Electric-Field Fluctuations in a Plasma with a Density Gradient across a Magnetic Field

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概要

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• The dielectric response function of a two-component, inhomogeneous plasma in a magnetic field is calculated from a solution of the Vlasov equation, to the first-order terms in the density-gradient expansion. The spectral function of the electric-field fluctuations is then obtained with the aid of the superposition principle of the dressed test particles. The physical interpretation of the results is given in terms of the effects arising from the spatial variation of the average density and those created by the diamagnetic drift.

• 社団法人日本物理学会の論文
• 1974-02-15

著者

• Tange Toshio

  Department Of Physics Faculty Of Science University Of Tokyo

• Tange Toshio

  Department of Physics, University of Tokyo

関連論文

• Sum-Rule Analysis of Long-Wavelength Excitations in Electron Liquids
• Relaxation of the Difference between Ion and Electron Temperatures in a Plasma
• Theory of Classical and Anomalous Diffusion of a Plasma across a Magnetic Field
• Theory of Anomalous Resistivity and Turbulent Heating in Plasmas
• Electric-Field Fluctuations in a Plasma with a Density Gradient across a Magnetic Field

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