Determines an approximate, average, local potential and associated effective orbital energies by minimizing the deviance from local Schrödinger equations, i.e. by self-consistently solving the simultaneous equations of:
Its evaluation is deactivated (hardcoded) by default, since the practical value for users is very limited. For developers on the other hand, especially when implementing new hybrid functionals, this is a handy tool for sanity-checking.
Determines an approximate, average, local potential and associated effective orbital energies by minimizing the deviance from local Schrödinger equations, i.e. by self-consistently solving the simultaneous equations of:
Roi Baer, Ester Livshits, and Ulrike Salzner. “Tuned Range-Separated Hybrids in Density Functional Theory”. In: Annu. Rev. Phys. Chem. 61.1 (2010), pp. 85–109.
Its evaluation is deactivated (hardcoded) by default, since the practical value for users is very limited. For developers on the other hand, especially when implementing new hybrid functionals, this is a handy tool for sanity-checking.