Gradient Corrections
Hi,
I am thinking about adding gradient corrections to a density functional
code that works with numerical atomic type orbitals. Given that there are
a number of functionals in the literature, I would welcome suggestions of
where to start. Note that I cannot include any exact exchange since it is
too expensive to evaluate the integrals with numerical orbitals.
In particular, questions that come to mind are:
1) Is exchange better described by gradient corrections than correlation
(i.e. would implementing just Becke exchange be a worthwhile move)?
2) Is the correct choice of functional very problem dependent? Is there
one choice that gives better *overall* results than the others?
3) Are there other methodologies for improving on LDA besides gradient
corrections? If so, what (dis)advantages do they have?
Cheers,
Andrew
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Andrew Horsfield e-mail: horsfield-: at :-fecit.co.uk
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