2001
DOI: 10.1088/0953-4075/34/24/312
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Algebraic coupled-state method for positron-ion collisions

Abstract: The Harris-Nesbet variational method has been considered for an accurate calculation of positron collisions with hydrogen-like ions. We applied our newly developed computer code for positron collisions with hydrogen-like ions to a benchmark calculation at energies below the first excitation threshold of the ions. Very accurate results of phase shift have been obtained for the first time for partial-wave scattering from various hydrogen-like ion targets, with L equal up to 6. The accuracy of the results h… Show more

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Cited by 12 publications
(42 citation statements)
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“…The phase shifts agree very well with those of a previous variational calculation by Gien [5,6] for those ions and momenta common to both calculations and demonstrate that the CI-Kohn approach is capable of obtaining phase shifts comparable in accuracy to calculations which explicitly include the electron-positron distance in the scattering wave function. Indeed, we believe that the present phase shifts are marginally more accurate than those of Gien since they are slightly more positive.…”
Section: Discussionsupporting
confidence: 80%
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“…The phase shifts agree very well with those of a previous variational calculation by Gien [5,6] for those ions and momenta common to both calculations and demonstrate that the CI-Kohn approach is capable of obtaining phase shifts comparable in accuracy to calculations which explicitly include the electron-positron distance in the scattering wave function. Indeed, we believe that the present phase shifts are marginally more accurate than those of Gien since they are slightly more positive.…”
Section: Discussionsupporting
confidence: 80%
“…The CIKOHN ϱ p-wave phase shifts are also in reasonable agreement with the variational phase shifts of Gien [5,6]. The size of the L max → ϱ correction is less than 1% at all momenta listed in Table III.…”
Section: The Scattering Of Positrons From He +supporting
confidence: 74%
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