2011
DOI: 10.1063/1.3553026
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Turbulent anomalous transport and anisotropic electron heating in a return current system

Abstract: Anisotropic electron heating due to self-generated electromagnetic turbulences is observed in collisionless return current plasmas. The corresponding energy conversion, electron heating, and associated anomalous momentum transport are investigated by means of a two-dimensional electromagnetic particle-in-cell simulation code. The return current model consists of two counterstreaming electron beams with different temperatures and a stationary ion background. First, a general multifluid dispersion analyzer is pr… Show more

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Cited by 4 publications
(10 citation statements)
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“…Hence, in the course of beam propagation the original isotropic drifting Maxwellian distributions of electron beams evolve into anisotropic ones. Anisotropic electron heating has already been reported in Lee & Büchner (2011b), who considered the case without a background magnetic field B x . By comparing the simulation results, one notices that the perpendicular electron heatings are stronger in the unmagnetized case (Lee & Büchner 2011b), which are T y,e1 = 4.99 keV and T y,e2 = 3.74 keV at the end of simulation.…”
Section: Collisionless Momentum Transport By Electromagnetic Turbulencesmentioning
confidence: 90%
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“…Hence, in the course of beam propagation the original isotropic drifting Maxwellian distributions of electron beams evolve into anisotropic ones. Anisotropic electron heating has already been reported in Lee & Büchner (2011b), who considered the case without a background magnetic field B x . By comparing the simulation results, one notices that the perpendicular electron heatings are stronger in the unmagnetized case (Lee & Büchner 2011b), which are T y,e1 = 4.99 keV and T y,e2 = 3.74 keV at the end of simulation.…”
Section: Collisionless Momentum Transport By Electromagnetic Turbulencesmentioning
confidence: 90%
“…(2)) can be found in Lee & Büchner (2011b). In the above equation the term T α,|| −T α,⊥ is the temperature difference between parallel and perpendicular directions.…”
Section: Energy Conversion and Electron Heatingmentioning
confidence: 99%
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