8 im..
P4=mbm i ..mC4xy
8 j 00
1
2
::mC4xy
8 k ..m
P4=mbm k 0
1
2
0 :b: C2xx2z
16 l 1
P4=mbm l ..mC4xy2z
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
860
14. LATTICE COMPLEXES
128 P4=mnc
2 a 4=m:: I4=mmm a I
2 b 00
1
2
I
4 c 2=m:: P4=mmm a 0
1
2
0 C
c
4 d 2.22 P4=mmm a 0
1
2
1
4
C
c
4 e 4.. I4=mmm e I2z
8 f 2.. P4=mmm g 0
1
2
0 C
c
2z
8 g ..2 P4=mbm g 0
1
2
1
4
:b: C2xx
c
8 hm..
P4=mnc h ..2 I4xy
16 i 1
P4=mnc i ..2 I4xy2z
129 P4=nmm
2 a
4m2 P4=mmm a C
2 b 00
1
2
C
2 c 4mm
P4=nmm c 0
1
2
0 ::2 CI1z
4 d ::2= mP4=mmm a
1
4
1
4
0 P
ab
4 e
1
4
1
4
1
2
P
ab
4 f 2mm. P4=mmm g C2z
8 g ..2 P4 =mmm l C4xx
8 h 00
1
2
C4xx
8 i .m.
P4=nmm i ..mC4xz
8 j ..m
P4=nmm j 0
1
2
0 ::2 CI1z4xx
16 k 1
P4=nmm k ..mC4xz2y
130 P4=ncc
4 a 2.22 P4=mmm a 00
1
4
C
c
4 b
4:: P4=mmm a C
c
4 c 4.. P4=nmm c 0
1
2
0 ::2 CI1z
c
8 d
1 P4=mmm a
1
4
1
4
0 P
2
8 e 2.. P4=mmm g C
c
2z
8 f ..2 I4=mcm h 00
1
4
:b: C
c
2xx
16 g 1
P4=ncc g ::c2 C
c
4xyz
131 P4
2
=mmc
2 a mmm. P4=mmm a P
c
2 b
1
2
1
2
0 P
c
2 c mmm. I4=mmm a 0
1
2
0 I
2 d 0
1
2
1
2
I
2 e
4m2 P4=mmm a 00
1
4
P
c
2 f
1
2
1
2
1
4
P
c
4 g 2mm. P4=mmm g P
c
2z
4 h
1
2
1
2
0 P
c
2z
4 i 2mm. I4=mmm e 0
1
2
0 I2z
4 jm2m.
P4
2
=mmc j ::2 P
c
2x
4 k
1
2
1
2
1
2
::2 P
c
2x
4 l 00
1
2
::2 P
c
2x
4 m
1
2
1
2
0 ::2 P
c
2x
8 n ..2 P4=mmm j 00
1
4
P
c
4xx
8 o .m.
P4
2
=mmc o ::cP
c
2x2z
8 p
1
2
1
2
0 ::cP
c
2x2z
8 qm..
P4
2
=mmc q ::2 P
c
2x2y
16 r 1
P4
2
=mmc r ::cP
c
2x2y2z
132 P4
2
=mcm
2 am.mm P4=mmm a P
c
2 c
1
2
1
2
0 P
c
2 b
42mP4=mmm a 00
1
4
P
c
2 d
1
2
1
2
1
4
P
c
4 e 222. P4=mmm a 0
1
2
1
4
C
c
4 f 2=m:: P4=mmm a 0
1
2
0 C
c
4 g 2.mm P4=mmm g P
c
2z
4 h
1
2
1
2
0 P
c
2z
4 im.2m
P4
2
=mcm i :2: P
c
2xx
4 j 00
1
2
:2: P
c
2xx
8 k 2.. P4=mmm g 0
1
2
0 C
c
2z
8 l .2. P4=mmm l 00
1
4
P
c
4x
8 m
1
2
1
2
1
4
P
c
4x
8 nm..
P4
2
=mcm n :2: P
c
2xx2y
8 o ..m
P4
2
=mcm o :c: P
c
2xx2z
16 p 1
P4
2
=mcm p :c: P
c
2xx2y2z
133 P4
2
=nbc
4 a 222. P4=mmm a 0
1
2
1
4
C
c
4 b 222. P4=mmm a 00
1
4
C
c
4 c 2.22 P4=mmm a 0
1
2
0 C
c
4 d
4:: P4=mmm a C
c
8 e
1 P4=mmm a
1
4
1
4
1
4
P
2
8 f 2.. P4=mmm g 0
1
2
0 C
c
2z
8 g 2.. P4=mmm g C
c
2z
8 h .2. P4
2
=mcm i 00
1
4
::2 C
c
2x
8 i 00
3
4
::2 C
c
2x
8 j ..2 I4=mcm h 0
1
2
0 :b: C
c
2xx
16 k 1
P4
2
=nbc k :22 C
c
4xyz
134 P4
2
=nnm
2 a
42mI4=mmm a I
2 b 00
1
2
I
4 c 222. P4=mmm a 0
1
2
0 C
c
4 d 2.22 P4=mmm a 0
1
2
1
4
C
c
4 e ::2=mI4=mmm a
1
4
1
4
1
4
F
4 f
1
4
1
4
3
4
F
4 g 2.mm I4=mmm e I2z
8 h 2.. P4=mmm g 0
1
2
0 C
c
2z
8 i .2. I4=mmm i I4x
8 j 00
1
2
I4x
8 k ..2 P4
2
=mmc j 0
1
2
1
4
:2: C
c
2xx
8 l 0
1
2
3
4
:2: C
c
2xx
8 m ..m
P4
2
=nnm m ..2 I4xxz
16 n 1
P4
2
=nnm n ..2 I4xxz2y
135 P4
2
=mbc
4 a 2=m:: P4=mmm a C
c
4 b
4:: P4=mmm a 00
1
4
C
c
4 c 2=m:: P4=mmm a 0
1
2
0 C
c
4 d 2.22 P4=mmm a 0
1
2
1
4
C
c
8 e 2.. P4=mmm g C
c
2z
8 f 2.. P4=mmm g 0
1
2
0 C
c
2z
8 g ..2 P4=mbm g 0
1
2
1
4
:b: C2xx
c
8 hm..
