I am attempting to understand the state-projected DOS written to the DOSCAR (e.g., when using LORBIT=11) and the total charge from the OUTCAR.

I am looking at Ru (hcp structure, 2 atoms in unit cell) with three different PBE-pseudopotentials: Ru, Ru_pv, Ru_sv

Here is my INCAR:

ENCUT=520

PREC=Accurate

EDIFF=1.e-7

EDIFFG=1.e-5

LREAL=Auto

ROPT=1.e-4

ISMEAR=-5

ISPIN=2

LORBIT=11

MAGMOM= 2*1.

KSPACING=0.1

KGAMMA=.TRUE.

NEDOS=9999

When I look at the total charge in the OUTCAR, I get

Ru:

# of ion s p d tot

------------------------------------------

1 0.618 0.775 6.546 7.939

2 0.618 0.775 6.546 7.939

--------------------------------------------------

tot 1.236 1.550 13.091 15.877

Ru_pv

# of ion s p d tot

------------------------------------------

1 0.394 6.295 5.919 12.608

2 0.394 6.295 5.919 12.608

--------------------------------------------------

tot 0.788 12.590 11.838 25.216

Ru_sv

# of ion s p d tot

------------------------------------------

1 2.216 6.097 5.276 13.589

2 2.216 6.097 5.276 13.589

--------------------------------------------------

tot 4.433 12.193 10.552 27.178

I do understand the case of Ru. However, I do not understand why adding the 3p-states reduces the occupation of s- and d-states, and why for Ru_sv the d-state occupation reduces further. In addition, the total charge agrees with the total number of electrons for Ru, but why does it not when I add the low-lying s- and p-states?

Also, the total DOS-plot near the Fermi energy agrees almost perfectly for these three potentials. However, when I plot the partial DOS from the DOSCAR, I get the attached plot for the s-states. The three curves agree very well in shape, but the area becomes smaller for Ru_pv and even smaller for Ru_sv.

I do understand that projected states need not add up to the number of electrons in general (because electrons in the conduction band may not overlap well with atomic states), but I do not understand why the addition of low-lying states causes this change in the charges and the DOS level, although the shape of the DOS remains almost unchanged. (As does the total DOS which looks almost exactly the same for the three potentials.) Any help would be appreciated.

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