4.6 Article

Analysis of Recent BLYP- and PBE-Based Range-Separated Double-Hybrid Density Functional Approximations for Main-Group Thermochemistry, Kinetics, and Noncovalent Interactions

Journal

JOURNAL OF PHYSICAL CHEMISTRY A
Volume 125, Issue 18, Pages 4026-4035

Publisher

AMER CHEMICAL SOC
DOI: 10.1021/acs.jpca.1c02549

Keywords

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Funding

  1. University of Melbourne
  2. Australian Government
  3. Melbourne Research Scholarship
  4. Research Platform Services (ResPlat) at The University of Melbourne [punim0094]
  5. NCI LIEF Grant [LE190100021]

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The study investigated the effects of range separation of exchange energy on electronic ground-state properties for double-hybrid density functionals (DHDFs), observing that specific range-separated functionals can sometimes outperform their global counterparts, but range separation alone does not guarantee overall improved results. It was also noted that BLYP-based functionals generally perform better than PBE-based functionals.
We investigate the effects of range separation of the exchange energy on electronic ground-state properties for recently published double-hybrid density functionals (DHDFs) with the extensive GMTKN55 database for general main-group thermochemistry, kinetics, and noncovalent interactions. We include the semiempirical range-separated DHDFs omega B2PLYP and omega B2GP-PLYP developed by our group for excitation energies, together with their ground-state-parametrized variants, which we denote herein as omega B2PLYP18 and omega B2GP-PLYP18. We also include the nonempirical range-separated DHDFs RSX-0DH and RSX-QIDH. For all six DHDFs, damping parameters for the DFT-D3 dispersion correction (and for its DFT-D4 variant) are presented. We comment on when the range-separated functionals can be more beneficial than their global counterparts and conclude that range separation alone is no guarantee for overall improved results. We observe that the BLYP-based functionals generally outperform the PBE-based functionals. We finally note that the best- performing DHDFs for GMTKNSS are still the semiempirical range-separated double hybrids omega DSD3-PBEP86-D4 and omega DSD72-PBEP86-D4, the former of which includes a third-order perturbative correlation term in addition to the more conventional secondorder perturbation that DHDFs are based upon.

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