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非相对论麦氏分布等离子体介质磁导率的分析

Analysis of Plasma Permeability in Non-Relativistic Maxwell-distribution Case
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摘要 等离子体作为物质的第4态,与一般物质有着不同的特性,尤其是电磁性能更为复杂。本文研究非相对论麦氏分布等离子体介质的磁导率。在导出非相对论麦克斯韦粒子分布情况下的介电常数后,根据Silin提出的各向同性等离子体中磁导率与介电常数的关系,数值计算频率-波数空间的磁导率。结果表明,等离子体磁导率在频率-波数空间的分布与粒子密度及其温度有关。 As the fourth state of material, plasma differs from other material. In this paper the plasma permeability in non - relativistic case is studied. Firstly, dielectric constant is derived in non - relativistic maxwell-distribution case, according to the relation between plasma permeability and dielectric constant derived by Silin, the permeabilities in frequency - wave number space are numericaly calculated. The results show that the plasma permeabilities are influenced by density and temperature.
出处 《江西科学》 2008年第5期690-692,共3页 Jiangxi Science
关键词 等离子体 磁导率 麦克斯韦分布 Plasma, Permeability, Maxwell distribution
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参考文献5

  • 1宋德生,李国栋.电磁学发展史(修订本)[M].南宁:广西人民出版社,1996.
  • 2Zabotin Nikolay A, Bronin Andrey G, Chugunov Yury V,et at. Analytical approach to calculate quasi - thermal noise spectrum in irregular plasma[J]. Astrophysics and Space Science,2001,277:319 - 322.
  • 3Ryzhov Yu A. Analytic properties of the effective dielectric permeability of randomly inhomogeneous media [ J ]. JETP, 1968,55 (2 - 3) :567.
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  • 5Silin V P, Rukhadze A A. Electromagnetic Properties of plasma and Similar Media( in russuan) [ M]. Moscow: Gosatomizdat, 1961.

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