[WIEN] DOS question
Jorissen Kevin
Kevin.Jorissen at ua.ac.be
Fri Nov 7 16:30:34 CET 2003
Okay, I see my error now. So the only thing containing Dlm-like stuff is the xqtl-matrix. Plotting the DOS constructed from the 'Dlm' coefficients together with the (exact) A,B,C DOS that you discuss below, there are indeed some differences (though quite small). Everything seems to be clear now.
I apologize in case I confused anyone apart from myself :-)
Kevin.
PS I will look again at those crazy numbers I posted a few days ago, and 'hope' to find some mistake in what I did there.
-----Oorspronkelijk bericht-----
Van: Peter Blaha [mailto:pblaha at zeus.theochem.tuwien.ac.at]
Verzonden: do 11/6/2003 2:40
Aan: wien at zeus.theochem.tuwien.ac.at
CC:
Onderwerp: RE: [WIEN] DOS question
> So partial charges are from A,B,C, like I thought. But for DOS, we change to : psi(r) = Dlm U(r) instead of psi(r) = Alm u1(r) + Blm u2(r) + Clm u3(r), right? Shouldn't the Dlm be r-dependent in general, and isn't this neglected (or rather, averaged out)? That's what I was thinking of.
For the DOS we are using partial charges!!! q_lm, and those q_lm are from
int( psi^2 ), with psi=alm.u + blm.u-dot + clm.u2
Thus this is exact.
What you are refering to is the calculation of TELNES. Here we need for
some matrix elements the wavefunctions (not the density!) and here
we are rewriting this in terms of psi(r)= D_lm U(r,E). This is an
approximation.
Regards
P.Blaha
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