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Propagation Of Long Wave Length Disturbances In A Plasma [Dissertation]

Thesis/Dissertation ·
OSTI ID:4821526
 [1]
  1. New York Univ. (NYU), NY (United States)
The long wavelength modes of excitation of a two component plasma in a steady magnetic field were examined. Two linearized Boltzmann equations are given with collision terms which are coupled through the difference in temperatures and difference in velocities of the two gases. A formal means of classification of phenomena is described in terms of the nature of the roots about k = 0. Two types of behavior were uncovered: MHD, magnetohydrodynamics, which includes finite phase speed phenomena near k = 0; and PEM, plasma electromagnetics, which includes infinite phase speed phenomena near k = 0. The dissipative effects of collisions were included. In the limit of vanishing collision frequency, roots previously obtained were recaptured. The relevance of the pertinent domains are discussed and the complex interplay between the "fast" and "Alfven" modes of MHD and the plasma-magnetic modes of PEM are demonstrated. Equations macroscopic in appearance were derived which include the effects of the initial configuration. In the limit of large collision frequency these equations reduced to standard forms. The dispersion of the Nth order Larmor resonance is given which includes the effect of the mass ratio. A discussion of the transfer equations of a plasma is included.
Research Organization:
New York Univ. (NYU), NY (United States). Inst. of Mathematical Sciences
Sponsoring Organization:
US Atomic Energy Commission (AEC)
NSA Number:
NSA-16-006047
OSTI ID:
4821526
Report Number(s):
NYO--9762; MF--22
Country of Publication:
United States
Language:
English

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