2015
DOI: 10.1002/2014ja020409
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Current‐driven Langmuir oscillations and amplitude modulations—Another view on electron beam‐plasma interaction

Abstract: The origin of Langmuir amplitude modulations and harmonic waves observed in the solar wind and in planetary foreshock regions is investigated in beam plasmas where the saturation process of the beam instability is accompanied with the formation of a plateau distribution. This saturated state represents a current which is shown to drive homogeneous electric field oscillations at the plasma frequency. This simple mechanism has been ignored in most numerical studies based on Vlasov or particle-in-cell simulations… Show more

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Cited by 9 publications
(16 citation statements)
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“…This paper represents a continuation of recent work ( Sauer and Sydora [], hereafter referred to as SS1) in which it was shown that current‐driven Langmuir oscillations play an important role in the understanding of electrostatic wave phenomena observed at beam plasma interaction in space plasmas. These oscillations arise at the electron plasma frequency ω e with wave number k = 0.…”
Section: Introductionmentioning
confidence: 99%
“…This paper represents a continuation of recent work ( Sauer and Sydora [], hereafter referred to as SS1) in which it was shown that current‐driven Langmuir oscillations play an important role in the understanding of electrostatic wave phenomena observed at beam plasma interaction in space plasmas. These oscillations arise at the electron plasma frequency ω e with wave number k = 0.…”
Section: Introductionmentioning
confidence: 99%
“…This paper is closely related to recent work [ Sauer and Sydora , , , hereafter referred to as SS15 and SS16, respectively] which was devoted to current‐driven Langmuir oscillations at the electron plasma frequency ( ω e ) and their consequences for the interpretation of beam‐plasma interaction in the solar wind and planetary foreshock regions. Whereas in SS15 the simultaneous existence of both Langmuir oscillations and beam‐excited Langmuir waves with wave number k ∼ ω e / V b ( V b : beam velocity) as a cause for amplitude modulation has been considered, the paper SS16 is devoted to the evidence that the Langmuir oscillations which remain after beam relaxation may act as a pump wave of modulational instability by which wave packets are formed.…”
Section: Introductionmentioning
confidence: 79%
“…The distribution function of a plateau plasma can be represented as a superposition of shifted Maxwellians, as done by Silin et al []. When one takes two water‐bag distributions, one for the main population and another shifted one for the plateau electrons, as shown in Figure a, one gets according to equation (1) in Sauer and Sydora [] the electrostatic wave dispersion which is plotted in Figure b. Mode splitting is evident, resulting from the intersection of the electron‐acoustic mode (which belongs to the plateau plasma) with the Langmuir mode (of the main plasma).…”
Section: Plateau Plasmas and Related Mode Splittingmentioning
confidence: 99%
“…Ignoring kinetic damping, the dispersion characteristics of Langmuir/electron‐acoustic waves in a beam/plateau plasma can be described in good approximation by fluid approach (Sauer & Sydora, ). The dispersion relation then takes the simple algebraic form 0.25emD(),ωk=1normalωe2ω2normalγk2Ve2normalωp2ωkV02normalγk2Vp2=0, which is known from standard textbooks.…”
Section: Modified Parametric Decay In Plateau Plasmasmentioning
confidence: 99%
“…Whereas one of the peaks was interpreted by beam excitation, for the other one different mechanisms have been considered, such as modulational instability, classical parametric decay, and particle trapping. In own studies (Baumgärtel, ; Sauer & Sydora, , ; Sauer et al, ), Langmuir oscillations driven by the beam/plateau current have been introduced as a new concept. In particular, the interpretation of Langmuir amplitude modulations in the recent paper by Sauer et al () by parametric decay of current‐driven Langmuir oscillations is very similar to the present approach.…”
Section: Relevance To Observationsmentioning
confidence: 99%