Quasi-projection-operator calculation of inelastic resonances inHe−and Li
- 1 February 1980
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review A
- Vol. 21 (2) , 496-505
- https://doi.org/10.1103/physreva.21.496
Abstract
Feshbach resonances of electrons incident on He and are calculated below the target threshold by means of the inelastic quasi-projection-operator technique of Temkin and Bhatia. A configuration-interaction-type wave function is employed with up to 46 configurations. The calculations reveal, with reasonable accuracy, all presently observed Feshbach resonances. The method does not reveal shape resonances, but, for isoelectronic systems with greater nuclear charge, it is argued that shape resonances should become less important. This is already apparent in the case of Li, for which the authors calculate the known resonances and also predict higher resonances for which there are as yet no experimental data.
Keywords
This publication has 31 references indexed in Scilit:
- Autoionization states of Li, , , andPhysical Review A, 1978
- Inelastic-resonance quasiprojection operatorsPhysical Review A, 1978
- High resolution studies of electron excitation V. The metastable states of heliumProceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 1977
- Variational Calculations on Electron-Helium ScatteringPhysical Review A, 1972
- Resonance Quasi-Projection Operators: Calculation of theAutoionization State ofPhysical Review A, 1972
- Resonant Structure of Lithium Between theandThresholdsPhysical Review Letters, 1970
- Bound-State Calculation of Scattering Resonance EnergiesThe Journal of Chemical Physics, 1970
- Die Winkelabhängigkeit der unelastischen Resonanzstreuung niederenergetischer Elektronen an HeliumThe European Physical Journal A, 1967
- An efficient method for finding the minimum of a function of several variables without calculating derivativesThe Computer Journal, 1964
- A unified theory of nuclear reactions. IIAnnals of Physics, 1962