[Wien] Fermi surface not 4 fold symmetric for a cubic material with space group Pm3m
Peter Blaha
pblaha at theochem.tuwien.ac.at
Mon Nov 5 11:40:41 CET 2018
One needs more information.
Just a few possibilities:
I do NOT understand how you did a "nonmagnetic" GGA+U calculation. It
works ONLY in spinpolarized mode (but of course you can restrict the
spin to zero)
Make sure that you do NOT use a shifted k-mesh for FS calculation.
And make sure you create the k-mesh ALWAYS with the -so switch
Of course, after initso, the symmetry MUST BE REDUCED (no longer Pm3m
and 48 symmetry operations). The exact symmetry depends on the direction
of magnetization.
Regards
On 11/5/18 8:53 AM, Anup Shakya wrote:
> Dear All,
> I have done non-magnetic GGA+SOC+U calculations with U and J for a
> material containing rare earth element. Without SOC and U the Fermi
> surface is 4 fold symmetric but when I performed GGA+SOC+U calculations
> the Fermi surface is not 4 fold symmetric. Before applying SOC the
> position of the atoms were as follows:
> Atom X Mult =1 0.0 0.0 0.0
> Atom Y Mult 6 0.207 0.5 0.5
> After SOC the a,b,c values and the symmetry i.e, Pm3m is the same as
> before but now the Y positions has split into two non-equivalent atoms
> as shown below.
> Atom Y 2 Mult 4 0.207 0.5 0.5
> Atom Y 3 Mult 2 0.5 0.5 0.207.
> The position and the multiplicity of X atom is unchanged. I think
> probably because of SOC the equivalent atoms have changed into
> non-equivalent atoms and led to the anisotropy in the band structure
> along the G-X and X-G direction and also 4 fold symmetry is not there in
> the Fermi surface calculations. But if I want to compare the obtained
> band structure or the Fermi surface with the ARPES results then it
> doesn't make sense because the Fermi surface should be 4 fold symmetric.
> I do not know what to do. If you need any more information then please
> let me know. Please provide some suggestions as to preserve the 4 fold
> symmetry along with GGA+SOC+U calculations. Any suggestion would be very
> much valuable for me.
>
> Sincerely,
> Anup Pradhan Sakhya,
> TIFR, India
>
>
>
>
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--
P.Blaha
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