1967
DOI: 10.1063/1.1712084
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Atomic Screening Constants from SCF Functions. II. Atoms with 37 to 86 Electrons

Abstract: Minimal basis-set atomic functions for the ground-state atoms from Rb(Z=37) to Rn(Z=86) are presented. These functions are analyzed in order to obtain systematic data for the screening constants and atomic radii following the work initiated by Slater.

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Cited by 1,448 publications
(555 citation statements)
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“…(ii) The London dispersion interaction is inversely proportional to R 6 , with R the bond distance between Cu or Au and Ar. The atomic radius of Cu (1.45 Å) is considerably smaller than that of Au (1.74 Å), 49 leading to a much smaller bond distance of 2.46 Å compared to 2.79 Å for Au 4 + · Ar [Table II] and, thus, an enlarged binding energy.…”
Section: Experimental Argon Binding Energiesmentioning
confidence: 99%
“…(ii) The London dispersion interaction is inversely proportional to R 6 , with R the bond distance between Cu or Au and Ar. The atomic radius of Cu (1.45 Å) is considerably smaller than that of Au (1.74 Å), 49 leading to a much smaller bond distance of 2.46 Å compared to 2.79 Å for Au 4 + · Ar [Table II] and, thus, an enlarged binding energy.…”
Section: Experimental Argon Binding Energiesmentioning
confidence: 99%
“…The atomic orbital can be described by a hydrogen-like atomic orbital with an effective nuclear charge. 81,82 The ratios s *͑0͒ / s ͑0͒ for In, Ga, and As atoms are 0.53, 0.44, and 0.30, respectively. Finally, by inserting the deduced density ͉ ͑0͉͒ 2 , the conduction-band edge coefficients ␣ , ␤, and the orbital ratio s *͑0͒ / s ͑0͒ into Eq.…”
Section: ͉ ͑0͉͒ ͑Inmentioning
confidence: 99%
“…89), on the atomic sizes r a (the atomic radii are taken from Ref. 90). In these cases, one would expect to observe a quadratic dependence on r a , and, indeed, an analysis of the data yields exponent of 2.3 and 2.1, for α and χ m , respectively, close to what is expected.…”
Section: A Noble Gasesmentioning
confidence: 99%