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Spin-orbit matrix elements for internally contracted multireference configuration interaction wavefunctions

Molecular Physics · 2000 · Vol. 98(21) · pp. 1823–1833
Andreas BerningMarcus SchweizerHans‐Joachim WernerPeter J. KnowlesPaolo Palmieri

Abstract

An efficient method for the calculation of Breit-Pauli spin-orbit matrix elements for internally contracted multireference configuration interaction wavefunctions is presented. Instead of taking all two-electron contributions of the wavefunction explicitly into account, the most important two-electron contributions of the spin-orbit operator are incorporated by means of an effective one-electron Fock operator. As a further refinement, explicit two-electron contributions can be reinstated for the dominant all-internal parts of the wavefunctions.

Advanced Chemical Physics StudiesElectron Spin Resonance StudiesMolecular Junctions and NanostructuresWave functionMultireference configuration interactionPauli exclusion principleOperator (biology)PhysicsConfiguration interactionQuantum mechanicsElectronSpin–orbit interactionFock space
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