lapwdm rns completely independent of lapw2, except that it normally uses the weight files from lapw2 to know which states are occupied and which are empty, i.e. over which states it sum.

With the weigth-trick you do not do a summation, but have the contribution of only one state (eigenvalue).

At the begining I just putted all weights in this file to zero. Then I was consequently changing the weight for only one eigenvalue by the value of its original weight. As a result, I have noticed that some eigenstates possess zero values for all spin projections (it should be noted that I entered all possible orbitals in case.indmc). I’m confused about the meaning of zero spin values. I thought that result of lapwdm represents some product of the charge contributions, that are usually calculated by lapw 2, and spin polarization values that reflects the relative ratio of spin projections. Now I’m just confused about interpreting sx,sy,sz values for a certain (E,k)-state.

Sincerely yours,
Artem Tarasov
Department of Solid State Electronics
SPSU.

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