P4
2
=mbc h :b2 C
c
2xy
16 i 1
P4
2
=mbc i :b2 C
c
2xy2z
136 P4
2
=mnm
2 am.mm I4=mmm a I
2 b 00
1
2
I
4 c 2=m:: P4=mmm a 0
1
2
0 C
c
4 d
4:: P4=mmm a 0
1
2
1
4
C
c
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
861
14.2. SYMBOLS AND PROPERTIES OF LATTICE COMPLEXES
4 e 2.mm I4=mmm e I2z
4 fm.2m
P4
2
=mnm f .n. I 2xx
4 g
1
2
1
2
1
2
:n: I2xx
8 h 2.. P4=mmm g 0
1
2
0 C
c
2z
8 im..
P4
2
=mnm i .n. I2xx2y
8 j ..m
P4
2
=mnm j .n. I2xx2z
16 k 1
P4
2
=mnm k .n. I2xx2y2z
137 P4
2
=nmc
2 a
4m2 I4 =mmm a I
2 b 00
1
2
I
4 c 2mm. I4=mmm e I2z
4 d 2mm. P4=nmm c 0
1
2
0 ::2 CI1z
c
8 e
1 P4=mmm a
1
4
1
4
1
4
P
2
8 f ..2 I4=mmm h I4xx
8 g .m.
P4
2
=nmc g ..cI4xz
16 h 1
P4
2
=nmc h ..cI4xz2y
138 P4
2
=ncm
4 a 2.22 P4=mmm a 00
1
4
C
c
4 b
4:: P4=mmm a C
c
4 c ::2=mI4=mmm a
1
4
1
4
1
4
F
4 d
1
4
1
4
3
4
F
4 e 2.mm P4=nmm c 0
1
2
0 ::2 CI1z
c
8 f 2.. P4=mmm g C
c
2z
8 g ..2 P4
2
=mmc j 00
1
4
:2: C
c
2xx
8 h 00
3
4
:2: C
c
2xx
8 i ..m
P4
2
=ncm i
1
4
3
4
1
4
4:: F2xxz
16 j 1
P4
2
=ncm j ::m2 C
c
4xyz
139 I4=mmm
2 a 4=mmm
I4=mmm a I
2 b 00
1
2
I
4 c mmm. P4=mmm a 0
1
2
0 C
c
4 d
4m2 P4=mmm a 0
1
2
1
4
C
c
4 e 4mm
I4=mmm e I2z
8 f ::2=mP4=mmm a
1
4
1
4
1
4
P
2
8 g 2mm. P4=mmm g 0
1
2
0 C
c
2z
8 hm.2m
I4=mmm h I4xx
8 im2m.
I4=mmm i I4x
8 j
1
2
1
2
0 I4x
16 k ..2 P4=mmm l 0
1
2
1
4
C
c
4xx
16 lm..
I4=mmm l I4x2y
16 m ..m
I4=mmm m I4xx2z
16 n .m.
I4=mmm n I4x2z
32 o 1
I4=mmm o I4x2y2z
140 I4=mcm
4 a 422 P 4=mmm a 00
1
4
C
c
4 b
42mP4=mmm a 0
1
2
1
4
C
c
4 c 4=m:: P4=mmm a C
c
4 dm.mm P4=mmm a 0
1
2
0 C
c
8 e ::2=mP4=mmm a
1
4
1
4
1
4
P
2
8 f 4.. P4=mmm g C
c
2z
8 g 2.mm P4=mmm g 0
1
2
0 C
c
2z
8 hm.2m
I4=mcm h 0
1
2
0 :b: C
c
2xx
16 i ..2 P4=mmm l 00
1
4
C
c
4xx
16 j .2. P4=mmm j 00
1
4
C
c
4x
16 km..
I4=mcm k ::mC
c
4xy
16 l ..m
I4=mcm l 0
1
2
1
4
:b: C
c
4xxz
32 m 1
I4=mcm m :c: C
c
4xy2z
141 I4
1
=amd
4 a
4m2
I4
1
=amd a
v
D
4 b 00
1
2
v
D
8 c :2=m:
I4
1
=amd c
v
T
8 d 00
1
2
v
T
8 e 2mm.
I4
1
=amd e
v
D2z
16 f .2.
I4
1
=amd f ::2
v
T2x
16 g ..2
I4
1
=amd g
v
D4xx
16 h .m.
I4
1
=amd h :2:
v
D4xz
32 i 1
I4
1
=amd i :2:
v
D4xz2y
142 I4
1
=acd
8 a
4:: I4=mmm a F
c
8 b 2.22 I4=mmm a 00
1
4
F
c
16 c
1 I4=mmm a 0
1
4
1
8
I
2
16 d 2.. I4=mmm e F
c
2z
16 e .2.
