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- W1988016875 abstract "An analysis is made of the instability of waves in contrastreaming plasmas. The unperturbed distribution function, which occurs in the dispersion relation, is taken to be a ``resonance'' function of the form f0(v) = const (v2 + V2)−3, where V is related to the thermal velocity. This function has the dual advantage of allowing the computation of physical properties such as energy and of yielding a dispersion relation amenable to numerical analysis in important cases. The case of identical contrastreaming plasmas is analyzed in two phases: an electron instability which may arrest the streaming motion and an electron-ion instability involving the static, heated electrons and the ion streams. Critical temperatures for these instabilities are determined and compared with results obtained from Maxwellian distribution functions. Stability criteria for arbitrary temperatures are obtained with the resonance function. Growth rates over the band of allowed wave numbers are given for both phases of instability." @default.
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- W1988016875 date "1962-03-01" @default.
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- W1988016875 title "Instability of Contrastreaming Plasmas with Resonance Distribution Functions" @default.
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- W1988016875 doi "https://doi.org/10.1063/1.1706618" @default.
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