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Volume 13 Issue 1
Jan.  1991
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Xun Peijue, Wu Xinbao. A SPECTRAL-DOMAIN IMMITTANCE APPROACH FOR THE CHARACTERISTICS OF FINLINES LOADED WITH ANISOTROPIC MEDIUM[J]. Journal of Electronics & Information Technology, 1991, 13(1): 35-41.
Citation: Xun Peijue, Wu Xinbao. A SPECTRAL-DOMAIN IMMITTANCE APPROACH FOR THE CHARACTERISTICS OF FINLINES LOADED WITH ANISOTROPIC MEDIUM[J]. Journal of Electronics & Information Technology, 1991, 13(1): 35-41.

A SPECTRAL-DOMAIN IMMITTANCE APPROACH FOR THE CHARACTERISTICS OF FINLINES LOADED WITH ANISOTROPIC MEDIUM

  • Received Date: 1989-11-16
  • Rev Recd Date: 1990-08-23
  • Publish Date: 1991-01-19
  • The equations of electrodynamics for a gyrotropic medium by using Maxwell s equations are deduced. Through Fourier transformation, the admittances of TM and TE modes in the electrically gyrotropic substrate and the magnetically gyrotropic substrate are given. Numerical results of the dominant mode in magnetized ferrite-loaled double-layered finlines are- presented which could be used in designing finline ferrite devices.
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  • P. J. Meier, Elcctron. Lett., 9(1973)7, 162.-103.[2]L. P. Schmidt, T. Itoh, IEEE Trans. on MTT, MTT-28(1980)9, 981-985.[3]P. Espes, et al., IEEE Trans. on MTT, MTT -37(1989)2, 289-298.[4]徐善驾,应用科学学报), 1(1983)2, 135-141.[5]吴万春等,西北电讯工程学院学报,11(1984 )3, 1-11.[6]A. K. Sharma. et al., IEEE Trans. on MTT, MTT-31(1983)4, 350-361.[7]B. Bath, S. K. Koul, Analysis, Design and Applications of Fin-Lines, Artech House, Inc., (1987).[8]T. Itoh, IEEE Trans, on MTT, MTT-28(1980)7, 733-736.[9]寻培珏,电子科技大学学报 ,18(1989)2, 205-211.[10]A. G. Gurevich, Ferrites at Microwave Frequencies, New York, Consultants Buteau, (1963).[11][11][12]A. -A. T. K. Shalaby, et al., IEEE Trans. on MTT, MTT-35(1987)4, 448-450.[13]P. J. Xun (寻培珏), The Propagation constants of Unilateral Finlines with Magnetized Fervite Substrate, Proc. Second Asia-Pacific Microwave Conf., Beijing, (1988), 139-140.[14]P. J. Xun, IEEE Trans, on MTT, MTT-37(1989)10, 1647-1650.[15]M. Geshiro, T. Itoh, IEEE Trans. on MTT, MTT-35(1987)12, 1377-1381.
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