Spin Densities in Alkali-Metal—Ammonia Solutions
- 15 December 1964
- journal article
- research article
- Published by AIP Publishing in The Journal of Chemical Physics
- Vol. 41 (12) , 3736-3742
- https://doi.org/10.1063/1.1725807
Abstract
Wavefunctions for the alkali metal monomers of Li, Na, Rb, and Cs in liquid ammonia are calculated using a multipole expansion potential. The wavefunctions are made orthogonal to molecular orbital wavefunctions for the ammonia molecules surrounding the metal ion and spin densities at the metal, nitrogen, and hydrogen nuclei are calculated. A model is proposed for the cavity species which is exactly soluble within the same approximation. Spin densities are evaluated at nitrogen and hydrogen nuclei following orthogonalization to wavefunctions of ammonia molecules on the periphery of the cavity. Orthogonalization produces a large enhancement of spin density at nitrogen and a corresponding decrease in spin density occurs at hydrogen due to a node in the wavefunction produced by orthogonalization. The calculated spin density at the metal nucleus of the monomer and at nitrogen of the cavity species are in good agreement with experimental values. An explanation for the negative spin density at the protons is proposed.Keywords
This publication has 19 references indexed in Scilit:
- Electronic Polarizabilities of the Alkali AtomsPhysical Review B, 1962
- Structure and Properties of Metal‐Ammonia SolutionsAdvances in Chemical Physics, 1962
- On the calculation of crystal field parametersJournal of Physics and Chemistry of Solids, 1959
- Energy Levels of Bound Electrons in Liquid AmmoniaThe Journal of Chemical Physics, 1959
- Knight Shift in Sodium-Ammonia SolutionsThe Journal of Chemical Physics, 1959
- Molecular quadrupole momentsQuarterly Reviews, Chemical Society, 1959
- Cohesive Energy and Wave Functions for RubidiumPhysical Review B, 1958
- Approximate Wave Functions for theCenter, and Their Application to the Electron Spin Resonance ProblemPhysical Review B, 1957
- Model for Metal Ammonia SolutionsThe Journal of Chemical Physics, 1956
- Formulas and Numerical Tables for Overlap IntegralsThe Journal of Chemical Physics, 1949