I4
1
=acd e 0
1
4
3
8
4:: I
2
P
c2
1x
16 f ..2
I4
1
=acd f 00
1
4
:2: F
c
2xx
32 g 1
I4
1
=acd g :22 F
c
4xyz
143 P3
1 a 3.. P6=mmm a P[z]
1 b
1
3
2
3
0 P[z]
1 c
2
3
1
3
0 P[z]
3 d 1 P
6 jP3xy[z]
144 P3
1
3 a 1
P3
2
a 3
1
:: P
C
R
Q1xy[z]
145 P3
2
3 a 1
P3
2
a 3
2
:: P
C
R
Q1xy[z]
146 R3 (Hexagonal axes)
3 a 3. R
3ma R[z]
9 b 1
R3 bR3xy[z]
146 R3 (Rhombohedral axes)
1 a 3. R
3ma P[xxx]
3 b 1
R3 bP3yz[xxx]
147 P
3
1 a
3:: P6=mmm a P
1 b 00
1
2
P
2 c 3.. P6=mmm e P2z
2 d 3.. P
3m1 d .2. GE1z
3 e
1 P6=mmm f N
3 f 00
1
2
N
6 g 1
P
3 gP6xyz
148 R
3 (Hexagonal axes)
3 a
3: R
3ma R
3 b 00
1
2
R
6 c 3. R
3mc R2z
9 d
1 R
3me 00
1
2
M
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
862
14. LATTICE COMPLEXES
9 eM
18 f 1
R
3 fR6xyz
148 R
3 (Rhombohedral axes)
1 a
3: R
3ma P
1 b
1
2
1
2
1
2
P
2 c 3. R
3mc P2xxx
3 d
1 R
3me
1
2
1
2
1
2
J
3 eJ
6 f 1
R
3 fP6xyz
149 P312
1 a 3.2 P6=mmm a P
1 b 00
1
2
P
1 c
1
3
2
3
0 P
1 d
1
3
2
3
1
2
P
1 e
2
3
1
3
0 P
1 f
2
3
1
3
1
2
P
2 g 3.. P6 =mmm e P2z
2 h
1
3
2
3
0 P2z
2 i
2
3
1
3
0 P2z
3 j ..2 P
6m2 jP3x
x
3 k 00
1
2
P3x
x
6 l 1
P312 lP3x
x2yz
150 P321
1 a 32. P6=mmm a P
1 b 00
1
2
P
2 c 3.. P6=mmm e P2z
2 d 3.. P
3m1 d .2. GE1z
3 e .2. P
62mf P3x
3 f 00
1
2
P3x
6 g 1
P321 gP3x2yz
151 P3
1
12
3 a ..2
P3
2
12 a 00
1
3
3
1
:: P
C
Q1x
x
3 b 00
5
6
3
1
:: P
C
Q1x
x
6 c 1
P3
2
12 c 00
1
3
3
1
:: P
C
Q1x
x2yz
152 P3
1
21
3 a .2.
P3
2
21 a 00
1
3
3
1
:: P
C
R
Q1x
3 b 00
5
6
3
1
:: P
C
R
Q1x
6 c 1
P3
2
21 c 00
1
3
3
1
:: P
C
R
Q1x2yz
153 P3
2
12
3 a ..2
P3
2
12 a 00
2
3
3
2
:: P
C
Q1x
x
3 b 00
1
6
3
2
:: P
C
Q1x
x
6 c 1
P3
2
12 c 00
2
3
3
2
:: P
C
Q1x
x2yz
154 P3
2
21
3 a .2.
P3
2
21 a 00
2
3
3
2
:: P
C
R
Q1x
3 b 00
1
6
3
2
:: P
C
R
Q1x
6 c 1
P3
2
21 c 00
2
3
3
2
:: P
C
R
Q1x2yz
155 R32 (Hexagonal axes)
3 a 32 R
3ma R
3 b 00
1
2
R
6 c 3. R
3mc R2z
9 d .2
R32 dR3x
9 e 00
1
2
R3x
18 f 1
R32 fR3x2yz
155 R32 (Rhombohedral axes)
1 a 32 R
3ma P
1 b
1
2
1
2
1
2
P
2 c 3. R
3mc P2xxx
3 d .2
R32 dP3x
x
3 e
1
2
1
2
1
2
P3x
x
6 f 1
R32 fP3x
x2yz
156 P3m1
1 a 3m. P6=mmm a P[ z]
1 b
1
3
2
3
0 P[z]
1 c
2
3
1
3
0 P[z]
3 d .m. P
6m2 jP3x
x[z]
6 e 1 P
6m2 lP3x
x2y[z]
157 P31m
1 a 3.mP6=mmm a P[z]
2 b 3.. P6=mmm c G[z]
3 c ..mP
62mf P3x [z]
6 d 1 P
62mj P3x2y[z]
158 P3c1
2 a 3.. P6
=mmm a P
c
[z]
2 b
1
3
2
3
0 P
c
[z]
2 c
2
3
1
3
0 P
c
[z]
6 d 1 P
6c2 k ::2 P
c
3xy[z]
159 P31c
2 a 3.. P6=mmm a P
c
[z]
2 b 3.. P6
3
=mmc c E[z]
6 c 1 P
62ch :2: P
c
3xy[z]
160 R3m (Hexagonal axes)
3 a 3mR
3ma R[z]
9 b .m
R3mb R3x
x[z]
18 c 1
R3mc R3x
x2y[z]
160 R3m (Rhombohedral axes)
1 a 3mR
3ma P[xxx]
3 b.m
R3mb P3z[xxx]
6 c 1
R3mc P3z2y[xxx]
161 R3c (Hexagonal axes)
6 a 3. R
3ma
0
R
c
[z]
18 b 1
R3cb :c
0
R
c
3xy[z]
161 R3c (Rhombohedral axes)
2 a 3. R
3ma I[xxx]
6 b 1
R3cb .nI3yz[xxx]
162 P
31m
1 a
3:mP6=mmm a P
1 b 00
1
2
P
2 c 3.2 P6=mmm c G
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
863
14.2. SYMBOLS AND PROPERTIES OF LATTICE COMPLEXES
2 d 00
1
2
G
2 e 3.mP6=mmm e P2z
3 f ::2=mP6=mmm f N
3 g 00
1
2
N
4 h 3.. P6=mmm h G2z
6 i ..2 P6=mmm l P6x
x
6 j 00
1
2
P6x
x
6 k ..m
P
31mk P6xz
12 l 1
P
31ml P6xz2y
163 P
31c
2 a 3.2 P6=mmm a 00
1
4
P
c
2 b
3:: P6=mmm a P
c
2 c 3.2 P6
3
=mmc c E
2 d 00
1
2
E
4 e 3.. P6=mmm e P
c
2z
4 f 3.. P6
3
=mmc f E2z
6 g
1 P6=mmm f N
c
6 h ..2 P6
3
=mmc h 00
1
4
:2: P
c
3x
x
12 i 1
P
31ci ::cP
c
6xyz
164 P
3m1
1 a
3m: P6=mmm a P
1 b 00
1
2
P
2 c 3m. P6=mmm e P2z
2 d 3m.
