The Journal of Chemical Physics · 1981 · 48 citations · 22 references
Natural SciencesChemistryPhysicsAtomic PhysicsQuantum ChemistryQuantum MechanicsDensity Functional TheoryElectron ConfigurationsElectron CorrelationElectronic StructureMany-electron AtomsStrongly Correlated Electron SystemsComparative Data AnalysisCorrelationElectron Correlation EffectsElectronic CorrelationsIon CorrelationsMany-body Correlation EffectsPartitioningStrongly Correlated Electrons
A partitioning technique used previously to examine correlation trends in individual electronic shells for a series of ions has been extended and applied to a detailed comparison of four well-correlated wave functions for the Be atom. The present analysis of a correlated two-particle density, generalized for any N-electron system, retained all contributions from products of all terms in the wave function up to and including the pair-correlation effects. For each correlated description of Be, Coulomb holes have been evaluated and compared for the K(1S), L(1S), KL(1S), and KL(3S) shells. The inverted nature of the inter-shell holes, relative to the intra-shell effect, has been examined and rationalized in terms of the 2s–2p near-degeneracy which exists in Be. The total Coulomb holes for the two energetically best wave functions showed a previously unseen structure which was directly attributable to the inter-shells. Several one- and two-particle expectation values are reported and these were used to determine various angular and radial correlation coefficients τ. Thus, for each wave function, a global assessment could be obtained of the correlation effects within different regions of the intra- and inter-electronic shells.
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<i>Methods of Molecular Quantum Mechanics</i>
R. McWeeny, Brian T. Sutcliffe, G. O. Brink · Physics Today · 1971 · 1.6K citations
Natural Sciences, Chemistry, Physics +17
E. Clementi · IBM Journal of Research and Development · 1965 · 549 citations
Natural Sciences, Chemistry, Physics +12
Configuration Interaction in Simple Atomic Systems
A. W. Weiss · Physical Review · 1961 · 443 citations
Approximate Wave Functions for Atomic Be
R. E. Watson · Physical Review · 1960 · 155 citations