1986
DOI: 10.2172/6979454
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Propagation of a nonrelativistic electron beam in a plasma in a magnetic field

et al.

Abstract: Propagation of a nonrelativistic electron beam in a plasma in a strong magnetic field has been studied using electrostatic one-dimensional particle simulation models. Electron beams of finite pulse length and of continuous injection are followed in time to study the effects of beam-plasma interact ion on the beam propagation. For the case of pulsed beam propagation, it is found that the beam distribution rapidly spreads in velocity space generating a plateaulike distribution with a high energy tail extending b… Show more

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Cited by 5 publications
(14 citation statements)
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“…In order to model electron beam injection into an ambient plasma from the space shuttle for a comparison with observations, a nonperiodic one-dimensional electrostatic particle code is used [Okuda et al, 1987]. The reader is referred to Birdsall and Langdon [1985] for a discussion of basic algorithms used in these simulations.…”
Section: Interpretation and Discussionmentioning
confidence: 99%
“…In order to model electron beam injection into an ambient plasma from the space shuttle for a comparison with observations, a nonperiodic one-dimensional electrostatic particle code is used [Okuda et al, 1987]. The reader is referred to Birdsall and Langdon [1985] for a discussion of basic algorithms used in these simulations.…”
Section: Interpretation and Discussionmentioning
confidence: 99%
“…Note that there is a region in velocity space in which Of/Ov < 0 for V < 0, so that the waves propagating to the negative direction may become unstable in the same way as in the first bin. [Okuda et al, 1987]. Note again that there is a region in velocity space where Of/O• < 0 for V < 0, so that these electron distributions can drive the ion waves unstable via waveparticle interaction.…”
Section: Using the One-dimensional Simulation Model Developed Earliermentioning
confidence: 95%
“…Here we consider an electron beam injected into a fully ionized ambient plasma along the magnetic field from a conducting spacecraft. When the beam density is much smaller than the ambient plasma density, beam electrons can propagate freely into the ambient plasma [Okuda et al, 1987]. The charging of the spacecraft remains small, since the return current carried by the ambient electrons, I a, cancels the beam current I o ---e%V o.…”
Section: Introductionmentioning
confidence: 99%
“…Thus we see that the one-dimensional results are recovered in the limit as rt:/r • approaches zero. The effect of the beam-plasma interaction on the ambient plasma is much less dramatic than in one-dimensional simulations of electron injection [Okuda et al, 1987]. For the present simulation there is only a weak ripple apparent in the ambient electron phase space, and only a very small number of plasma electrons achieve vx velocities greater than ,,-3 Vrc To approach the one-dimensional limit, one must increase the magnetic field strength and/or increase the beam radius so that the gyroradius r L << %.…”
Section: Since the Energy Flow Into The Plasma Is Now Only Onefourth mentioning
confidence: 93%
“…A number of one-dimensional electrostatic simulations have been performed [Katz et al, 1986;Okuda et al, 1987;Winglee and Pritchett, 1987a] in which electrons were injected into a plasma parallel to the magnetic field. These simulations have confirmed for injection into vacuum and low-density plasma the existence of a stagnation point where beam particles come to a halt [Parks et al, 1975] near the source of the beam.…”
Section: Introductionmentioning
confidence: 99%