Nonlinear Wave Modulation in a Magnetized Collisionless Plasma
スポンサーリンク
概要
- 論文の詳細を見る
Nonlinear modulation of quasi-monochromatic electromagnetic waves propagating parallel to an external magnetic field is investigated with particular attention to contributions of resonant particles at the group velocity. The contributions of these resonant particles give rise to a nonlocal-nonlinear tram and modify the local-nonlinear term of the nonlinear schrodinger equation. An explicit expression of a coefficient of the nonlocal-nonlinear term is given for a plasma characterized by isotropic Maxwellian velocity distribution functions. In a vanishing temperature limit this coefficient becomes zero and the nonlinear Schrodinger equation agrees with that obtained by using a fluid model.
- 社団法人日本物理学会の論文
- 1973-11-05
著者
-
TANIUTI Tosiya
Department of Engineering,Natural Science-Mathematics,Chubu University
-
Taniuti Tosiya
Research Information Center Institute Of Plasma Physics Nagoya University:department Of Physcis Nago
-
Taniuti Tosiya
Department Of Engineering Natural Science-mathematics Chubu University
-
ICHIKAWA Yoshi
Department of Physics and Research Institute for Atomic Energy, College of Science and Technology, N
-
Ichikawa Yoshi
Research Information Center Institute Of Plasma Physics Nagoya University:department Of Physics And
-
KAKO Masashi
Institute of Plasma Physics, Nagoya University
-
Kako Masashi
Research Information Center Institute Of Plasma Physics Nagoya University:institute Of Plasma Physci
-
Kako Masashi
Institute Of Plasma Physics Nagoya University
-
FURUTANI Yoichiro
Laboratoire de Physique des Plasmas (Laboratoire associe au C.N.R.S.), Faculte des Science d'Orsay,
-
Furutani Yoichiro
Research Information Center Institute Of Plasma Physics Nagoya University:laboratoire De Physique De
-
Ichikawa Yoshi
Department Of Physics And Atomic Energy Research Institute College Of Science And Engineering Nihon
-
Ichikawa Yoshi
Deparment Of Physics Tohoku University
関連論文
- Solitary and Shock Structures Induced by Poloidal Flow in Tokamaks
- Dynamics of Two-Dimensional Solitary Vortices in a Low-β Plasma with Convective Motion
- Dynamics of Two-Dimensional Solitary Vortices in a Low-β Plasma with Convective Motion
- Existence Conditions for Collisionless Hydromagnetic Shock Waves along the Magnetic Field
- Propagation of Hydromagnetic Waves in Collisionless Plasma II
- Contribution of Higher Order Terms in the Reductive Perturbation Theory. : I. A Case of Weakly Dispersive Wave
- Two-Dimensional Stationary Soliton in a Steady Hydromagnetic Flow
- Nonlinear Responses of Dispersive Media.II.A Stability of Stationary Solutions to the KdV Equation with a Sinusoidal Force
- Hole Equilibria in a Quasi-Cold Plasma
- Nonlinear Behaviors of Ion-Wave
- Weak Thermonuclear Reaction Wave in High-Density Plasma
- Deflagration Waves in Laser Compression. I
- Higher Order Approximation in the Reductive Perturbation Method. III. : The Weakly Dissipative System
- Plasma Flow and a Soliton in a Theta Pinch
- Nonlinear Wave Modulation in Collisionless Plasmas
- Solitons in a Convective Motion of a Low-β Plasma. II
- Solitons in a Convective Motion of a Low-β Plasma
- Nonlinear Wave Modulation in a Magnetized Collisionless Plasma
- Nonlinear Wave Modulation in a Magnetized Collisionless Plasma
- Nonlinear Wave Modulation in Cold Magnetized Plasmas
- Higher Order Approximation in the Reductive Perturbation Method.I.The Weakly Dispersive System
- The Nonlinear Distortion of Propagation Cones of Lower-Hybrid Wave
- Nonlinear Surface Alfven Wave with Magnetic Island
- A Gaussian Solution for Drift Wave Turbulence and for Rossby Wave Turbulence
- Stationary Spectrum of Pseudo-Three-Dimensional Electrostatic Turbulence in Magnetized Plasmas
