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- W230095967 abstract "The equations for nonstationary motion of a rarefied plasma are presented for the case of cylindrical symmetry. These equaiions are simplified and discussed for two particular conditions. In the first instance the magnetic field in the axial direction is zero; in the second case the azimuthal and axial components of ihe magnetic field are not zero. The equations derived for the first instance indicate that when two of ihe arbitrary constants, B and C, are greater than zero, then (1) the portion of the plasma found at time zero at a finite distance away from ihe symmetry axis cannot disappear into infinity and (2) all the portions of the plasma cannot be compressed into an infinitely thin cord. (TTT)" @default.
- W230095967 created "2016-06-24" @default.
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- W230095967 date "1962-01-01" @default.
- W230095967 modified "2023-09-27" @default.
- W230095967 title "CONCERNING THE PARTICULAR SOLUTIONS OF THE HYDRODYNAMIC EQUATIONS OF A RAREFIED PLASMA IN THE CASE OF AXIALLY SYMMETRIC MOTION" @default.
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