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QCPE
THIS INFORMATION IS OBSOLETE AND IS PROVIDED ONLY FOR ITS HISTORICAL VALUE
Main / Catalog / Section04
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144. Closed-Shell Dual-Purpose INDO/CNDO Semi-Empirical
SCF
by J. A. Ragle, University of Massachusetts, Amherst,
Massachusetts 01002, and P. A. Clark, Vassar College,
Poughkeepsie, New York 12601
Calculation is a limited-basis set LCAO-MO self-
consistent field construction of orbital energies and
eigenvectors. Semi-consistent matrix elements are used
in the construction of the Fock matrix ( la Pople) and
all electrostatic repulsion integrals are taken zero
except those of the two-center Coulomb type and one-
center Coulomb and exchange types. The basis AOs are
Slater-Zener radial functions (with appropriate angular
factors) for the atomic valence shell. The program
computes orbital eigenvectors, total energy, and dipole
moment, together with a Mulliken population analysis.
Up to 30 hydrogens and/or 11 second-row atoms may be
handled, with the total number of orbitals not to
exceed 40.
FORTRAN 63 (CDC)
Lines of Code: 788
Recommended Citation: J. A. Ragle and P. A. Clark,
QCPE 11, 144 (1969).
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