Global Electrostatic Drift Waves in Self-Consistently Stationary Cylindrical Plasmas
スポンサーリンク
概要
- 論文の詳細を見る
The radial eigenvalue equations governing the stability properties of global electrostatic drift waves in self-consistently stationary cylindrical plasmas confined by sheared magnetic fields are derived and examined from a new point of view. The dissipative electon drift waves that are not localized near the mode rational surface are shown to be more unstable when the plasma current (which produces magnetic shear) flows in the opposite direction to the mode propagation. The effect of finite magnetic shear on its mode structure is also investigated. The density response of the ion drift waves exhibits the non-Boltzmann like behavior and its ratio to the electrostatic potential increases toward the plasma edge.
- 社団法人日本物理学会の論文
- 1993-01-15
著者
-
Mamada H
Aichi Univ. Education Kariya
-
Mamada Hiroshi
Department Of Physics Aichi University Of Education
-
Katou Kanemitsu
Department of Physics, Nagoya University
-
Katou K
Department Of Physics Nagoya University
-
Katou Kanemitsu
Department Of Physics Nagoya University
関連論文
- New Approximate Method for Ising System
- Self-Consistent Treatment of Anderson Model and Magnetic Susceptibility
- Self-Consistent Treatment of the Wolff-Moriya Model
- Global Electrostatic Drift Waves in Self-Consistently Stationary Cylindrical Plasmas
- Up-Down Asymmetry of Global Drift Waves in Tokamaks
- Cross, Inertial Force, and Toroidal Flow Effects on Classical Particle Transport in Tokamaks
- Magnetic Susceptibility of the Wolff-Moriya Model
- Resonant Three-Wave Interaction in Electrostatic Drift-Wave Turbulence
- Electromagnetic Wave Energy and Momentum Equations in Transparent, Dispersive, Space- and Time- Varying Media
- Self-Organization in Dissipative Plasmas
- Inertial Force in Tokamaks