On the high frequency perpendicular propagating waves in ultra-relativistic fully degenerate electron plasma

Using Vlasov-Maxwell's equations, the spectra of the perpendicular propagating Bernstein wave and Extraordinary wave in ultra-relativistic fully degenerate electron plasma are studied. The equilibrium particle distribution function is assumed to be isotropic Fermian. The analysis of high freque...

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Veröffentlicht in:Physics of plasmas 2017-09, Vol.24 (9)
Hauptverfasser: Noureen, S., Abbas, G., Farooq, H.
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description Using Vlasov-Maxwell's equations, the spectra of the perpendicular propagating Bernstein wave and Extraordinary wave in ultra-relativistic fully degenerate electron plasma are studied. The equilibrium particle distribution function is assumed to be isotropic Fermian. The analysis of high frequency spectra of the waves is carried out in the weak propagation limit Ω ≫ k . v and in the weak magnetic field limit | ω − k . v | ≫ Ω and graphically observed.
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subjects Bernstein waves
Distribution functions
Electron plasma
High frequencies
Maxwell's equations
Plasma physics
Relativism
Relativistic effects
Wave propagation
title On the high frequency perpendicular propagating waves in ultra-relativistic fully degenerate electron plasma
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