1965Progress of Theoretical PhysicsOpen access

Excitation of Plasma Waves Propagating Transverse to the Uniform External Magnetic Field

Hiromu Momota

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Abstract

Using the perturbation method, the motion of an electron in a perturbed longitudinal plasma wave is studied. The wavelength of the wave is assumed to be small compared with the electron Larmor radius. The criterion for excitation and damping of the plasma wave is then obtained. Frequencies of waves which are excited are found to be nearly equal to integral mltiples of the electron cyclotron frequency. The result is applied to the explanation of the phenomenon of high cyclotron harmonics radiation.

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Using the perturbation method, the motion of an electron in a perturbed longitudinal plasma wave is studied. The wavelength of the wave is assumed to be small compared with the electron Larmor radius. The criterion for excitation and damping of the plasma wave is then obtained. Frequencies of waves which are excited are found to be nearly equal to integral mltiples of the electron cyclotron frequency. The result is applied to the explanation of the phenomenon of high cyclotron harmonics radiation.

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Available abstract

Using the perturbation method, the motion of an electron in a perturbed longitudinal plasma wave is studied. The wavelength of the wave is assumed to be small compared with the electron Larmor radius. The criterion for excitation and damping of the plasma wave is then obtained. Frequencies of waves which are excited are found to be nearly equal to integral mltiples of the electron cyclotron frequency. The result is applied to the explanation of the phenomenon of high cyclotron harmonics radiation.

Key concepts: Physics, Gyroradius, Excitation, Cyclotron, Electromagnetic electron wave, Atomic physics, Plasma, Electron

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