2000
DOI: 10.1088/0953-4075/33/5/313
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Excitation of autoionizing states of helium by 100 keV proton impact: II. Excitation cross sections and mechanisms of excitation

Abstract: Mechanisms of two-electron excitation of the (2s 2) 1 S, (2p 2) 1 D and (2s2p) 1 P autoionizing states of helium are studied both experimentally and theoretically. It is shown that an explicit introduction of a kinematic factor, with a process-specific phase leads to a productive parametrization of experimental cross sections of ionization, allowing one to extract cross sections of excitation of autoionizing states. Using a new fitting procedure together with the proposed parametrization made it possible to ob… Show more

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Cited by 10 publications
(27 citation statements)
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“…The doubly differential cross section (DDCS) of ionization as a function of electron emission energy E e and emission angle θ e in the vicinity of autoionizing resonances can be written as (Godunov et al 2000)…”
Section: Basic Formulaementioning
confidence: 99%
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“…The doubly differential cross section (DDCS) of ionization as a function of electron emission energy E e and emission angle θ e in the vicinity of autoionizing resonances can be written as (Godunov et al 2000)…”
Section: Basic Formulaementioning
confidence: 99%
“…where A c int,µ (E i , ϑ e ), B c int,µ (E i , ϑ e ) and B c exc,µ (E i , ϑ e ) are the resonant parameters, ρ µ (ε µ ) and ϕ µ (ε µ ) are the kinematic factors, ε µ = 2(E e − E µ )/ µ is the relative energy deviation from the resonance position E µ , E e is the ejected electron energy and µ is the resonance width. The exact definitions for the resonance parameters, as well as the kinematic factors, can be found in Godunov et al (1997bGodunov et al ( , 2000. For an alternative representation, one can introduce a phase parameter δ µ (E i , θ e ) between the amplitudes of direct and resonant ionization as (Godunov et al 2000)…”
Section: Basic Formulaementioning
confidence: 99%
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