Point group symmetry of a space group
Posted: Thu Jun 25, 2020 3:37 pm
Hi,
I am trying to find out the point group associated with the space group of a crystal. In the OUTCAR file, vasp writes the following:
"The static configuration has the point symmetry S_2 .
The point group associated with its full space group is C_2h.
The dynamic configuration has the point symmetry S_2 .
The point group associated with its full space group is C_2h."
I have checked the group table, which shows that the S_2 point group has two symmetry operators and C_2h has four symmetry operators. When I visualize the POSCAR file, I don't see any mirror plane.
I am wondering if anyone could please explain which point group I should consider to explain the results.
Thanks,
Fhokrul
I am trying to find out the point group associated with the space group of a crystal. In the OUTCAR file, vasp writes the following:
"The static configuration has the point symmetry S_2 .
The point group associated with its full space group is C_2h.
The dynamic configuration has the point symmetry S_2 .
The point group associated with its full space group is C_2h."
I have checked the group table, which shows that the S_2 point group has two symmetry operators and C_2h has four symmetry operators. When I visualize the POSCAR file, I don't see any mirror plane.
I am wondering if anyone could please explain which point group I should consider to explain the results.
Thanks,
Fhokrul