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Published February 15, 1977 | public
Journal Article

Critical analysis of equations-of-motion—Green's function method: Ionization potentials of N_2

Abstract

The X ^2Σ^+_g, B ^2Σ^+_u and A ^2Π_u ionization potentials of N_2 are evaluated with the equations-of-motion (EOM)—Green's function method using four different basis sets and various forms of symmetrization. The importance of the inclusion of polarization functions is demonstrated as well as the necessity for having a basis which strikes a balance between those optimal for the neutral and ion states. With our best basis the calculated ionization potentials are within 0.35 eV of experimental values, and the results are of comparable accuracy to those obtained by Ermler with the same basis in a configuration interaction calculation with all singles and doubles with respect to the principal configuration for both the neutral and ion states.

Additional Information

© © 1977 Published by Elsevier B.V. Received 9 November 1976. This research is supported, in part, by NSF Grants CHE76-01549 and CHE72-05038. It has benefitted from MRL (NSF) support at the University of Chicago. M.F.H. is grateful for NSF Graduate, McCormick, and James Franck Fellowships and K.F.F. acknowledges the support of a Teacher-Scholar grant from the Camille and Henry Dreyfus Foundation. We would like to thank Walter C. Emler and Arnold C. Wahl for giving us their configuration interaction results prior to publication; George Purvis for providing us with his third order propagator results; and Jack Simons for giving us his corrected N_2 ^2Π_u ionization potential. In addition, we are indebted to A.C. Wahl for generously letting us use his BISON integrals package and for providing physical facilities for us at Argonne National Laboratory.

Additional details

Created:
August 19, 2023
Modified:
October 25, 2023