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Magnetic Point Group Tables of 6/m' (#23.4.85)


Useful data about magnetic point group 6/m'


Number of elements of the group (order): 12
This group is centrosymmetric
This group is not polar
This group is not compatible with ferromagnetism


Symmetry operations of the group


N (x,y,z) form matrix form Seitz symbol
1 x,y,z, +1
mx,my,mz
(
  1  0  0  
  0  1  0  
  0  0  1
)
 1
2 x-y,x,z, +1
mx-my,mx,mz
(
  1  -1  0  
  1  0  0  
  0  0  1
)
 6z
3 -y,x-y,z, +1
-my,mx-my,mz
(
  0  -1  0  
  1  -1  0  
  0  0  1
)
 3z
4 -x,-y,z, +1
-mx,-my,mz
(
  -1  0  0  
  0  -1  0  
  0  0  1
)
 2z
5 -x+y,-x,z, +1
-mx+my,-mx,mz
(
  -1  1  0  
  -1  0  0  
  0  0  1
)
 3z-1
6 y,-x+y,z, +1
my,-mx+my,mz
(
  0  1  0  
  -1  1  0  
  0  0  1
)
 6z-1
7 -x,-y,-z, -1
-mx,-my,-mz
(
  -1  0  0  
  0  -1  0  
  0  0  -1
)'
 -1'
8 -x+y,-x,-z, -1
-mx+my,-mx,-mz
(
  -1  1  0  
  -1  0  0  
  0  0  -1
)'
 -6z'
9 y,-x+y,-z, -1
my,-mx+my,-mz
(
  0  1  0  
  -1  1  0  
  0  0  -1
)'
 -3z'
10 x,y,-z, -1
mx,my,-mz
(
  1  0  0  
  0  1  0  
  0  0  -1
)'
 mz'
11 x-y,x,-z, -1
mx-my,mx,-mz
(
  1  -1  0  
  1  0  0  
  0  0  -1
)'
 -3z-1'
12 -y,x-y,-z, -1
-my,mx-my,-mz
(
  0  -1  0  
  1  -1  0  
  0  0  -1
)'
 -6z-1'

Subgroups Table

Symmetry-adapted form of material tensors for the magnetic point group 6/m' (#23.4.85) via MTENSOR


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