Abstract
A quantitative assessment
of the importance of basis set variation at the minimal basis level of accuracy
has been carried out. A number of basis sets, using Gaussian lobe functions,
were tested by calculating the energy and one-electron properties for a number
of molecules and the results used to select an optimum sized accurate basis
set. This basis set consisted of a five-component 1s-Gaussian type orbital
(GTO), a three-component 2s-GTO and a three-component 2p-GTO for each first row
atom, and a three-component 1s-GTO for hydrogen. The accuracy of wave functions
calculated with the minimal basis sets was very sensitive to changes in the
2p-GTO. ��� A Gaussian lobe basis set of optimum size
for use with large molecules is given. The results of testing this set by
calculating several one-electron properties for ten molecules, together with
confidence limits, are also presented.
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