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复合缝波导耦合器的全波分析 被引量:3

Full Wave Analysis for a Compound Slot Waveguide Coupler
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摘要 本文使用时域有限差分法 (FDTD法 )对由两根正交矩形波导构成的复合缝耦合器进行了严格分析 ,得出在不同偏置、倾斜角度和谐振频率下耦合缝隙的谐振长度和散射参量特性 ;并对带有短路器的复合缝波导耦合器系统进行了分析 。 A rigorous analysis of a compound slot coupler between two crossed rectangular waveguides using FDTD method is presented in this paper. Coupling slot characteristics are obtained, including the resonant length and scattering parameters in different offsets, tilt angles and frequencies. We also analyzed a kind of compound slot coupler system with short circuit port and obtained properties of S 31 when the short circuit terminal moved along the axis of main waveguide.
出处 《微波学报》 CSCD 北大核心 2002年第3期1-6,共6页 Journal of Microwaves
基金 博士点基金资助课题
关键词 缝隙耦合器 时域有限差分法 复合缝 耦合器系统 Slot coupler, FDTD method, Compound coupling slot, Coupler system
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参考文献6

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同被引文献17

  • 1姜永金,毛钧杰,柴舜连.CFS-PML边界条件在PSTD算法中的实现与性能分析[J].微波学报,2004,20(4):36-39. 被引量:13
  • 2姜永金,田立松,杨虎,毛钧杰.MPSTD算法在波导分析中的应用[J].国防科技大学学报,2006,28(2):48-53. 被引量:4
  • 3Yang B,Gottlieb D,and Hesthabven J S.Spectral simulations of electromagnetic waves scattering.J Comp.Phys.,1997,134:216-230.
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  • 5Kabakian V.A three-dimensional spectral collocation time-domain solver for electromagnetic wave scatterin.AIAA paper,1997.
  • 6Fan Guo-Xin and Liu Q H.Multidomain pesudospectral time-domain simulations of scattering by objects buried in lossy media.IEEE Trans.on Geoscience and Remote Sensing,2002,40(6):1366-1373.
  • 7Zhao Gang and Liu Q H.The 3-D multidomain pseudospectral time-domain method for wideband simulation.IEEE Microwave and Wireless Components Letters,2003,13(5):184-186.
  • 8Fan G-X,Liu Q H,and Hesthaven J S.Multidomain pseudospectral computation of Maxwell's equation in 3-D general curvilinear coordinates.Appl.Numer.Math.,2000,133:281-289.
  • 9Zhao Gang and Liu Q H.The 3-D multidomain pseudospectral time-domain algorithm for inhomogenous conductive media.IEEE Trans.on Antennas Propagat.,2004,52(5):742-749.
  • 10Yang B and Hesthaven J S.Multidomain pseudospectral computation of Maxwell's equation in 3-D general curvilinear coordinates.Appl.Numer.Math.,2000,133:281-289.

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