P
3m1 d .2. GE1z
3 e :2=m: P6=mmm f N
3 f 00
1
2
N
6 g .2. P6 =mmm j P6x
6 h 00
1
2
P6x
6 i .m.
P
3m1 iP6x
xz
12 j 1
P
3m1 jP6x
xz2y
165 P
3c1
2 a 32. P6=mmm a 00
1
4
P
c
2 b
3:: P6=mmm a P
c
4 c 3.. P6=mmm e P
c
2z
4 d 3.. P
3m1 d :2: GE1z
c
6 e
1 P6=mmm f N
c
6 f .2. P6
3
=mcm g 00
1
4
::2 P
c
3x
12 g 1
P
3c1 g :c: P
c
6xyz
166 R
3m (Hexagonal axes)
3 a
3m
R
3ma R
3 b 00
1
2
R
6 c 3m
R
3mc R2z
9 e :2=m
R
3me M
9 d 00
1
2
M
18 f .2
R
3mf R6x
18 g 00
1
2
R6x
18 h .m
R
3mh R6x
xz
36 i 1
R
3mi R6x
xz2y
166 R
3m (Rhombohedral axes)
1 a
3m
R
3ma P
1 b
1
2
1
2
1
2
P
2 c 3m
R
3mc P2xxx
3 e :2=m
R
3me J
3 d
1
2
1
2
1
2
J
6 f .2
R
3mf P6x
x
6 g
1
2
1
2
1
2
P6x
x
6 h .m
R
3mh P6xxz
12 i 1
R
3mi P6xxz2y
167 R
3c (Hexagonal axes)
6 a 32 R
3ma 00
1
4
0
R
c
6 b
3: R
3ma
0
R
c
12 c 3. R
3mc
0
R
c
2z
18 d
1 R
3me
0
M
c
18 e .2
R
3ce 00
1
4
:c
0
R
c
3x
36 f 1
R
3cf :c
0
R
c
6xyz
167 R
3c (Rhombohedral axes)
2 a 32 R
3ma
1
4
1
4
1
4
I
2 b
3: R
3ma I
4 c 3. R
3mc I2xxx
6 d
1 R
3me J
6 e .2
R
3ce
1
4
1
4
1
4
:nI3x
x
12 f 1
R
3cf .nI6xyz
168 P6
1 a 6.. P6=mmm a P[z]
2 b 3.. P6=mmm c G[z]
3 c 2.. P6=mmm f N[z]
6 d 1 P6=mj P6xy[z]
169 P6
1
6 a 1
P6
1
a 3
1
2
1
:: P
Cc
E
C
Q
c
1xy[z]
170 P6
5
6 a 1
P6
1
a 3
2
2
1
:: P
Cc
E
C
Q
c
1xy[z]
171 P6
2
3 a 2.. P6=mmm a P
C
[z]
3 b 2.. P6
2
22 c
Q[z]
6 c 1
P6
2
c 3
2
:: P
C
2xy[z]
172 P6
4
3 a 2.. P6=mmm a P
C
[z]
3 b 2.. P6
2
22 c
Q[z]
6 c 1
P6
2
c 3
1
:: P
C
2xy[z]
173 P6
3
2 a 3.. P6=mmm a P
c
[z]
2 b 3.. P6
3
=mmc c E[z]
6 c 1 P6
3
=mh 2
1
:: P
c
3xy[z]
174 P
6
1 a
6:: P6=mmm a P
1 b 00
1
2
P
1 c
1
3
2
3
0 P
1 d
1
3
2
3
1
2
P
1 e
2
3
1
3
0 P
1 f
2
3
1
3
1
2
P
2 g 3.. P6=mmm e P2z
2 h
1
3
2
3
0 P2z
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
864
14. LATTICE COMPLEXES
2 i
2
3
1
3
0 P2z
3 jm..
P
6 jP3xy
3 k 00
1
2
P3xy
6 l 1
P
6 lP3xy2z
175 P6=m
1 a 6=m:: P6=mmm a P
1 b 00
1
2
P
2 c
6:: P6=mmm c G
2 d 00
1
2
G
2 e 6.. P6=mmm e P2z
3 f 2=m:: P6=mmm f N
3 g 00
1
2
N
4 h 3.. P6=mmm h G2z
6 i 2.. P6=mmm i N2z
6 jm..
P6=mj P6xy
6 k 00
1
2
P6xy
12 l 1
P6=ml P6xy2z
176 P6
3
=m
2 a
6:: P6=mmm a 00
1
4
P
c
2 b
3:: P6=mmm a P
c
2 c
6:: P6
3
=mmc c E
2 d 00
1
2
E
4 e 3.. P6=mmm e P
c
2z
4 f 3.. P6
3
=mmc f E2z
6 g
1 P6=mmm f N
c
6 hm..
P6
3
=mh 00
1
4
2
1
:: P
c
3xy
12 i 1
P6
3
=mi m:: P
c
6xyz
177 P622
1 a 622 P 6=mmm a P
1 b 00
1
2
P
2 c 3.2 P6=mmm c G
2 d 00
1
2
G
2 e 6.. P6=mmm e P2z
3 f 222 P6=mmm f N
3 g 00
1
2
N
4 h 3.. P6=mmm h G2z
6 i 2.. P6=mmm i N2z
6 j .2. P6=mmm j P6x
6 k 00
1
2
P6x
6 l ..2 P6=mmm l P6x
x
6 m 00
1
2
P6x
x
12 n 1
P622 nP6x2yz
178 P6
1
22
6 a .2.
P6
1
22 a 3
1
:2 P
Cc
Q
c
1x
6 b ..2
P6
1
22 b 00
11
12
3
1
2: P
Cc
E
C
Q
c
1x
x
12 c 1
P6
1
22 c 3
1
:2 P
Cc
Q
c
1x2yz
179 P6
5
22
6 a .2.
