1975•Physical Review LettersRequires access

Two-Dimensional Stability of an Electromagnetic Wave Obliquely Incident on a Nonuniform Plasma

David W. Forslund, J. M. Kindel, Kenneth Lee, E. L. Lindman

Open publisher page 31 citations

Abstract

For an electromagnetic wave obliquely incident on an inhomogeneous plasma, the dominant instability at critical density is a radiating decay instability whose associated ion-wave frequency, even in regimes where the growth rate greatly exceeds the real frequency, is approximately ${({{\ensuremath{\lambda}}_{\mathrm{D}}}^{2}L)}^{\ensuremath{-}\frac{1}{3}}{c}_{s}\ensuremath{\equiv}{K}_{min}{c}_{s}$. The stimulated radiation peaks between the normal and backscatter angles and may be an important factor in explaining present experiments. A nonlinear calculation at modest power shows that the nonlinear state involves a large-amplitude ion wave through which the excited waves can compress the pump wave.

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What this paper is about

For an electromagnetic wave obliquely incident on an inhomogeneous plasma, the dominant instability at critical density is a radiating decay instability whose associated ion-wave frequency, even in regimes where the growth rate greatly exceeds the real frequency, is approximately ${({{\ensuremath{\lambda}}_{\mathrm{D}}}^{2}L)}^{\ensuremath{-}\frac{1}{3}}{c}_{s}\ensuremath{\equiv}{K}_{min}{c}_{s}$. The stimulated radiation peaks between the normal and backscatter angles and may be an important factor in explaining present experiments. A nonlinear calculation at modest power shows that the nonlinear state involves a large-amplitude ion wave through which the excited waves can compress the pump wave.

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Available abstract

For an electromagnetic wave obliquely incident on an inhomogeneous plasma, the dominant instability at critical density is a radiating decay instability whose associated ion-wave frequency, even in regimes where the growth rate greatly exceeds the real frequency, is approximately ${({{\ensuremath{\lambda}}_{\mathrm{D}}}^{2}L)}^{\ensuremath{-}\frac{1}{3}}{c}_{s}\ensuremath{\equiv}{K}_{min}{c}_{s}$. The stimulated radiation peaks between the normal and backscatter angles and may be an important factor in explaining present experiments. A nonlinear calculation at modest power shows that the nonlinear state involves a large-amplitude ion wave through which the excited waves can compress the pump wave.

Key concepts: Physics, Electromagnetic radiation, Instability, Plasma, Amplitude, Atomic physics, Excited state, Radiation

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