Optimally tuned range-separated hybrid van der Waals density functional for molecular binding and quasiparticle characterizations

We introduce and illustrate use of two closely related range-separated hybrid (RSH) van der Waals density functionals (vdW-DFs), denoted AHBR-mRSH and AHBR-mRSH*, for total-energy and quasiparticle characterizations of molecules using generalized Kohn-Sham (gKS) density functional theory (DFT). For comparison, we also introduce and document a traditional design for a long-range corrected (LRC) vdW-DF, denoted 'B86R-LRC'. All three new vdW-DFs set the exchange potential as free of asymptotic screening in the coupling between the electron and its associated exchange hole. Our two AHBR-mRSHs are key members of a broader class 'AHBR-mRSH(<i>γ</i>)' defined by an inverse length scale<i>γ</i>for a crossover in weighting short- and long-ranged exchange contributions; we obtain a highly accurate predictor of general molecular-energy differences by keeping<i>γ</i> = 0.106 (inverse Bohr) deliberately fixed in AHBR-mRSH. We obtain an optimally tuned (OT) form AHBR-mRSH* = AHBR-mRSH(γ∗) by computing a plausible value ofγ∗for specific types of systems. This AHBR-mRSH* permits characterizations of molecular quasiparticles and generalizes (1) the existing 'OT-RSH' (Stein<i>et al</i>2010<i>Phys. Rev. Lett.</i><b>105</b>266802; Rafaely-Abramson<i>et al</i>2012<i>Phys. Rev. Lett.</i><b>109</b>226405) approach by a systematic inclusion of truly nonlocal correlations, and (2) more traditional LRC forms (e.g. B86R-LRC) by setting the short-range exchange description as in vdW-DF2-ahbr (Shukla<i>et al</i>2022<i>Phys. Rev. X</i><b>12</b>041003).<i>Importantly,</i>we may view AHBR-mRSH and AHBR-mRSH* as internally consistent functionals for gKS-DFT, being simultaneously accurate on molecular energies and quasiparticles. This is possible because the 'AHBR-mRSH(<i>γ</i>)' class has enough transferability to almost always limit adverse impacts of tuning<i>γ</i>, as tested here on the GMTKN55 benchmark suite (Goerigk<i>et al</i>2017<i>Phys. Chem. Chem. Phys.</i><b>19</b>32184). We find that AHBR-mRSH generally outperforms B86R-LRC on molecular problems. To illustrate usage, we complete the OT design of an AHBR-mRSH* for nucleobases and show that it provides quasiparticle predictions that are in good agreement with both literature theory and experimental values for adenine, thymine, cytosine, and guanine.

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Journal
Journal of Physics Condensed Matter
Published
2025-04-25
DOI
https://doi.org/10.1088/1361-648x/add0fd
Primary Topic
Advanced Chemical Physics Studies
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article
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article

Optimally tuned range-separated hybrid van der Waals density functional for molecular binding and quasiparticle characterizations

Raúl Quintero-Monsebaiz, Yang Jiao, Elsebeth Schröder, Per Hyldgaard
Journal of Physics Condensed Matter
Advanced Chemical Physics Studies
article

Optimally tuned range-separated hybrid van der Waals density functional for molecular binding and quasiparticle characterizations

Raúl Quintero-Monsebaiz, Yang Jiao, Elsebeth Schröder, Per Hyldgaard
article en

Abstract

We introduce and illustrate use of two closely related range-separated hybrid (RSH) van der Waals density functionals (vdW-DFs), denoted AHBR-mRSH and AHBR-mRSH*, for total-energy and quasiparticle characterizations of molecules using generalized Kohn-Sham (gKS) density functional theory (DFT). For comparison, we also introduce and document a traditional design for a long-range corrected (LRC) vdW-DF, denoted 'B86R-LRC'. All three new vdW-DFs set the exchange potential as free of asymptotic screening in the coupling between the electron and its associated exchange hole. Our two AHBR-mRSHs are key members of a broader class 'AHBR-mRSH(<i>γ</i>)' defined by an inverse length scale<i>γ</i>for a crossover in weighting short- and long-ranged exchange contributions; we obtain a highly accurate predictor of general molecular-energy differences by keeping<i>γ</i> = 0.106 (inverse Bohr) deliberately fixed in AHBR-mRSH. We obtain an optimally tuned (OT) form AHBR-mRSH* = AHBR-mRSH(γ∗) by computing a plausible value ofγ∗for specific types of systems. This AHBR-mRSH* permits characterizations of molecular quasiparticles and generalizes (1) the existing 'OT-RSH' (Stein<i>et al</i>2010<i>Phys. Rev. Lett.</i><b>105</b>266802; Rafaely-Abramson<i>et al</i>2012<i>Phys. Rev. Lett.</i><b>109</b>226405) approach by a systematic inclusion of truly nonlocal correlations, and (2) more traditional LRC forms (e.g. B86R-LRC) by setting the short-range exchange description as in vdW-DF2-ahbr (Shukla<i>et al</i>2022<i>Phys. Rev. X</i><b>12</b>041003).<i>Importantly,</i>we may view AHBR-mRSH and AHBR-mRSH* as internally consistent functionals for gKS-DFT, being simultaneously accurate on molecular energies and quasiparticles. This is possible because the 'AHBR-mRSH(<i>γ</i>)' class has enough transferability to almost always limit adverse impacts of tuning<i>γ</i>, as tested here on the GMTKN55 benchmark suite (Goerigk<i>et al</i>2017<i>Phys. Chem. Chem. Phys.</i><b>19</b>32184). We find that AHBR-mRSH generally outperforms B86R-LRC on molecular problems. To illustrate usage, we complete the OT design of an AHBR-mRSH* for nucleobases and show that it provides quasiparticle predictions that are in good agreement with both literature theory and experimental values for adenine, thymine, cytosine, and guanine.

Journal of Physics Condensed MatterVol. 37(21)
Chalmers University of Technology (SE)
VINNOVA, Chalmers Tekniska Högskola, Stiftelsen för Strategisk Forskning
Affordable and clean energy
Openalex Percentile: Top 93%
Advanced Chemical Physics Studies
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