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Volume 22 Issue 4
Jul.  2000
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Di Yingjie, Zhang Rirong, Li Qutang, Gao Xincun. COMPUTATION OF TE AND TM MODES IN WAVEGUIDES OF ARBITRARY CROSS SECTIONS BASED ON MULTIRESOLUTION ANALYSIS[J]. Journal of Electronics & Information Technology, 2000, 22(4): 645-652.
Citation: Di Yingjie, Zhang Rirong, Li Qutang, Gao Xincun. COMPUTATION OF TE AND TM MODES IN WAVEGUIDES OF ARBITRARY CROSS SECTIONS BASED ON MULTIRESOLUTION ANALYSIS[J]. Journal of Electronics & Information Technology, 2000, 22(4): 645-652.

COMPUTATION OF TE AND TM MODES IN WAVEGUIDES OF ARBITRARY CROSS SECTIONS BASED ON MULTIRESOLUTION ANALYSIS

  • Received Date: 1998-10-16
  • Rev Recd Date: 1999-07-21
  • Publish Date: 2000-07-19
  • Based on multiresolution analysis,a method for computation of TE and TM modes in arbitrary cross sections is described.The method uses expansion in terms of scaling functions to approximate the axial field component (Ez or Hz) and transforms the field equation into a matrix equation by applying a variational formulation.The matrix elements are formulated by dividing the waveguide cross section into rectangles and using third-order B-spline.Numerical examples are provided for various waveguides to show the validity and effectiveness of the method.
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  • Montgomery J P.On the complete eigenvalue solution of ridged waveguide.IEEE Trans.on MTT,1971,MTT-19(6):547-555.[2]曹世昌.电磁场的数值计算与微波的计算机辅助设计.北京:电子工业出版社,1989,第三章.[3]Israel M,Miniowitz R.An efficient finite element method for nonconvex waveguide based on Hermitian polynomials.IEEE Trans.on MTT,1987,MTT-35(11):1019-1026.[4]Sun W,Balanis C A.MFIE analysis and design of ridged waveguides.IEEE Trans.on MTT,1993,MTT-41(11):1965-1971.[5]Krumpholz M,Katehi L P B.MRTD:new time-domain schemes based on multiresolution analysis.IEEE Trans.on MTT,1996,MTT-44(6):555-571.[6]Steinberg B Z,Leviatan Y.On the use of wavelet expansions in the method of moments.IEEE Trans.on AP,1993,AP-41(5):610-619.[7]Steinberg B Z,Leviatan Y.A multiresolution study of two-dimensional scattering by metallic cylinders.IEEE Trans.on AP,1996,AP-44(4):572-579.[8]Mallat S G.A theory for multiresolution signal decomposition:The wavelet representation.IEEE Trans.on PAMI,1989,PAMI-11(7):674-693.[9]崔锦泰著,程正兴译.小波分析导论.西安:西安交通大学出版社,1995,17-24.
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