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- W2393313 abstract "It is proved that magnetohydrodynamical equations may be obtained from the equations of motion of electrons and ions in the limiting cases of low frequencies when the free path is considerably less than the characteristic lengths (frequent collisions) and when the free path is considerably greater and the ion Larmor circle radius is considerably less than the characteristic lengths (rare collisions). It is shown that if collisions are rare, there exist equations of state, provided that the motion of charged particles along the magnetic field lines is finite. The phase velocities of small amplitude fluctuations are found. It is proved that the plasma is unstable relative to small amplitude oscillations if the anisotropy of pressure is sufficiently large. (auth)" @default.
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- W2393313 date "1959-01-01" @default.
- W2393313 modified "2023-09-24" @default.
- W2393313 title "ON MAGNETOHYDRODYNAMICAL EQUATIONS" @default.
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