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Автор M P Scott
Автор T T Scholz
Автор H R J Walters
Автор P G Burke
Дата выпуска 1989-10-14
dc.description Integrated cross sections for 1s-1s, 1s-2s and 1s-2p electron-hydrogen-atom scattering processes are reported for scattering energies ranging from the ionisation threshold to 4 Ryd. For the total angular momentum L in the range 0<or=L<or=4 the intermediate energy R-matrix theory of Burke et al. (1981) has been used. From L=5 to L=Lmax, where Lmax varies between 10 and 16, calculations have been performed using the standard R-matrix close-coupling method and employing the nine-state basis (three eigenstates plus six pseudostates) of Fon et al. (1981). To compensate for incompleteness in the R-matrix bases, corrections have been applied to all partial waves 0<or=L<or=Lmax using the plane-wave second Born approximation. In addition, the second Born approximation has also been used to extrapolate the partial-wave series from L=Lmax+1 to infinity. The agreement with theoretical work of Callaway et al. (1987) is good for both elastic and inelastic processes. The calculated 1s-2s and 1s-2p cross sections are in reasonable accord with experimental results originating from the 1s-2p relative data of Long et al. (1968) independently normalised to theory at high energy and with the 2s/2p ratio measurements of Kauppila et al. (1970). However at 4 Ryd the 1s-2p result lies below an absolute measurement of Williams (1981) and confirms an earlier theoretical result of van Wyngaarden and Walters (1986). Finally the total inelastic cross section is reported.
Формат application.pdf
Издатель Institute of Physics Publishing
Название Electron scattering by atomic hydrogen at intermediate energies. I. Integrated elastic, 1s-2s and 1s-2p cross sections
Тип paper
DOI 10.1088/0953-4075/22/19/020
Electronic ISSN 1361-6455
Print ISSN 0953-4075
Журнал Journal of Physics B: Atomic, Molecular and Optical Physics
Том 22
Первая страница 3055
Последняя страница 3077
Аффилиация M P Scott; Dept. of Appl. Math. & Theor. Phys., Queen's Univ. of Belfast, UK
Аффилиация T T Scholz; Dept. of Appl. Math. & Theor. Phys., Queen's Univ. of Belfast, UK
Аффилиация H R J Walters; Dept. of Appl. Math. & Theor. Phys., Queen's Univ. of Belfast, UK
Аффилиация P G Burke; Dept. of Appl. Math. & Theor. Phys., Queen's Univ. of Belfast, UK
Выпуск 19

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