On the spectrum of longitudinal waves in the hot degenerate plasma

Details On the spectrum of longitudinal waves in the hot degenerate plasma On the spectrum of longitudinal waves in the hot degenerate plasma

Nov 1984

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1984esasp.207..101l&link_type=abstract

In ESA Plasma Astrophys. p 101-103 (SEE N85-22270 12-90)

Astronomy and Astrophysics

Astrophysics

Degenerate Matter, Energy Spectra, High Temperature Plasmas, Plasma Waves, Relativistic Plasmas, Asymptotes, Classical Mechanics, Landau Damping

Scientific paper

The longitudinal wave spectra in the hot degenerate plasma, having Fermi distribution - both one and three dimensional, are studied in the whole range of wave vectors. In the frames of classical mechanics, the relativistic case as well as nonrelativistic one are examined. The real and imaginary parts of the solutions of the dispersion equation are found. It is shown that the spectra asymptotics are not connected with strong Landau damping.

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