Conductivity of a plasma created by a relativistic electron beam in argon

A modified Chapman–Enskog analysis is employed to solve the relativistic Boltzmann transport equation. This is in the context of binary Coulomb encounter in a weakly coupled and fully ionized nondegenerate electron–ion plasma across a magnetic field. Specific formulas concerning transport coefficients are derived analytically in the various limits of temperatures, viz., nonrelativistic, moderately relativistic, and ultrarelativistic temperatures. Early classical results are equally recovered. The dependence of coefficients on thermal regimes is quantitatively discussed and their markedly diminishing trends are analyzed.

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Relativistic theory of cross-field transport and diffusion in a plasma

Mohanty

Baral²

1996

Physics of Plasmas

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Theory of weakly coupled relativistic plasma: diffusion and transport across a magnetic field

Mohanty¹,

Baral

1995

J. Phys. A: Math. Gen.

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'Squirrel-cage'-an effective configuration of REB injection

Arlantsev

Mkheidze

Savin

1995

Plasma Sources Sci. Technol.

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Conductivity of a plasma created by a relativistic electron beam in argon

Cited by 3 publications

References 3 publications

Relativistic theory of cross-field transport and diffusion in a plasma

Relativistic theory of cross-field transport and diffusion in a plasma

Theory of weakly coupled relativistic plasma: diffusion and transport across a magnetic field

'Squirrel-cage'-an effective configuration of REB injection

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