Scattering of Microwaves from a Cylindrical Plasma in the Bornn Approximation. I

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概要

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• The scattering of a plane microwave incident upon a cylindrically symmetric non-uniform plasma is treated in the Born approximation. When the electric vector is parallel to the axis of the cylinder, the angular distribution function of the cylindrical wave scattered from a cylindrical collisionless plasma is given by f(θ)=√π/2 e(3/4)πf s_0^∞ k^2n(p^1)J_0(2kp' sin θ/2)p'dp'. Here θ is the scattering angle, n=(ωρ/ω)^2 with the plasma frequency ωρ, and the incident wave is assumed to be proportional to e^f(ωt-kχ). The angular distributions for other cases, e.g. waves with the electric vector perpendicular to the axis and/or plasmas with collision loss in a magnetic field, are simply related to f(θ).

• 社団法人日本物理学会の論文
• 1961-05-05

著者

• MIDZUNO Yukio

  Department of Physics, Faculty of Science, University of Tokyo

• Midzuno Y.

  Department of Physics, Faculty of Science, University of Tokyo

関連論文

• Ion-Electron Relaxation of Plasmas in a Magnetic Field, II
• Transport Properties of Plasmas in a Strong Magnetic Field
• Virial Coefficients and Intermolecular Potential for Small Nonspherical Molecules
• Scattering of Microwaves from a Cylindrical Plasma in the Bornn Approximation. I

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