1981
DOI: 10.1088/0022-3700/14/24/016
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Independent electron approximation in collisions of nuclei with atoms

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Cited by 31 publications
(11 citation statements)
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“…[38][39][40] In particular, if one electron remains in the initial H 2 ϩ molecular orbital 1 g , the H 2 ϩ ion does not dissociate, leading to [38][39][40] In particular, if one electron remains in the initial H 2 ϩ molecular orbital 1 g , the H 2 ϩ ion does not dissociate, leading to…”
Section: B Independent Particle Model Treatmentmentioning
confidence: 99%
“…[38][39][40] In particular, if one electron remains in the initial H 2 ϩ molecular orbital 1 g , the H 2 ϩ ion does not dissociate, leading to [38][39][40] In particular, if one electron remains in the initial H 2 ϩ molecular orbital 1 g , the H 2 ϩ ion does not dissociate, leading to…”
Section: B Independent Particle Model Treatmentmentioning
confidence: 99%
“…In a previous work [22], we employed the classical trajectory Monte Carlo (CTMC) method to evaluate single-ionization and singlecapture cross sections in H + + H 2 O collisions at energies 25 keV < E < 5 MeV. We used the independent-particle method (IPM) [23][24][25], where the electrons are treated as independent particles that follow trajectories obtained by solving the Hamilton equations with a one-center (isotropic) model potential to describe the interaction between the active electron and the molecular core. Recently, Lüdde et al [26] applied the basis-set-generator method (BGM) to H + + H 2 O collisions, beyond the isotropic electron-core approximation; they have reported electron production and net capture cross sections in good agreement with experiment.…”
Section: Introductionmentioning
confidence: 99%
“…). exp n = 1 n = 2 (×10) n = 3 (×100) n = 4 (×600) n = 5 (×1500) ln(E 1 /R) Making use of (3.14) in the total cross section calcula tion yields (3.15) where (3.16) Integration over Q z in the limit of large p i followed by that over Q ⊥ and b' leads to the following expression: (3.17) where Note that in (3.17) we omitted interference terms, which is equivalent to neglecting the antisymmetriza tion procedure [71].…”
Section: Multiple Ionization Of Noble Gas Atoms By a Fast Electronmentioning
confidence: 99%