1981
DOI: 10.1080/00268978100102131
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Electron gas predictions of interatomic potentials tested by ab initio calculations

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Cited by 30 publications
(12 citation statements)
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“…For a system of finite extent, it was shown 50,51 that this unwanted self-exchange could be eliminated by multiplying the exchange energy by a correction factor ␥͑N͒ depending on the effective number ͑N͒ of electrons contributing to the interatomic interaction. It was further shown [52][53][54] that, for the interaction of two mononuclear species, the effective number N should be taken to be the total number of outermost electrons on both species, this being 16 for the interaction of two mononuclear species of s 2 p 6 outermost electronic configurations.…”
Section: The Uncorrelated Short-range Ion-nanotube Interactionsmentioning
confidence: 99%
“…For a system of finite extent, it was shown 50,51 that this unwanted self-exchange could be eliminated by multiplying the exchange energy by a correction factor ␥͑N͒ depending on the effective number ͑N͒ of electrons contributing to the interatomic interaction. It was further shown [52][53][54] that, for the interaction of two mononuclear species, the effective number N should be taken to be the total number of outermost electrons on both species, this being 16 for the interaction of two mononuclear species of s 2 p 6 outermost electronic configurations.…”
Section: The Uncorrelated Short-range Ion-nanotube Interactionsmentioning
confidence: 99%
“…Corrections were added to the non-self consistent GK calculations to account for self-interaction errors [WP81] and to include induction effects and dispersion forces [H84]. The first self-consistent versions of the GK model were also proposed [SS86].…”
Section: 'Smentioning
confidence: 99%
“…The actual tests used the electron-gas method in its most satisfactory modification [12]. However, for the noble gas dimers, this was shown to reproduce the repulsion predicted using unmodified atomic wavefunctions [29]. The overestimation of the repulsion predicted using unmodified atomic wavefunctions will tend to cancel that of the magnitude of the dispersion evaluated without damping.…”
Section: The Predictions Of the Hfscdd Methodsmentioning
confidence: 99%