1969
DOI: 10.1139/v69-375
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Polarizations of atomic and molecular charge distributions

Abstract: It is shown that the dominant polarization of a molecular charge distribution in the region of a nucleus of an atom which employs p orbitals in its bonding (Be -> F, Mg -> C1) is quadrupolar in nature, and dipolar for an atom which employs s orbitals (H, He, Li, Na). That these polari~ations are of a fundamental nature is demonstrated by showing that they represent the primary response of a charge distribution to an electric field, whether it be internal o r external, static or dynamic.Canadian Journal of Chem… Show more

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Cited by 17 publications
(1 citation statement)
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“…This pattern of charge reorganization is the universal response of an atom to an axial electric field, be it an applied static field or a dynamic one arising from nuclear displacements, vibrational or bond formation. [33] As an example, one notes that the density of a F atom 13 au from an approaching Li atom exhibits a quadrupolar polarization along the axis of approach consistent with the valence state configuration 2ps 1 2pp 4 , [34] the same configuration that yields a build-up of density in the binding region of the bond density map for F 2 . [26] This is the valence state that is defined by the energy of interaction of arising from the approach of the atoms and the consistent use of physics avoids all contradictions in the response of the density to a particular perturbation.…”
mentioning
confidence: 84%
“…This pattern of charge reorganization is the universal response of an atom to an axial electric field, be it an applied static field or a dynamic one arising from nuclear displacements, vibrational or bond formation. [33] As an example, one notes that the density of a F atom 13 au from an approaching Li atom exhibits a quadrupolar polarization along the axis of approach consistent with the valence state configuration 2ps 1 2pp 4 , [34] the same configuration that yields a build-up of density in the binding region of the bond density map for F 2 . [26] This is the valence state that is defined by the energy of interaction of arising from the approach of the atoms and the consistent use of physics avoids all contradictions in the response of the density to a particular perturbation.…”
mentioning
confidence: 84%