1973
DOI: 10.1088/0022-3700/6/11/021
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Semiphenomenological optical model for electron scattering on atoms

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Cited by 531 publications
(217 citation statements)
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“…Note that the corresponding details of our calculations on THF can be found elsewhere. 15 U E is the exchange potential of Furness-McCarthy (corrected for sign errors), 26 which approximates the effect of the continuum electron exchanging with the passive bound electrons in the molecule, and U CP is the correlation-polarization potential of Perdew and Zunger 27 (see also Padial and Norcross 28 ).…”
Section: Theoretical Detailsmentioning
confidence: 99%
“…Note that the corresponding details of our calculations on THF can be found elsewhere. 15 U E is the exchange potential of Furness-McCarthy (corrected for sign errors), 26 which approximates the effect of the continuum electron exchanging with the passive bound electrons in the molecule, and U CP is the correlation-polarization potential of Perdew and Zunger 27 (see also Padial and Norcross 28 ).…”
Section: Theoretical Detailsmentioning
confidence: 99%
“…The initial state distorting potential contains three components U i = U s + U E + U CP , where U s contains the nuclear contribution plus a spherically symmetric approximation for the interaction between the projectile electron and the target electrons which is obtained from the quantum mechanical charge density of the target. U E is the exchange potential of Furness and McCarthy (corrected for sign errors) 31 which approximates the effect of the continuum electron exchanging with the passive bound electrons in the molecule, and U CP is the correlation-polarization potential of Perdew and Zunger. 32,33 The final state for the system is approximated as a product of distorted waves for the two continuum electrons times the average Coulomb-distortion factor.…”
Section: Theoretical Frameworkmentioning
confidence: 99%
“…For the work reported here we have made a careful check to ensure that the cross sections converge satisfactorily. The spin-averaged static-exchange potential [38] as modified by Riley and Truhlar [39] with the exchange potential taken in the equivalent local approximation is given as …”
Section: Theorymentioning
confidence: 99%