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SOME PROBLEMS IN RELATIVISTIC GASO-DYNAMICS OF CHARGED PARTICLES

V.M. Tsytovich

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Abstract

Some general problems in relativistic gasodynamics of charged particles in external and self-consistent fields are considered. An analog of potential motion is found and the theorem of conservation of magnetic flax along a liquid contour is generalized. The one-dimensional problem of break-up of a charged layer in external fields is solved. (auth)

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Some general problems in relativistic gasodynamics of charged particles in external and self-consistent fields are considered. An analog of potential motion is found and the theorem of conservation of magnetic flax along a liquid contour is generalized. The one-dimensional problem of break-up of a charged layer in external fields is solved. (auth)

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Available abstract

Some general problems in relativistic gasodynamics of charged particles in external and self-consistent fields are considered. An analog of potential motion is found and the theorem of conservation of magnetic flax along a liquid contour is generalized. The one-dimensional problem of break-up of a charged layer in external fields is solved. (auth)

Key concepts: Charged particle, Physics, Classical mechanics, Relativistic dynamics, Relativistic particle, Dynamics (music), Magnetic field, Quantum electrodynamics

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