P6
1
22 a 3
2
:2 P
Cc
Q
c
1x
6 b ..2
P6
1
22 b 00
1
12
3
2
2: P
Cc
E
C
Q
c
1x
x
12 c 1
P6
1
22 c 3
2
:2 P
Cc
Q
c
1x2yz
180 P6
2
22
3 a 222 P6=mmm a P
C
3 b 00
1
2
P
C
3 c 222
P6
2
22 c
Q
3 d 00
1
2
Q
6 e 2.. P6=mmm e P
C
2z
6 f 2..
P6
2
22 f
Q2z
6 g .2.
P6
2
22 g 3
2
:: P
C
2x
6 h 00
1
2
3
2
:: P
C
2x
6 i ..2
P6
2
22 i 00
1
3
3
2
:: P
C
2x
x
6 j 00
5
6
3
2
:: P
C
2x
x
12 k 1
P6
2
22 k 3
2
:: P
C
2x2yz
181 P6
4
22
3 a 222 P6=mmm a P
C
3 b 00
1
2
P
C
3 c 222
P6
2
22 c
Q
3 d 00
1
2
Q
6 e 2.. P6=mmm e P
C
2z
6 f 2..
P6
2
22 f
Q2z
6 g .2.
P6
2
22 g 3
1
:: P
C
2x
6 h 00
1
2
3
1
:: P
C
2x
6 i ..2
P6
2
22 i 00
2
3
3
1
:: P
C
2x
x
6 j 00
1
6
3
1
:: P
C
2x
x
12 k 1
P6
2
22 k 3
1
:: P
C
2x2yz
182 P6
3
22
2 a 32. P6=mmm a P
c
2 b 3.2 P6=mmm a 00
1
4
P
c
2 c 3.2 P6
3
=mmc c E
2 d 00
1
2
E
4 e 3.. P6=mmm e P
c
2z
4 f 3.. P6
3
=mmc f E2z
6 g .2. P6
3
=mcm g ::2 P
c
3x
6 h ..2 P6
3
=mmc h 00
1
4
:2: P
c
3x
x
12 i 1
P6
3
22 i ::2 P
c
3x2yz
183 P6mm
1 a 6mm P6=mmm a P[z]
2 b 3m. P6=mmm c G[z]
3 c 2mm P6=mmm f N[z]
6 d ..mP6=mmm j P6x[z]
6 e .m. P6=mmm l P6x
x[z]
12 f 1 P6=mmm p P6x2y[z]
184 P6cc
2 a 6.. P6=mmm a P
c
[z]
4 b 3.. P6=mmm c G
c
[z]
6 c 2.. P6=mmm f N
c
[z]
12 d 1 P6=mcc l :c: P
c
6xy[z]
185 P6
3
cm
2 a 3.mP6=mmm a P
c
[z]
4 b 3.. P6=mmm c G
c
[z]
6 c ..mP6
3
=mcm g ::2 P
c
3x[z]
12 d 1 P6
3
=mcm j ::2 P
c
3x2y[z]
186 P6
3
mc
2 a 3m. P6=mmm a P
c
[z]
2 b 3m. P6
3
=mmc c E[z]
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
865
14.2. SYMBOLS AND PROPERTIES OF LATTICE COMPLEXES
6 c .m. P6
3
=mmc h :2: P
c
3x
x[z]
12 d 1 P6
3
=mmc j :2: P
c
3x
x2y[z]
187 P
6m2
1 a
6m2 P6=mmm a P
1 b 00
1
2
P
1 c
1
3
2
3
0 P
1 d
1
3
2
3
1
2
P
1 e
2
3
1
3
0 P
1 f
2
3
1
3
1
2
P
2 g 3m. P6=mmm e P2z
2 h
1
3
2
3
0 P2z
2 i
2
3
1
3
0 P2z
3 jmm2
P
6m2 jP3x
x
3 k 00
1
2
P3x
x
6 lm..
P
6m2 lP3x
x2y
6 m 00
1
2
P3x
x2y
6 n .m.
P
6m2 nP3x
x2z
12 o 1
P
6m2 oP3x
x2y2z
188 P
6c2
2 a 3.2 P6=mmm a P
c
2 c
1
3
2
3
0 P
c
2 e
2
3
1
3
0 P
c
2 b
6:: P6=mmm a 00
1
4
P
c
2 d
1
3
2
3
1
4
P
c
2 f
2
3
1
3
1
4
P
c
4 g 3.. P6=mmm e P
c
2z
4 h
1
3
2
3
0 P
c
2z
4 i
2
3
1
3
0 P
c
2z
6 j ..2 P
6m2 jP
c
3x
x
6 km..
P
6c2 k 00
1
4
::2 P
c
3xy
12 l 1
P
6c2 lm:: P
c
3x
x2yz
189 P
62m
1 a
62mP6=mmm a P
1 b 00
1
2
P
2 c
6:: P6=mmm c G
2 d 00
1
2
G
2 e 3.mP6=mmm e P2z
3 fm2m
P
62mf P3x
3 g 00
1
2
P3x
4 h 3.. P6=mmm h G2z
6 i ..m
P
62mi P3x2z
6 jm..
P
62mj P3x2y
6 k 00
1
2
P3x2y
12 l 1
P
62ml P3x2y2z
190 P
62c
2 a 32. P6=mmm a P
c
2 b
6:: P6=mmm a 00
1
4
P
c
2 c
6:: P6
3
=mmc c E
2 d 00
1
2
E
4 e 3.. P6=mmm e P
c
2z
4 f 3.. P6
3
=mmc f E2z
6 g .2. P
62mf P
c
3x
6 hm..
P
62ch 00
1
4
:2: P
c
3xy
12 i 1
P
62ci m:: P
c
3x2yz
191 P6=mmm
1 a 6=mmm
P6=mmm a P
1 b 00
1
2
P
2 c
6m2
P6=mmm c G
2 d 00
1
2
G
2 e 6mm
P6=mmm e P2z
3 f mmm
P6=mmm f N
3 g 00
1
2
N
4 h 3m.
