1998
DOI: 10.1063/1.873033
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Waves and instabilities in streaming magnetized plasma

Abstract: The evolution of electrostatic waves and excitation of instabilities in two-component streaming plasmas in a magnetic field are analytically studied. The modified spectrum and growth term of instability are derived to explain the physical situations like cold plasma, warm plasma, ion fusion aspect along with the uncoupled mode. The striking features of the analysis are displayed in the form of profiles of the refractive index (η) varying with particle thermal energy (KT) in different streaming regimes (V0). Th… Show more

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Cited by 4 publications
(5 citation statements)
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“…Equation ͑5͒ is satisfied by the local Maxwellian distribution function anisotropic in streaming velocity distribution, 11,12,17 while retaining the normalization exponent exp(Ϫm Ϯ V 0 2 /kT), factor without any approximation in the same physical frame or system,…”
Section: Basic Theory and Computation Of Transport Coefficientsmentioning
confidence: 99%
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“…Equation ͑5͒ is satisfied by the local Maxwellian distribution function anisotropic in streaming velocity distribution, 11,12,17 while retaining the normalization exponent exp(Ϫm Ϯ V 0 2 /kT), factor without any approximation in the same physical frame or system,…”
Section: Basic Theory and Computation Of Transport Coefficientsmentioning
confidence: 99%
“…Note that streaming or drift-induced correction terms of the order of streaming kinetic energy vs thermal energy are shown in respect of and K. Therefore, in order to complete the understanding and unravel the mystery of streaming or mass motion we have restructured the random Maxwellian distribution to include the beam-plasma interaction energy as compatible in magnetospheric space plasma or laboratory simulations. This causes a kind of energy dissipation (V 0 •P j ) in the plasma 3,11 where V 0 represents the (V 0 Ӷc) streaming velocity of the species in the magnetoactive plasma and P j denotes the momentum of the plasma species. With proper consideration of this energy dissipation in energy-momentum representation, the random Maxwellian distribution function assumes the form…”
Section: Introductionmentioning
confidence: 99%
“…Equation ͑8͒ is satisfied by the local Maxwellian velocity distribution function. In the model, we choose a proper dissipative equilibrium Maxwellian distribution function, anisotropic in particle velocity distribution, 14,15 incorporating the inequality v 0 2 Ӷu th 2 physical restrictions in the same physical frame or system:…”
Section: Basic Theorymentioning
confidence: 99%
“…Our goal in the present paper is to deal with the interesting aspect of collisional flux diffusion in magnetic field lines, where there is anisotropy in particle energy and momentum distribution system and beam-plasma interaction, as seen in solar flares, sunspots, etc., of natural plasmas. Early works [14][15][16][17] dealt with the streaming plasmas in relativistic and nonrelativistic theories with an emphasis on dispersion or wave propagation. Likewise, nonlinear streaming aspects 18,19 have been covered to a large extent, illustrating chaos or stochastic motion.…”
Section: Introductionmentioning
confidence: 99%
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