Study of electron solvation in liquid ammonia using quantum path integral Monte Carlo calculations
- 1 December 1985
- journal article
- Published by AIP Publishing in The Journal of Chemical Physics
- Vol. 83 (11) , 5802-5809
- https://doi.org/10.1063/1.449660
Abstract
The solvation of an electron in liquid ammonia has been studied using quantum path integral Monte Carlo calculations. In agreement with previous experimental and theoretical deductions the charge distribution of the electron is compact. Various distribution functions characterizing the structure around the solvated electron are presented and the surrounding solvent structure is compared to that around a classical atomic anion. A qualitative discussion is given of the absorption spectrum based upon the form of the complex time dependence of the electron mean squared displacement correlation function.Keywords
This publication has 51 references indexed in Scilit:
- Computer simulation of a quantum particle in a quenched disordered system: Direct observation of Lifshitz trapsPhysical Review B, 1985
- Excess electrons in simple fluids. II. Numerical results for the hard sphere solventThe Journal of Chemical Physics, 1984
- Studies of the stability of negatively charged water clustersThe Journal of Physical Chemistry, 1984
- Localization of excess electrons in dense polar vaporsThe Journal of Physical Chemistry, 1984
- Convenient and accurate discretized path integral methods for equilibrium quantum mechanical calculationsThe Journal of Chemical Physics, 1981
- Colloque Weyl V. The Fifth International Conference on Excess Electrons and Metal-Ammonia Solutions. Introductory RemarksThe Journal of Physical Chemistry, 1980
- Electron scattering by lithium fluorideJournal of Physics B: Atomic and Molecular Physics, 1978
- Effects of phase density on ionization processes and electron localization in fluidsCanadian Journal of Chemistry, 1977
- Colloque Weyl IV. Electrons in Fluids - The Nature of Metal-Ammonia Solutions. Introductory RemarksThe Journal of Physical Chemistry, 1975
- Radial Distribution Function for a Quantum PlasmaPhysical Review B, 1968