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介质双球静电问题的解析解 被引量:2

Analytic Solutions to Electrostatic Problem of Two Dielectric Spheres
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摘要 本文采用逆矢径变换,给出了介质双球静电问题的解析解,并导出了在点电荷激励下,介质球的介电常数趋向于无穷大时的镜像电荷分布。 In this paper the analytic solutions to the electrostatic problem of two dielectric spheres are obtained with the aid of the inversion transformation and the distribution of the image charges in the case of infinite conductor spheres due to unit point charge is derived.
作者 金航 林为干
出处 《电子学报》 EI CAS CSCD 北大核心 1991年第2期1-7,共7页 Acta Electronica Sinica
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  • 1张黎阳,梁昌洪.用正交函数展开法解介质双球静电问题[J].电子学报,1994,22(6):39-44. 被引量:2
  • 2PoweU L A, Wereley N M, Ulicny J. Magnetorheological fluids employing substitution of nonmagnetic for magnetic particles to increase yield stress [ J ]. IEEE Transactions on Magnetics, 2012,48( 11 ) :3764 - 3767.
  • 3Song Z Y, Cheng Y C, Wu J H, et al. Influence of volume fraction on the yield behavior of giant electrorheological fluid [ J]. Applied Physics Letters, 2012,101 (10) : 101908 - 3.
  • 4Stoy R D. Induced muitipole strengths for two dielectric spheres in an external field[ J]. Journal of Applied Physics, 1991,69(5) :2800 - 2804.
  • 5Jones T B, Miller R D. Mulfipolar interactions of dielectric spheres[ J ]. Journal of Eleclrostatics, 1989, 22 ( 3 ) : 231 - 244.
  • 6Washizu M, Jones T B. Mulfipolar dieleclrophorefic force calculation[ J]. Journal of Electrostatics, 1994, 33:187 - 198.
  • 7Washizu M, Jones T B. Dieleclrophoretic interaction of two spherical particles calculated by equivalent multipole-moment method[ J ]. IEEE Transactions on Industry Applications, 1996,32(2) :233 - 242.
  • 8Jiang Z H. Electrostatic interaction of two unequal conduct- ing spheres in uniform electric field[J]. Journal of Electro- statics, 2003,58(4) : 247 - 264.
  • 9汪映海,杨双强.点电荷和介质球系统的镜象电荷分布[J].物理,1986,15(12):762-765.
  • 10周国华,肖昌汉,刘胜道,高俊吉.基于六面体单元表面磁场积分法求解三维静磁场[J].电工技术学报,2009,24(3):1-7. 被引量:16

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