X : A general quantitative approach to the calculation of () and related processes

Whelan, Colm T.; Nesbet, R. K.; Martinez, J.

doi:10.1016/j.elspec.2007.02.019

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The Rudge-seaton-peterkop Theory1

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2008

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“…In this section, we will give a brief outline of some of the main features of the Rudge-Seaton-Peterkop (RSP) theory. The mathematics is quite involved and it is certainly not our intention to give a complete discussion, for which the reader is referred to the original papers [14][15][16], and the extended discussion we have given elsewhere [17][18][19]. It is shown in Rudge, Seaton and Peterkop [14][15][16] that the direct amplitude for (e, 2e) on hydrogen may be written,…”

Section: The Rudge-seaton-peterkop Theorymentioning

confidence: 99%

The electron impact ionization of one- and two-electron atoms and ions close to the ionization threshold

Martinez

Walters

Whelan

2008

J. Phys. B: At. Mol. Opt. Phys.

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We present triple differential cross-sections for the electron impact ionization of hydrogen and helium in energy sharing coplanar constant Θ12 = 180° and coplanar energy sharing perpendicular plane geometries at impact energies of a few eV's above ionization threshold. We investigate the role of incident channel effects in determining the shape of the cross-section. We present cross-sections in the same geometries for the isoelectronic sequence of hydrogenic and helium-like ions with nuclear charges up to Z = 10.

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