Extending recent
developments on strong-correlation (sc) corrections
to local hybrid functionals to the recent accurate ωLH22t range-separated
local hybrid, a series of highly flexible strong-correlation-corrected
range-separated local hybrids (scRSLHs) has been constructed and evaluated.
This has required the position-dependent reduction of both short-
and long-range exact-exchange admixtures in regions of space characterized
by strong static correlations. Using damping procedures provides scRSLHs
that retain largely the excellent performance of ωLH22t for
weakly correlated situations and, in particular, for accurate quasiparticle
energies of a wide variety of systems while reducing dramatically
static-correlation errors, e.g., in stretched-bond situations. An
additional correction to the local mixing function to reduce delocalization
errors in abnormal open-shell situations provides further improvements
in thermochemical and kinetic parameters, making scRSLH functionals
such as ωLH23tdE or ωLH23tdP promising tools for complex
molecular or condensed-phase systems, where low fractional-charge
and fractional-spin errors are simultaneously important. The proposed
rung 4 functionals thereby largely escape the usual zero-sum game
between these two quantities and are expected to open new areas of
accurate computations by Kohn–Sham DFT. At the same time, they
require essentially no extra computational effort over the underlying
ωLH22t functional, which means that their use is only moderately
more demanding than that of global, local, or range-separated hybrid
functionals.