Table of Magnetic Space Group Symbols

Bilbao Crystallographic Server

Table of Magnetic Space Group Symbols

Help

P_2c-3m'1 [#164.7.1321] (Type: 4 -- Type IV (klassengleiche))

[BNS: P_c-3c1] #165.96

Wyckoff Positions of Group 164.7.1321 (P_2c-3m'1)

Multiplicity

Wyckoff
letter

Coordinates

24

j

(x,y,z \| m_x,m_y,m_z)	(-y,x-y,z \| -m_y,m_x-m_y,m_z)	(-x+y,-x,z \| -m_x+m_y,-m_x,m_z)
(x-y,-y,-z+1 \| m_x-m_y,-m_y,-m_z)	(y,x,-z+1 \| m_y,m_x,-m_z)	(-x,-x+y,-z+1 \| -m_x,-m_x+m_y,-m_z)
(-x,-y,-z \| m_x,m_y,m_z)	(y,-x+y,-z \| -m_y,m_x-m_y,m_z)	(x-y,x,-z \| -m_x+m_y,-m_x,m_z)
(-x+y,y,z+1 \| m_x-m_y,-m_y,-m_z)	(-y,-x,z+1 \| m_y,m_x,-m_z)	(x,x-y,z+1 \| -m_x,-m_x+m_y,-m_z)
(x,y,z+1 \| -m_x,-m_y,-m_z)	(-y,x-y,z+1 \| m_y,-m_x+m_y,-m_z)	(-x+y,-x,z+1 \| m_x-m_y,m_x,-m_z)
(x-y,-y,-z \| -m_x+m_y,m_y,m_z)	(y,x,-z \| -m_y,-m_x,m_z)	(-x,-x+y,-z \| m_x,m_x-m_y,m_z)
(-x,-y,-z+1 \| -m_x,-m_y,-m_z)	(y,-x+y,-z+1 \| m_y,-m_x+m_y,-m_z)	(x-y,x,-z+1 \| m_x-m_y,m_x,-m_z)
(-x+y,y,z \| -m_x+m_y,m_y,m_z)	(-y,-x,z \| -m_y,-m_x,m_z)	(x,x-y,z \| m_x,m_x-m_y,m_z)

12

i

(x,-x,z \| m_x,-m_x,m_z)	(x,2x,z \| m_x,2m_x,m_z)	(-2x,-x,z \| -2m_x,-m_x,m_z)
(2x,x,-z+1 \| 2m_x,m_x,-m_z)	(-x,x,-z+1 \| -m_x,m_x,-m_z)	(-x,-2x,-z+1 \| -m_x,-2m_x,-m_z)
(-x,x,-z \| m_x,-m_x,m_z)	(-x,-2x,-z \| m_x,2m_x,m_z)	(2x,x,-z \| -2m_x,-m_x,m_z)
(-2x,-x,z+1 \| 2m_x,m_x,-m_z)	(x,-x,z+1 \| -m_x,m_x,-m_z)	(x,2x,z+1 \| -m_x,-2m_x,-m_z)

12

h

(x,0,1/2 \| m_x,0,0)	(0,x,1/2 \| 0,m_x,0)	(-x,-x,1/2 \| -m_x,-m_x,0)
(-x,0,-1/2 \| m_x,0,0)	(0,-x,-1/2 \| 0,m_x,0)	(x,x,-1/2 \| -m_x,-m_x,0)
(x,0,3/2 \| -m_x,0,0)	(0,x,3/2 \| 0,-m_x,0)	(-x,-x,3/2 \| m_x,m_x,0)
(-x,0,1/2 \| -m_x,0,0)	(0,-x,1/2 \| 0,-m_x,0)	(x,x,1/2 \| m_x,m_x,0)

12

g

(x,0,0 \| m_x,2m_x,m_z)	(0,x,0 \| -2m_x,-m_x,m_z)	(-x,-x,0 \| m_x,-m_x,m_z)
(x,0,1 \| -m_x,-2m_x,-m_z)	(0,x,1 \| 2m_x,m_x,-m_z)	(-x,-x,1 \| -m_x,m_x,-m_z)
(-x,0,0 \| m_x,2m_x,m_z)	(0,-x,0 \| -2m_x,-m_x,m_z)	(x,x,0 \| m_x,-m_x,m_z)
(-x,0,1 \| -m_x,-2m_x,-m_z)	(0,-x,1 \| 2m_x,m_x,-m_z)	(x,x,1 \| -m_x,m_x,-m_z)

6

f

(1/2,0,1/2 \| 0,0,0)	(0,1/2,1/2 \| 0,0,0)	(-1/2,-1/2,1/2 \| 0,0,0)
(-1/2,0,-1/2 \| 0,0,0)	(0,-1/2,-1/2 \| 0,0,0)	(1/2,1/2,-1/2 \| 0,0,0)

6

e

(1/2,0,0 \| m_x,2m_x,m_z)	(0,1/2,0 \| -2m_x,-m_x,m_z)	(-1/2,-1/2,0 \| m_x,-m_x,m_z)
(1/2,0,1 \| -m_x,-2m_x,-m_z)	(0,1/2,1 \| 2m_x,m_x,-m_z)	(-1/2,-1/2,1 \| -m_x,m_x,-m_z)

4

d

(1/3,2/3,z \| 0,0,m_z)	(-1/3,-2/3,-z+1 \| 0,0,-m_z)	(-1/3,-2/3,-z \| 0,0,m_z)
(1/3,2/3,z+1 \| 0,0,-m_z)

4

c

(0,0,z \| 0,0,m_z)	(0,0,-z+1 \| 0,0,-m_z)	(0,0,-z \| 0,0,m_z)
(0,0,z+1 \| 0,0,-m_z)

2

b

(0,0,1/2 | 0,0,0)

(0,0,-1/2 | 0,0,0)

2

a

(0,0,0 | 0,0,m_z)

(0,0,1 | 0,0,-m_z)

Go to the operators of (P_2c-3m'1)
Go to the extinction rules of 165.96 (P_c-3c1) ← Corresponding space group in BNS settings

Back to the list of magnetic space groups derived from P-3c1
Back to the list of Magnetic Space Groups

Bilbao Crystallographic Server
http://www.cryst.ehu.es

For comments, please mail to
administrador.bcs@ehu.es