1994
DOI: 10.1021/ic00104a032
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Theoretical Studies on the Structure, Thermochemistry, Vibrational Spectroscopy, and Other Features of HfX62- (X = F, Cl, Br, I). Electrostatic Energy in Hexahalogenohafnates

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Cited by 14 publications
(7 citation statements)
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“…commonly proposed in condensed media do not possess bound electronic states as isolated species. Nevertheless, it is often found that the geometries and vibrational frequencies calculated using modest, ab initio , bound-state-oriented methods are in qualitative agreement with corresponding condensed-phase data on these species. It is believed that by artificially constraining the description of the anion's outermost electrons via a limited basis set, one can approximate the stabilizing influence of the condensed medium's solvent and/or counterions.…”
Section: Comparison Of Gas- and Condensed-phase Propertiesmentioning
confidence: 95%
“…commonly proposed in condensed media do not possess bound electronic states as isolated species. Nevertheless, it is often found that the geometries and vibrational frequencies calculated using modest, ab initio , bound-state-oriented methods are in qualitative agreement with corresponding condensed-phase data on these species. It is believed that by artificially constraining the description of the anion's outermost electrons via a limited basis set, one can approximate the stabilizing influence of the condensed medium's solvent and/or counterions.…”
Section: Comparison Of Gas- and Condensed-phase Propertiesmentioning
confidence: 95%
“…Similar regularities were noted in other systems. [37][38][39] Clearly, then, the charge distribution in polyatomic ions does not substantially affect electrostatic lattice energies. Nevertheless, one would like to know which atomic partial charges are the most suitable.…”
Section: Atomsmentioning
confidence: 99%
“…Numerical tests described in the next section (see also refs , , suggested exploring the following sequence of one-electron basis sets: (a) the original SBKJ set (82 contracted Gaussian type orbitals (CGTO)); (b) the SBKJ set supplemented with the one-term of diffuse s and p functions on F, denoted SBKJ+d (106 CGTO's); (c) the SBKJ+d set supplemented with the one-term set of diffuse s, p, and d functions on M and one d polarization function on F, denoted SBKJ+ddp (152 CGTO's); and (d) the SBKJ+ddp set supplemented with the second set of diffuse s and p functions on F and denoted SBKJ+dddp (176 CGTO's).…”
Section: Computational Aspectsmentioning
confidence: 99%