1982
DOI: 10.1086/160170
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Transport of energetic electrons in a fully ionized hydrogen plasma

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Cited by 50 publications
(31 citation statements)
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“…Scattering in angle is unimportant for fast ions and relativistic electrons -the only particles that can reach the LC7 l layer. For non-relativistic electrons it reduces the mean range by 2/3 (Brown, 1972), although dispersion means that electrons will stop and deposit energy over a range of depths up to their full vertical stopping depth (Bai, 1982). For the present purposes of estimation we neglect pitch-angle scattering completely.…”
Section: Discussionmentioning
confidence: 99%
“…Scattering in angle is unimportant for fast ions and relativistic electrons -the only particles that can reach the LC7 l layer. For non-relativistic electrons it reduces the mean range by 2/3 (Brown, 1972), although dispersion means that electrons will stop and deposit energy over a range of depths up to their full vertical stopping depth (Bai, 1982). For the present purposes of estimation we neglect pitch-angle scattering completely.…”
Section: Discussionmentioning
confidence: 99%
“…The delays of such duration can be explained by energy dependent trapping of emitting electrons. Note that for a one-loop configuration there should be a progressive delay of peaks emitting by higher-energy electrons due to the effect of Coulomb collisions on the trapped electrons (Bai, 1982). In our case the tendency was the opposite and the delays were shorter at high frequencies.…”
Section: Flare Configurationmentioning
confidence: 54%
“…Flarix is able to model several processes, which according to contemporary and generally accepted flare models occur concurrently in flares and play there important roles. The transport, scattering and progressive thermalization of the beam electrons 234 P. Heinzel et al due to Coulomb collisions with particles of ambient plasma in the magnetized flaring atmosphere and the resulting flare heating corresponding to the local energy losses of beam electrons is calculated using an approach proposed by Bai (1982) and Karlický & Hénoux (1992) based on test particles and Monte Carlo method. This approach, fully equivalent to direct solution of the corresponding Fokker-Planck equation (MacKinnon & Craig 1991), provides a flexible way to model many various aspects of the beam electron interactions with the ambient plasma, converging magnetic field in the flare loop or with additional electric fields (Varady et al 2014).…”
Section: Rhd Code Flarixmentioning
confidence: 99%