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Exchange-Correlation Effects for Noncovalent Interactions in Density Functional Theory.

A Otero-de-la-Roza1,2, Gino A DiLabio1,2, Erin R Johnson3

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Errors in exchange-correlation functionals impact noncovalent interactions modeling. Understanding repulsion, delocalization, and deformation errors is key for accurate density-functional theory (DFT) approximations in computational chemistry.

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Area of Science:

  • Computational chemistry
  • Quantum chemistry
  • Materials science

Background:

  • Density-functional theory (DFT) is widely used for electronic structure calculations.
  • Accurate modeling of noncovalent interactions is crucial for understanding molecular systems.
  • Dispersion-corrected DFT methods aim to improve the description of van der Waals forces.

Purpose of the Study:

  • To analyze the impact of exchange-correlation functional errors on noncovalent interactions.
  • To benchmark different density-functional approximations using a molecular many-body expansion.
  • To identify and characterize the sources of error in DFT modeling of intermolecular forces.

Main Methods:

  • Computed CCSD(T) reference binding energies for small-molecule clusters.
  • Decomposition of binding energies using a molecular many-body expansion.
  • Benchmarking of density-functional approximations, including semilocal functionals, exact-exchange admixture, and range separation.

Main Results:

  • Three primary error sources identified: repulsion, delocalization, and deformation errors.
  • Repulsion error stems from semilocal functional approximations and affects intermolecular repulsions.
  • Delocalization error depends on exact exchange and impacts induction and electrostatic energies; deformation error affects monomer relaxation.

Conclusions:

  • Many-body errors from exchange-correlation functionals often exceed dispersion correction magnitudes.
  • Accurate noncovalent interaction modeling requires dispersion corrections and careful functional design to minimize repulsion and delocalization errors.
  • Future functionals must balance semilocal components, exact exchange, and correlation to achieve high accuracy.