1986
DOI: 10.1002/jcc.540070511
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Nonempirical Atom‐Atom Potentials for Main Components of Intermolecular Interaction Energy

Abstract: Atom-atom potentials representing separate contributions to the nonempirical interaction energy have been derived in the SCF decomposition scheme corrected for basis set superposition error by the counterpoise method. The nontransferable long-range electrostatic multipole and classical induction terms have been evaluated directly from cumulative atomic multipole expansions, whereas the short-range exchange, charge-transfer, and electrostatic penetration contributions have been represented by simplified potenti… Show more

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Cited by 35 publications
(18 citation statements)
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“…Here the atomic overlap integrals between the reference cell and cell j are defined by Szh = ( X t ( r ) I xi( r ) ) and the corresponding Fock matrix elements have the form The electronic density matrix elements p t i connecting the two orbitals y and 6 in cells h and 1, respectively, are calculated by summation over all occupied states ( k , n ) in the first Brillouin zone ( BZ ): [8]. These CAMM (at least up through quadrupoles are necessary [ 8 ] and up through hexadecapoles if desired) are decomposed into point charge distributions; these point charges affect the one-electron integrals calculated explicitly.…”
Section: Outline Of the Methodsmentioning
confidence: 99%
“…Here the atomic overlap integrals between the reference cell and cell j are defined by Szh = ( X t ( r ) I xi( r ) ) and the corresponding Fock matrix elements have the form The electronic density matrix elements p t i connecting the two orbitals y and 6 in cells h and 1, respectively, are calculated by summation over all occupied states ( k , n ) in the first Brillouin zone ( BZ ): [8]. These CAMM (at least up through quadrupoles are necessary [ 8 ] and up through hexadecapoles if desired) are decomposed into point charge distributions; these point charges affect the one-electron integrals calculated explicitly.…”
Section: Outline Of the Methodsmentioning
confidence: 99%
“…Our treatment of this contribution includes explicitly its anisotropy. We have recently shown [20,21] that the electrostatic term is the dominant contribution to anisotropy. Since we calculate this term explicitly, we take into account the anisotropy of intermolecular interactions.…”
Section: B Ab Lnitio Scf Interaction Energy Decomposition Scheme Comentioning
confidence: 99%
“…M B p intermolecular interaction energy includes both intermolecular correlation energy and the correlation contribution to the intermolecular interaction energy from correlated intramolecular (monomer) wave functions. For precise notation we shall denote our calculated electrostatic interaction energy EgL);: by Ei2sE$MBTP (4) . W e calculated E,,Mp"'Sw MBTP(4) for the nitromethane dimer using the correlated multipoles from nitromethane second-order dispersion energy calculated within variation-perturbation procedure [8].…”
Section: B Intermolecular Interaction Energy Component From Use Of mentioning
confidence: 99%
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“…ab initio atomic multipoles presented in this contribution constitute an indispensable supplement to nonempirical atom-atom potentials [ 25 ] enabling the calculation of the intermolecular interaction energy and its components, as well as in studying other properties of proteins derivable from multipole expansion.…”
mentioning
confidence: 99%