P6=mmm h G2z
6 i 2mm
P6=mmm i N2z
6 jm2m
P6=mmm j P6x
6 k 00
1
2
P6x
6 lmm2
P6=mmm l P6x
x
6 m 00
1
2
P6x
x
12 n ..m
P6=mmm n P6x2z
12 o .m.
P6=mmm o P6x
x2z
12 pm..
P6=mmm p P6x2y
12 q 00
1
2
P6x2y
24 r 1
P6=mmm r P6x2y2z
192 P6=mcc
2 a 622 P6=mmm a 00
1
4
P
c
2 b 6=m:: P6=mmm a P
c
4 c 3.2 P6=mmm c 00
1
4
G
c
4 d
6:: P6=mmm c G
c
4 e 6.. P6=mmm e P
c
2z
6 f 222 P6=mmm f 00
1
4
N
c
6 g 2=m:: P6=mmm f N
c
8 h 3.. P6=mmm h G
c
2z
12 i 2.. P6=mmm i N
c
2z
12 j .2. P6=mmm j 00
1
4
P
c
6x
12 k ..2 P6=mmm l 00
1
4
P
c
6x
x
12 lm..
P6=mcc l :c: P
c
6xy
24 m 1
P6=mcc m :c: P
c
6xy2z
193 P6
3
=mcm
2 a
62mP6=mmm a 00
1
4
P
c
2 b
3:mP6=mmm a P
c
4 c
6:: P6=mmm c 00
1
4
G
c
4 d 3.2 P6=mmm c G
c
4 e 3.mP6=mmm e P
c
2z
6 f ::2=mP6=mmm f N
c
6 gm2m
P6
3
=mcm g 00
1
4
::2 P
c
3x
8 h 3.. P6=mmm h G
c
2z
12 i ..2 P6=mmm l P
c
6x
x
12 jm..
P6
3
=mcm j 00
1
4
::2 P
c
3x2y
12 k ..m
P6
3
=mcm k m:: P
c
6xz
24 l 1
P6
3
=mcm l m:: P
c
6xz2y
194 P6
3
=mmc
2 a
3m: P6=mmm a P
c
2 b
6m2 P6=mmm a 00
1
4
P
c
2 c
6m2
P6
3
=mmc c E
2 d 00
1
2
E
4 e 3m. P6=mmm e P
c
2z
4 f 3m.
P6
3
=mmc f E2z
6 g :2=m: P6=mmm f N
c
6 hmm2
P6
3
=mmc h 00
1
4
:2: P
c
3x
x
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
866
14. LATTICE COMPLEXES
12 i .2. P6=mmm j P
c
6x
12 jm..
P6
3
=mmc j 00
1
4
:2: P
c
3x
x2y
12 k .m.
P6
3
=mmc k m:: P
c
6x
xz
24 l 1
P6
3
=mmc l m:: P
c
6x
xz2y
195 P23
1 a 23. Pm
3ma P
1 b
1
2
1
2
1
2
P
3 c 222.. Pm
3mc J
3 d
1
2
1
2
1
2
J
4 e .3. P
43me P4 xxx
6 f 2.. Pm
3me P6z
6 i
1
2
1
2
1
2
P6z
6 g 2.. Pm
3 f .3. J2x
6 h
1
2
1
2
1
2
:3: J2x
12 j 1
P23 jP6z2xy
196 F23
4 a 23. Fm
3ma F
4 b
1
2
1
2
1
2
F
4 c
1
4
1
4
1
4
F
4 d
3
4
3
4
3
4
F
16 e .3. F
43me F4xxx
24 f 2.. Fm
3me F6z
24 g
1
4
1
4
1
4
F6z
48 h 1
F23 hF6z2xy
197 I23
2 a 23. Im
3ma I
6 b 222.. Im
3mb J
8 c .3. I
43mc I4xxx
12 d 2.. Im
3me I6z
12 e 2.. Im
3 e :3: J
2x
24 f 1
I23 fI6z2xy
198 P2
1
3
4 a .3.
P2
1
3 a 2
1
2
1
:: FY1xxx
12 b 1
P2
1
3 b 2
1
2
1
:: FY1xxx3yz
199 I2
1
3
8 a .3.
I2
1
3 a 2
1
2
1
:: P
2
Y
1xxx
12 b 2..
I2
1
3 b 2
1
3: SV 1z
24 c 1
I2
1
3 c 2
1
2
1
:: P
2
Y
1xxx3yz
200 Pm
3
1 am
3: Pm
3ma P
1 b
1
2
1
2
1
2
P
3 c mmm.. Pm
3mc J
3 d
1
2
1
2
1
2
J
6 emm2.. Pm
3me P6z
6 h
1
2
1
2
1
2
P6z
6 fmm2..
Pm
3 f .3. J2x
6 g
1
2
1
2
1
2
:3: J2x
8 i .3. Pm
3mg P8xxx
12 jm..
Pm
3 jP6z2x
12 k
1
2
1
2
1
2
P6z2x
24 l 1
Pm
3 lP6z2x2y
201 Pn
3
2 a 23. Im
3ma I
4 b :
3: Fm
3ma
1
4
1
4
1
4
F
4 c
3
4
3
4
3
4
F
6 d 222.. Im
3mb J
8 e .3. Pn
3me ..2 I4xxx
12 f 2.. Im
3me I6z
12 g 2.. Im
3 e :3: J
2x
24 h 1
Pn
3 hn.. I6z2xy
202 Fm
3
4 am
3: Fm
3ma F
4 b
1
2
1
2
1
2
F
8 c 23. Pm
3ma
1
4
1
4
1
4
P
2
24 d 2=m:: Pm
3mc J
2
24 emm2.. Fm
3me F6z
32 f .3. Fm
3mf F8xxx
48 g 2.. Pm
3me
1
4
1
4
1
4
P
2
6z
48 hm..
