Abstract

Least-squares representations of the 3s and 3p Slater-type atomic orbitals by a small number of Gaussian functions are presented. The use of these Gaussian representations in self-consistent molecular orbital calculations extends our previous study to molecules containing second row elements. Calculated atomization energies, electric dipole moments, and atomic charges are shown to rapidly converge (with increasing number of Gaussians) to their Slater limits. Results of valence shell optimization studies on a series of second-row compounds are nearly independent of the level of the Gaussian approximation, and they allow a set of standard molecular ξ exponents to be proposed.

Keywords

Slater-type orbitalGaussianMolecular orbitalAtomic orbitalMolecular orbital theoryDipoleSTO-nG basis setsLinear combination of atomic orbitalsValence (chemistry)Extension (predicate logic)Atomic physicsBasis setChemistryComputational chemistryMoleculePhysicsQuantum mechanicsElectronComputer science

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Publication Info

Year
1970
Type
article
Volume
52
Issue
5
Pages
2769-2773
Citations
703
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Warren J. Hehre, R. Ditchfield, R. F. Stewart et al. (1970). Self-Consistent Molecular Orbital Methods. IV. Use of Gaussian Expansions of Slater-Type Orbitals. Extension to Second-Row Molecules. The Journal of Chemical Physics , 52 (5) , 2769-2773. https://doi.org/10.1063/1.1673374

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DOI
10.1063/1.1673374