Velocity Space Diffusion Due to Nonlinear Landau and Cyclotron Damping of Electrostatic Waves in a Magnetized Plasma
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The velocity space diffusion equation which describes distortion of the velocitydistribution function due to nonlinear Landau and cyclotron damping of e?ectrostaticwaves in a homogeneous magnetized plasma is derived from the Vlasov-Maxwellequations by perturbation theory. No restrictions are imposed on propagation angleto a uniform magnetic field, Larmor radius, frequencies, or wave numbers. The conservation laws for total energy and momentum densities of waves and particles areshown, and the time evolutions for energy and momentum densities of particles aregiven by means of nonlinear wave-particle coupling coefficient in kinetic wave equa-lion. Further, the matrix elements in the limit of parallel or perpendicular propaga-lion to a magnetic field and their various applications are given.[veIocity space diffusion, nonlinear wave-particle scattering, energy conserva- ll lion, momentum conservation, energy transfer, theoryl
- 社団法人日本物理学会の論文
- 1991-02-15
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