Kinetic equation for a relativistic electron beam propagating along an external magnetic field in dense and rare gas-plasma media

Research output

6 Citations (Scopus)

Abstract

A kinetic equation that describes the transverse dynamics of an axisymmetric paraxial relativistic electron beam propagating along an external magnetic field in a gas-plasma medium is derived with allowance for the influence of the self-consistent electromagnetic field on the beam, the effects related to the nonlaminar motion and rotation of the beam electrons at the exit from the injector, and the scattering and energy loss of the beam electrons in their collisions with the neutral particles of the background gas.

Original languageEnglish
Pages (from-to)1208-1212
Number of pages5
JournalTechnical Physics
Volume49
Issue number9
DOIs
Publication statusPublished - 1 Sep 2004

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relativistic electron beams
kinetic equations
rare gases
electron beams
neutral particles
allowances
injectors
gases
magnetic fields
electromagnetic fields
energy dissipation
collisions
scattering

Scopus subject areas

  • Physics and Astronomy (miscellaneous)

Cite this

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abstract = "A kinetic equation that describes the transverse dynamics of an axisymmetric paraxial relativistic electron beam propagating along an external magnetic field in a gas-plasma medium is derived with allowance for the influence of the self-consistent electromagnetic field on the beam, the effects related to the nonlaminar motion and rotation of the beam electrons at the exit from the injector, and the scattering and energy loss of the beam electrons in their collisions with the neutral particles of the background gas.",
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AB - A kinetic equation that describes the transverse dynamics of an axisymmetric paraxial relativistic electron beam propagating along an external magnetic field in a gas-plasma medium is derived with allowance for the influence of the self-consistent electromagnetic field on the beam, the effects related to the nonlaminar motion and rotation of the beam electrons at the exit from the injector, and the scattering and energy loss of the beam electrons in their collisions with the neutral particles of the background gas.

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