Fm
3 hF6z2x
96 i 1
Fm
3 iF6z2x2y
203 Fd
3
8 a 23. Fd
3ma D
8 b
1
2
1
2
1
2
D
16 c :
3: Fd
3mc T
16 d
1
2
1
2
1
2
T
32 e .3. Fd
3me ..2 D4xxx
48 f 2.. Fd
3mf D6z
96 g 1
Fd
3 g d.. D6z2xy
204 Im
3
2 am
3: Im
3ma I
6 b mmm.. Im
3mb J
8 c :
3: Pm
3ma
1
4
1
4
1
4
P
2
12 dmm2.. Im
3me I6z
12 emm2..
Im
3 e :3: J
2x
16 f .3. Im
3mf I8xxx
24 gm..
Im
3 gI6z2x
48 h 1
Im
3 hI6z2x2y
205 Pa
3
4 a :
3: Fm
3ma F
4 b
1
2
1
2
1
2
F
8 c .3.
Pa
3 cbc.. F2xxx
24 d 1
Pa
3 dbc.. F6xyz
206 Ia
3
8 a :
3: Pm
3ma P
2
8 b
1
4
1
4
1
4
P
2
16 c .3.
Ia
3 c 22:: P
2
2xxx
24 d 2..
Ia
3 d :
3: J
2
S
V
1x
48 e 1
Ia
3 e 22:: P
2
6xyz
207 P432
1 a 432 Pm
3ma P
1 b
1
2
1
2
1
2
P
3 c 42.2 Pm
3mc J
3 d
1
2
1
2
1
2
J
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
867
14.2. SYMBOLS AND PROPERTIES OF LATTICE COMPLEXES
6 e 4.. Pm
3me P6z
6 f
1
2
1
2
1
2
P6z
8 g .3. Pm
3mg P8xxx
12 h 2.. Pm
3mh .3. J4x
12 i ..2 Pm
3mi P12xx
12 j
1
2
1
2
1
2
P12xx
24 k 1
P432 kP6z4xy
208 P4
2
32
2 a 23. Im
3ma I
4 b .32 Fm
3ma
1
4
1
4
1
4
F
4 c
3
4
3
4
3
4
F
6 d 222.. Im
3mb J
6 e 2.22 Pm
3nc W
6 f
1
2
1
2
1
2
W
8 g .3. Pn
3me ..2 I4xxx
12 h 2.. Im
3me I6z
12 i 2.. Pm
3ng .3. W2z
12 j
1
2
1
2
1
2
:3: W2z
12 k ..2
P4
2
32 k
1
4
1
4
1
4
4
2
:: F3x
x
12 l
3
4
3
4
3
4
4
2
:: F3x
x
24 m 1
P4
2
32 m ..2 I6z2xy
209 F432
4 a 432 Fm
3ma F
4 b
1
2
1
2
1
2
F
8 c 23. Pm
3ma
1
4
1
4
1
4
P
2
24 d 2.22 Pm
3mc J
2
24 e 4.. Fm
3me F6z
32 f .3. Fm
3mf F8xxx
48 g ..2 Fm
3mh F12xx
48 h
1
2
1
2
1
2
F12xx
48 i 2.. Pm
3me
1
4
1
4
1
4
P
2
6z
96 j 1
F432 jF6z4xy
210 F4
1
32
8 a 23. Fd
3ma D
8 b
1
2
1
2
1
2
D
16 c .32 Fd
3mc T
16 d
1
2
1
2
1
2
T
32 e .3. Fd
3me ..2 D4xxx
48 f 2.. Fd
3mf D6z
48 g ..2
F4
1
32 g 22:: T3x
x
96 h 1
F4
1
32 h ..2 D6z2xy
211 I432
2 a 432 Im
3ma I
6 b 42.2 Im
3mb J
8 c .32 Pm
3ma
1
4
1
4
1
4
P
2
12 d 2.22 Im
3md W
12 e 4.. Im
3me I6z
16 f .3. Im
3mf I8xxx
24 g 2.. Im
3mg :3: J
4x
24 h ..2 Im
3mh I12xx
24 i ..2
I432 i
1
4
1
4
1
4
4:: P
2
3x
x
48 j 1
I432 jI6z4xy
212 P4
3
32
4 a .32
P4
3
32 a
Y
4 b
1
2
1
2
1
2
Y
8 c .3.
P4
3
32 c 4
3
::
Y2xxx
12 d ..2
P4
3
32 d 4
3
::
Y3x
x
24 e 1
P4
3
32 e 4
3
::
Y3x
x2yz
213 P4
1
32
4 a .32
P4
3
32 a
1
2
1
2
1
2
Y
4 b
Y
8 c .3.
P4
3
32 c 4
1
::
Y2xxx
12 d ..2
P4
3
32 d 4
1
::
Y3x
x
24 e 1
P4
3
32 e 4
1
::
Y3x
x2yz
214 I4
1
32
8 a .32
I4
1
32 a
Y
8 b
Y
12 c 2.22
I4
1
32 c
V
12 d
V
16 e .3.
I4
1
32 e 22:: Y
2xxx
24 f 2..
