Stability to the High-Frequency Hot Electron Interchange Mode
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概要
- 論文の詳細を見る
A 2-1/2 dimensional relativistic, electromagnetic particle code is used tostudv the stability' of Elmo Bumr>' Torus. In the simulation, the rlasma is muchmore stable to the high-frequency hot electron interchange mode than theoreticalpredictions. One possible explanation is wave damping by flattening of hot electrondensity along the poloidal direction due to the spread of the drift velocity.
- 社団法人日本物理学会の論文
- 1985-02-15
著者
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Ohsawa Yukiharu
Institute Of Plasma Physics Nagoya University
-
Dawson John
Department of Physics University of California at Los Angeles Los Angeles
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John M.dawson
Departmet Of Physics University Of California
関連論文
- Modeling of Subtle Kinetic Processes in Plasma Simulation
- Particle Simulation Studies on Behaviour of Rapidly-Expanding High-Beta Plasma Column in a Uniform Magnetic Field
- Propagation of Nonlinear Ion Acoustic Wave with Generation of Long-Wavelength Waves
- Monte Carlo Simulation of Plasma Confinement in Mirror an Cusp Fields
- Plasma Heating by a Magnetosonic Shock Wave through Resonant Ion Acceleration
- Stability to the High-Frequency Hot Electron Interchange Mode
- Production of Highly Relativistic Ions and Electrons by Quasi-Perpendicular Magnetosonic Shock Waves
- Resonant Ion Acceleration by Collisionless Magnetosonic Shock Wave Propagating Obliquely to a Magnetic Field
- PLASMA HEATING BY A MAGNETOSONIC SHOCK WAVE THROUGH RESONANT ION ACCELERATION
- Nonlinear Magnetosonic Fast and Slow Waves in Finite β Plasmas and Associated Resonant Ion Acceleration
- Resonant Ion Acceleration by Collisionless Magnetosonic Shock Waves
- Relativistic Shock Wave
- Particle Reflection and Plasma Heating by a Laminar Magnetosonic Shock Wave
- Resonant Ion Acceleration by Oblique Magnetosonic Shock Wave in a Collisionless Plasma
- NON-STOCHASTIC PROMPT PROTON ACCELERATION BY FAST MAGNETOSONIC SHOCKS IN THE SOLAR PLASMA
- Simulation Studies on Stability of Hot Electron Plasma
- Theory for Resonant Ion Acceleration by Nonlinear Magnetosonic Fast and Slow Waves in Finite β Plasmas