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A Ka-band circularly polarized dielectric resonator modelled using the transmission-line-matrix method

机译:使用传输线矩阵法建模的Ka波段圆极化介质谐振器

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A circularly polarized dielectric resonator antenna has been developed recently for K-Band applications [1]. A microstrip aperture-coupled dielectric resonator element in the shape of a cross was designed as a feed element for a cylindrical cavity antenna. The analysis was performed using a Finite Difference Time Domain (FD-TD) method [2]. As part of the continuing development of this antenna, it is being modelled at higher frequencies using a Transmission-Line-Matrix (TLM) method detailed in [3]. The TLM method is a differential-equation based numerical analysis technique, which is capable of determining approximate solutions of the time-dependent Maxwell's equations in the presence of complex environments. It is especially suited to the non-planar, non-homogeneous aperture-fed geometry of the antenna under consideration. This paper presents the results obtained from the TLM simulation of the aperture-fed dielectric cross, both as an individual element and as the feed element for the cylindrical cavity. Theoretical results are compared to the experimental results for the complete cavity geometry. This theoretical approach allows for optimization of the antenna element without the necessity of performing several measurements.
机译:圆极化电介质谐振器天线最近已被开发用于K波段应用[1]。十字形的微带孔耦合介电谐振器元件被设计为圆柱形空腔天线的馈电元件。使用有限时域(FD-TD)方法进行分析[2]。作为该天线不断发展的一部分,正在使用[3]中详细介绍的传输线矩阵(TLM)方法在更高的频率上对它进行建模。 TLM方法是一种基于微分方程的数值分析技术,能够在复杂环境中确定时间相关的麦克斯韦方程组的近似解。它特别适合所考虑天线的非平面,非均匀孔径馈电几何形状。本文介绍了由孔馈电介面的TLM仿真获得的结果,既作为一个单独的元素,又作为圆柱腔的馈送元素。将理论结果与完整空腔几何形状的实验结果进行比较。该理论方法允许天线元件的优化,而无需执行多次测量。

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