Hello Zhenglu,
sorry for the delayed reply. Thank you for your suggestion. I tried using the sg15 pseudopotentials.
The results did not change a lot.
Below I attach the results from the eqp1.dat file
1 0.000000000 0.000000000 0.000000000 16
2 1 91 3.244940409 1.805711202
3 1 92 3.244940409 1.805711202
4 1 93 3.252149038 1.945145039
5 1 94 3.626296896 2.830125163
6 1 95 4.348089923 2.866918157
7 1 96 4.707048836 6.376881094
8 1 97 4.758331077 6.394414272
9 1 98 4.758331077 6.394414272
10 2 91 3.245037157 1.655665112
11 2 92 3.245037157 1.655665112
12 2 93 3.252308614 1.561338626
13 2 94 3.626132654 3.252223212
14 2 95 4.348208997 3.391008373
15 2 96 4.706876003 8.200631631
16 2 97 4.758151807 8.227881337
17 2 98 4.758151807 8.227881337
Again the spin up and spin down energies are different on the GW level.
I have thought about this problem and I wanted to share my two working theories to why this might happening. Feel free to comment on them
1) The DFT energies of the spin up and spin down states are the same up to the 4th or 5th decimal place. Since GW is a perturbative method, is it possible that this small difference on the DFT level causes a large difference on the GW level ?
2) The system is not in the correct ground state. I am studying a double perovskite in the Fm3m symmetry group. The conventional unit cell has 40 atoms and the primitive has 10. On the primitive unit cell I can only test a ferromagnetic configuration. To test the antiferromagnetic configuration I used the findsym website to create a 20 atom unit cell for computational convenience. Is it possible that I have to exclusively test the Fm3m conventional unit cell for these calculations because experimentally this is the "correct" ground state ?
In terms of convergence, for epsilon I am using the plasmon pole model, and the dielectric constant is converged within 0.01
Any suggestions would be greatly appreciated.
Thank in advance
All the best,
Kostas