1997Physica ScriptaOpen access

On the cutoff frequency of nonlinear fast electromagnetic waves in a highly magnetized plasma

N. Ya. Kotsarenko, George Stewart

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Abstract

We show that the linear theory of wave propagation breaks down for fast electromagnetic wave propagation near the cutoff frequency in a highly magnetized plasma. In this case, even for small wave amplitudes, particle motion is relativistic. The cutoff frequency is then considerably reduced, being independent of the field strength and inversely proportional to the wave amplitude.

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What this paper is about

We show that the linear theory of wave propagation breaks down for fast electromagnetic wave propagation near the cutoff frequency in a highly magnetized plasma. In this case, even for small wave amplitudes, particle motion is relativistic. The cutoff frequency is then considerably reduced, being independent of the field strength and inversely proportional to the wave amplitude.

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Available abstract

We show that the linear theory of wave propagation breaks down for fast electromagnetic wave propagation near the cutoff frequency in a highly magnetized plasma. In this case, even for small wave amplitudes, particle motion is relativistic. The cutoff frequency is then considerably reduced, being independent of the field strength and inversely proportional to the wave amplitude.

Key concepts: Physics, Cutoff, Cutoff frequency, Amplitude, Wave propagation, Quantum electrodynamics, Electromagnetic radiation, Nonlinear system

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