Volume 19, Issue 4 pp. 693-710
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Uniform quality gaussian basis sets for molecular calculations. III. Charge optimized basis sets

R. A. Poirier

R. A. Poirier

Centre de Mécanique Ondulatoire Appliquée, Centre National de la Recherche Scientifique, Paris, France

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R. Daudel

R. Daudel

Centre de Mécanique Ondulatoire Appliquée, Centre National de la Recherche Scientifique, Paris, France

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I. G. Csizmadia

I. G. Csizmadia

Department of Chemistry, University of Toronto, Toronto, Ontario, Canada M5S 1A1

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First published: April 1981
Citations: 5

Abstract

Gradient optimized constrained (2s ≠ 2p) and unconstrained (2s ≠ 2p) Gaussian 3G basis sets are reported for the first-row atoms and ions XO, for Q = −2 to +4. Analytic equations have been fitted to the logarithm of the exponents as a function of the nuclear charge Z and formal charge Q. Consequently only two parameters Z and Q have to be specified in order to completely define a basis set.

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