Using energy decomposition analysis from correlated wavefunction theory to characterize a range of hydrogen, halogen, and tetrel bonds: the relative importance of electrostatics, charge-transfer and polarization.
Second-order Møller-Plesset theory (MP2) is the simplest wavefunction-based treatment of electron correlation and is a good compromise between accuracy and efficiency for evaluating the strength of many non-covalent intermolecular interactions. It has also been improved in accuracy and robustness by regularized methods, such as the size-consistent second order Brillouin-Wigner perturbation theory (BWs2) and κ-MP2. This work presents a non-technical summary of the recently developed second-generation absolutely localized molecular orbital (ALMO) energy decomposition analysis (EDA) method at the post-SCF level of MP2 and regularized MP2. The so-called frozen term is redefined to ensure that long range correlation contributions to electrostatics are correctly captured. The resulting EDA provides useful basis set limits to the correlation corrections for all physical contributions: donor-acceptor charge transfer, electrical polarization, dispersion, and Pauli repulsions and electrostatic interactions associated with frozen monomer orbitals. EDA calculations using MP2 are reported on several classes of systems: model systems to assess correlation effects on permanent and induced electrostatics, hydrogen bonds between water and model carbohydrate molecules, tetrel bonds ranging from 15 to 90 kJ mol-1 in strength, two halogen bonds - one of which is known to be solvent resistant, and a pair of "anti-electrostatic" halogen bonds. Several general conclusions emerge. First, to obtain physically reasonable conclusions, it is essential that the correlation contribution is not identified with dispersion alone: large corrections to the frozen term corresponding to changes in electrostatics are observed due to correlation. Second, the fingerprint of intermolecular interactions provided by the EDA reveals a range of interesting trends in the character of intermolecular interactions as a function of their type and strength. For example, the solvent-stable halogen bond is confirmed to be dominated by charge-transfer stabilization. On the other hand, the strongest tetrel bonds studied here are dominated by contributions from polarization, while more conventional hydrogen bonds between water and model carbohydrates represent a synergy between electrostatics, dispersion, and charge transfer. The metastability (or stability) of nominally antielectrostatic interactions depends strongly on the differing distance dependence of attractive and repulsive terms, and we demonstrated tuning based on changes in permanent electrostatics by increasing charge-separation through use of phenyl linkers.
Symmetry-adapted perturbation theory based on density functional theory [SAPT(DFT)] improves the electrostatic, exchange, and induction components compared to Hartree-Fock-based SAPT. However, the dispersion component of SAPT(DFT) converges slowly with the basis set and is a major computational bottleneck due to the re...
Austin M. Wallace, C. Sherrill· Journal of Chemical Physics· 0 citations
Long-range electronic correlation can be represented in terms of coupled fluctuations of atomic charges and higher multipoles, motivating a density-response description beyond local dipolar polarization, particularly in low-dimensional, conducting, and small-gap systems where collective electronic fluctuations become i...
A workflow is introduced for constructing accurate, wavefunction-derived Kohn-Sham (KS) exchange-correlation (XC) energies across atomic and molecular species. Correlated total energies and densities are obtained from configuration interaction wave functions in a polarized triple-zeta basis, cc-pVTZ, and each wavefunct...
The inclusion of dispersion effects is important in density-functional theory (DFT) to model non-covalent interactions correctly, a task that is essential in many applications of the theory. Many dispersion functionals have been proposed in the past. The exchange-hole dipole moment (XDM) model combines the simplicity o...
Nuclear quantum effects are essential for accurately describing hydrogen-containing systems, yet their incorporation into correlated electronic structure methods remains challenging. In this work, we develop a practical constrained nuclear-electronic orbital second-order Møller-Plesset perturbation theory with electron...
Niang Chen, Xi Xu· Journal of Chemical Physics· 0 citations
This paper presents an alternative second-order many-body perturbation theory (MBPT(2)) for the Any Particle Molecular Orbital (APMO) method. Here, the reference wave function was constructed as a product of Slater determinants for light species (e.g., electrons) and Hartree products of localized orbitals for heavy spe...
Andrés Reyes· Revista de la Academia Colom...· 0 citations
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