On cyclotron damping of longitudinal wave
Journal: Discrete and Continuous Models and Applied Computational Science (Vol.32, No. 1)Publication Date: 2024-04-01
Authors : Sergey Karnilovich; Konstantin Lovetskiy; Leonid Sevastianov; Svetlana Strashnova; Yahya Shaar;
Page : 122-127
Keywords : Electric drift velocity; damping; relativistic charged particles; strong electric field; longitudinal waves; high frequency wave packets; cyclotron resonance;
- On cyclotron damping of longitudinal wave
- ION BEAM DRIVEN ION CYCLOTRON WAVE INSTABILITIES IN MAGNETIZED PLASMA CONTAINING HEAVY NEGATIVE IONS
- The Differential Transform Method for (n+1) - dimensional Equal Width Wave equation with damping term
- EFFECT OF QUANTUM PARAMETER?H ON LONGITUDINAL ELECTRO? KINETIC WAVE CHARACTERISTICS IN MAGNETISED SEMICONDUCTOR PLASMA
- LONGITUDINAL ELECTRO-KINETIC WAVE IN ION-IMPLANTED QUANTUM SEMICONDUCTOR PLASMAS IN PRESENCE OF MAGNETIC FIELD
Abstract
Average equations of motion of relativistic charged particles in the field of HF (high frequency) wave packets are obtained in the range of cyclotron resonance in the case of strong LF (low frequency) electric field. Strong electric field means that the characteristic velocity of the particle comparable with the electric drift velocity ((v sim v_E)). It is shown that with taking into account the electric drift velocity, new mechanisms of damping of longitudinal waves become possible. The effect of a strong electrostatic field on the resonant interaction of relativistic particles with high-frequency waves, as well as the relativistic effect, on cyclotron resonance for a longitudinal wave, is analyzed. The analytical solution of the averaged system of equations in the quasi-relativistic approximation is analyzed, as well as a numerical experiment for the Langmuir wave under the condition of cyclotron resonance in the case of a strong electric field.
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Last modified: 2024-07-19 21:41:46