I4
1
32 f .3. V2z
24 h ..2
I4
1
32 h 4
3
::
Y
3x
x
24 g 4
1
::
Y
3x
x
48 i 1
I4
1
32 i 22:: Y
3x
x2yz
215 P
43m
1 a
43mPm
3ma P
1 b
1
2
1
2
1
2
P
3 c
42:mPm
3mc J
3 d
1
2
1
2
1
2
J
4 e .3m
P
43me P4xxx
6 f 2.mm Pm
3me P6z
6 g
1
2
1
2
1
2
P6z
12 h 2.. Pm
3mh .3. J4x
12 i ..m
P
43mi P6z2xx
24 j 1
P
43mj P6z2xx2y
216 F
43m
4 a
43mFm
3ma F
4 b
1
2
1
2
1
2
F
4 c
1
4
1
4
1
4
F
4 d
3
4
3
4
3
4
F
16 e .3m
F
43me F4xxx
24 f 2.mm Fm
3me F6z
24 g
1
4
1
4
1
4
F6z
48 h ..m
F
43mh F6z2xx
96 i 1
F
43mi F6z2xx2y
217 I
43m
2 a
43mIm
3ma I
6 b
42:mIm
3mb J
8 c .3m
I
43mc I4xxx
12 d
4:: Im
3md W
12 e 2.mm Im
3me I6z
24 f 2.. Im
3mg :3: J
4x
24 g ..m
I
43mg I6z2xx
48 h 1
I
43mh I6z2xx2y
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
868
14. LATTICE COMPLEXES
218 P
43n
2 a 23. Im
3ma I
6 b 222.. Im
3mb J
6 c
4:: Pm
3nc
1
2
1
2
1
2
W
6 dW
8 e .3. I
43mc I4xxx
12 f 2.. Im
3me I6z
12 g 2.. Pm
3ng
1
2
1
2
1
2
:3: W2z
12 h .3. W2z
24 i 1
P
43n i ..c I6z2xy
219 F
43c
8 a 23. Pm
3ma P
2
8 b
1
4
1
4
1
4
P
2
24 c
4:: Pm
3mc J
2
24 d
1
4
1
4
1
4
J
2
32 e .3. P
43me P
2
4xxx
48 f 2.. Pm
3me P
2
6z
48 g
1
4
1
4
1
4
P
2
6z
96 h 1
F
43ch ::nP
2
6z2xy
220 I
43d
12 a
4::
I
43da S
12 b
0
S
16 c .3.
I
43dc
4:: I
2
Y
1xxx
24 d 2..
I
43dd .3. S2z
48 e 1
I
43de .3dS4xyz
221 Pm
3m
1 am
3m
Pm
3ma P
1 b
1
2
1
2
1
2
P
3 c 4=mm:m
Pm
3mc J
3 d
1
2
1
2
1
2
J
6 e 4m.m
Pm
3me P6z
6 f
1
2
1
2
1
2
P6z
8 g .3m
Pm
3mg P8xxx
12 hmm2..
Pm
3mh .3. J4x
12 im.m2
Pm
3mi P12xx
12 j
1
2
1
2
1
2
P12xx
24 km..
Pm
3mk P6z4x
24 l
1
2
1
2
1
2
P6z4x
24 m ..m
Pm
3mm P6z4xx
48 n 1
Pm
3mn P6z4x2y
222 Pn
3n
2 a 432 Im
3ma I
6 b 42.2 Im
3mb J
8 c :
3: Pm
3ma
1
4
1
4
1
4
P
2
12 d
4:: Im
3md W
12 e 4.. Im
3me I6z
16 f .3. Im
3mf I8xxx
24 g 2.. Im
3mg :3: J
4x
24 h ..2 Im
3mh I12xx
48 i 1
Pn
3ni n.. I6z4xy
223 Pm
3n
2 am
3: Im
3ma I
6 b mmm.. Im
3mb J
6 c
4m:2
Pm
3nc W
6 d
1
2
1
2
1
2
W
8 e .32 Pm
3ma
1
4
1
4
1
4
P
2
12 fmm2.. Im
3me I6z
12 gmm2..
Pm
3ng .3. W2z
12 h
1
2
1
2
1
2
:3: W2z
16 i .3. Im
3mf I8xxx
24 j ..2
Pm
3nj .3. W4xx
24 km..
Pm
3nk ..2 I6z2x
48 l 1
Pm
3nl ..2 I6z2x2y
224 Pn
3m
2 a
43mIm
3ma I
4 b :
3mFm
3ma
1
4
1
4
1
4
F
4 c
3
4
3
4
3
4
F
6 d
42:mIm
3mb J
8 e .3m
Pn
3me ..2 I4xxx
12 f 2.22 Im
3md W
12 g 2.mm Im
3me I6z
24 h 2.. Im
3mg :3: J
4x
24 i ..2
Pn
3mi
1
4
1
4
1
4
4:: F6x
x
24 j
3
4
3
4
3
4
4:: F6x
x
24 k ..m
Pn
3mk ..2 I6z2xx
48 l 1
Pn
3ml ..2 I6z2xx2y
225 Fm
3m
4 am
3m
Fm
3ma F
4 b
1
2
1
2
1
2
F
8 c
43mPm
3ma
1
4
1
4
1
4
P
2
24 dm.mm Pm
3mc J
2
24 e 4m.m
Fm
3me F6z
32 f .3m
Fm
3mf F8xxx
48 g 2.mm Pm
3me
1
4
1
4
1
4
P
2
6z
48 hm.m2
Fm
3mh F12xx
48 i
1
2
1
2
1
2
F12xx
96 jm..
Fm
3mj F6z4x
96 k ..m
Fm
3mk F6z4xx
192 l 1
Fm
3ml F6z4x2y
226 Fm
3c
8 a 432 Pm
3ma
1
4
1
4
1
4
P
2
8 bm
3: Pm
3ma P
2
24 c
4m:2 Pm
3mc
1
4
1
4
1
4
J
2
24 d 4=m:: Pm
3mc J
2
48 emm2.. Pm
3me P
2
6z
48 f 4.. Pm
3me
1
4
1
4
1
4
P
2
6z
64 g .3. Pm
3mg P
2
8xxx
96 h ..2 Pm
3mi
1
4
1
4
1
4
P
2
12xx
96 im..
Fm
3ci ::2 P
2
6z2x
192 j 1
Fm
3cj ::2 P
2
6z2x2y
227 Fd
3m
8 a
43m
Fd
3ma D
8 b
1
2
1
2
1
2
D
16 c :
3m
Fd
3mc T
16 d
1
2
1
2
1
2
T
32 e .3m
Fd
3me ..2 D4xxx
48 f 2.mm
Fd
3mf D6z
Table 14.2.3.2. Space groups: assignment of Wyckoff positions to Wyckoff sets and to lattice complexes (cont.)
869
14.2. SYMBOLS AND PROPERTIES OF LATTICE COMPLEXES