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Volume 28 Issue 9
Sep.  2010
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YIN Wenxin, YU Haichen, DIAO Wenhui, SUN Xian, FU Kun. Parameter Efficient Fine-tuning of Vision Transformers for Remote Sensing Scene Understanding[J]. Journal of Electronics & Information Technology, 2024, 46(9): 3731-3738. doi: 10.11999/JEIT240218
Citation: Geng You-lin, Wu Xin-bao, Guan Bo-ran. The Analytical Solution to the Electromagnetic Scattering by an Anisotropic Ferrite-Coated Conducting Sphere[J]. Journal of Electronics & Information Technology, 2006, 28(9): 1740-1743.

The Analytical Solution to the Electromagnetic Scattering by an Anisotropic Ferrite-Coated Conducting Sphere

  • Received Date: 2005-01-06
  • Rev Recd Date: 2005-05-30
  • Publish Date: 2006-09-19
  • The analytical solution of electromagnetic scattering to an anisotropic ferrite-coated conducting sphere by a plane wave is discussed in this paper. It is well known that the electromagnetic fields in three-dimensional ferrite medium and free space can be expressed into spherical vector wave functions of the first, second, third and fourth in ferrite anisotropic medium and isotropic medium. Applying the continue boundary condition of tangential component of electromagnetic fields in the interface between the ferrite anisotropic medium and free space, and the tangential electric field vanishing in the interface of the conducting sphere, the expansion coefficients of electromagnetic fields with spherical vector wave function in ferrite medium and the scattering fields in free space can be derived. The theoretic analysis and numerical result show that when the radius of conducting sphere approaches zero, the present method can be reduced to that of the homogeneous ferrite anisotropic medium. The present method can be applied to the analyses of related microwave devices, antennas and the character of radar targets.
  • Richmond J H. Scattering by a ferrite-coated conducting sphere. IEEE Trans. on AP, 1987, AP-35(1): 73-79.[2]Eaves R E. Electromagnetic scattering from a conducting circular cylinder covered with a circumferentially magnetized ferrite. IEEE Trans. on AP, 1976, AP-24(2): 190-197.[3]Yung E K N, Zhang D G, Wong R S K. A novel waveguide Y-junction circulator with a ferrite sphere for millimeter waves. IEEE Trans. on MTT, 1996, MTT-44(3): 454-456.[4]Chen R, Yung E K N, Xie X M, Wang Y. FDTD analysis of EW wave circulating by a magnetized ferrite body in free space[J].Int. J. of Infrared and Millimeter Waves.1998, 19(2):329-341[5]朱秀芹, 耿友林, 吴信宝. 三维磁各向异性目标电磁散射的MOM-CGM-FFT方法. 微波学报,2002, 18(3): 7-13.[6]Ren W. Contributions to the electromagnetic wave theory of bounded homogeneous anisotropic media[J].Phys. Rev. E.1993, 47(1):664-673[7]Geng Y L, Wu X B. A plane electromagnetic wave scattering by a ferrite sphere[J].J. of Electromagnetic Waves and Applications.2004, 18(2):161-179[8]Sarkar D, Halas N J. General vector basis function of Maxwell's equations[J].Phys. Rev. E.1997, 56(1):1102-1112
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