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首页> 外文期刊>Microwave Theory and Techniques, IEEE Transactions on >3-D Thin-Wire FDTD Analysis of Coaxial Probe Fed in Asymmetric Microwave Components
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3-D Thin-Wire FDTD Analysis of Coaxial Probe Fed in Asymmetric Microwave Components

机译:非对称微波分量馈入同轴探头的3-D细线FDTD分析

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For the coaxial probe fed in asymmetric microwave components, an improved scheme on the 3-D thin-wire (TW) finite-difference time-domain (FDTD) is implemented without additional grid refinements and/or auxiliary update terms. The fine geometrical discontinuity such as the conductive arm, feed aperture, and finite end of the coaxial probe is approximated to the quasi-static models. The near fields in the vicinity of the probe end are also theoretically calculated from the uniformly charged disk model. It is shown that the spatial dependency of the near fields around the finite end of its probe agrees well with the direct solutions of the fine-grid (FG) FDTD simulation. The dominant functions of the near-field behaviors in the vicinity of the probe are easily incorporated into the correction factors of the coefficients for the 3-D Cartesian FDTD update equations. For the choice of the cell size in the proposed TW FDTD, the input admittances of a coaxial monopole probe in air are calculated and compared with the FG FDTD and the measured data. To evaluate the effects of the asymmetric geometry in the vicinity of the coaxial probe, coaxial-probe fed waveguide launchers are numerically analyzed as a function of the excitation frequency, the eccentric position, and the axial height of the coaxial probe. In comparison with the standard TW FDTD, the proposed TW FDTD provides a very close agreement with the reference data.
机译:对于非对称微波组件中馈入的同轴探针,无需额外的网格优化和/或辅助更新项,就可以对3-D细线(TW)时差有限域(FDTD)进行改进。精细的几何不连续性(例如导电臂,进给孔和同轴探针的有限端)近似于准静态模型。从理论上也从均匀带电圆盘模型中计算出探头末端附近的近场。结果表明,探针有限端附近场的空间依赖性与精细网格(FG)FDTD模拟的直接解非常吻合。探头附近的近场行为的主导函数很容易合并到3-D笛卡尔FDTD更新方程的系数的校正因子中。为了在建议的TW FDTD中选择像元大小,需要计算同轴单极探针在空气中的输入导纳,并将其与FG FDTD和测量数据进行比较。为了评估同轴探针附近的不对称几何形状的影响,对同轴探针馈送的波导发射器进行了数值分析,其是激励频率,偏心位置和同轴探针的轴向高度的函数。与标准TW FDTD相比,拟议的TW FDTD与参考数据非常吻合。

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