- Nonlinear Hydromagnetic Solitary Waves in a Collision-Free Plasma with Isothermal Electron Pressure
- Envelope Shock Waves in Interactions of Plasma Waves of Random Phase
- Coherent States and the korteweg-de Vries Equation for a System of Interacting Phonons
- A Model of the Dispersive Non-Linear Equation. II
- A Model of Dispersive Non-Linear Equation
- Non-Linear Motion of Two Ion Streams in a Background of High Temperature Electrons
- Automodulation of Ion Oscillation Modes in Plasma
- Interaction of Test Waves and Trapped Particles in a Collisionless Electron Plasma
- A Resonant Far Fields and Amplitude Oscillations (Part IV. Applications to the Vlasov Plasma)
- Propagation of Drift Waves of Small but Finite Amplitude
- An Asymptotic Method for the Vlasov Equation
- Propagation of Solitary Pulses in Interactions of Plasma Waves
- A Note on the Reductive Perturbation Method
- Modulation Instability of Electron Plasma Wave
- A Modified Korteweg de Vries Epuation for Ion Acoustic Waves
- Nonlinear Wave Modulation with Account of the Nonlinear Landau Damping
- D Nonlinear Wave Modulation in Magnetized Collisionless Plasmas (Part IV. Applications to the Vlasov Plasma)
- Conservation Laws of Nonlinear-Evolution Equations
- Envelope Shock Waves in Interactions of Longitudinal Plasma Waves of Random Phase
- Nonlinear Responses of Dispersive Media
- Reductive Perturbation Method for Nonlinear Wave Propagation in Inhomogeneous Media. II
- Reductive Perturbation Method for Nonlinea Wave Propagatio in Inhomogeneous Media. I
- Reductive Perturbation Method in Nonlinear Wave Propagation : II. Application to Hydromagnetic Waves in Cold Plasma
- On the Structure of Generalized Fokker-Planck Equation of a High Temperature Plasma
- B Ion-Acoustic Solitary Waves with Effects of Resonant Particles (Part IV. Applications to the Vlasov Plasma)
- Reductive Perturbation Method in Nonlinear Wave Propagation. I
- Effects of Collisions on Temporal Plasma Wave Echose
- Stopping Power of High Temperature Plasma : Effects of Ionic Collective Motion
- Nolilinear Collisional Drift-Waves near the Neutral Stable Point
- Hydromagnetic Plane Steady Flow in Compressible Ionized Gases
- On the Wave Propagation in the Non-Linear Fields
- On the Theories of Higher Derivative and Non-Local Couplings, II
- On the Heisenberg's Non-linear Meson Equation
- Nonlinear Collisional Drift Waves and Ion-Acoustic Waves Propagating in a Magnetic Field with Shear
- Reductive Perturbation Method and Far Fields of Wave Equations (Part I. General Theory)
- An Example of Isentropic Steady Flow in the Magnetohydrodynamics
- Electron-Acoustic Mode in a Plasma of Two-Temperature Electrons
- Reductive Perturbation Method for Wave-Modulation in Multi-Dimensional Space
- An Asymptotic Method for the Vlasov Equation. II
- A Model Equation for a Nonlinear Collisional Drift Wave in a Magnetic Field with Shear
- Nonlinear Ion Acoustic Waves with Landau Damping
- C Nonlinear Wave Modulation of Electrostatic Waves (Part IV. Applications to the Vlasov Plasma)
- Nonlinear Wave Propagation of Cyclotron Waves in Collisionless Plasmas
- Nucleon Exchange Effects in Deuteron Stripping Reactions and Angular Distributions of Be^9(d, n)Be^ Reaction
- An Example of the Non-Adiabatic Motion of a Charged Particle in an External Magnetic Field
- On Wave Propagation in Non-Linear Fields
- A Note on the Modified Zero-Fourth-Order Cumulant Approximation
- On the Kinetic Equation for a High Temperature Plasma
- A Possible Size Effect on the Plasma Oscillation of Electrons in Solids
- Equilibrium Properties of Classical Electron Gas in Uniform Positive Ion Distribution
- On the Propagation of the Hydromagnetic Waves in Compressible Ionized Fluid
- On the Theories of Higher Derivative and Non-Local Couplings, I
- Nonlinear Ion-Acoustic Waves with Ion Landau Damping