不同介电常数下PRDGS的传输特性研究

Jin Taobin, Li Jing, Jin Jie
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引用次数: 0

摘要

周期性矩形缺陷接地结构(PRDGS)是一类频率选择表面(FSS),它可以广泛应用于微波电路中以获得高性能电路。采用时域有限差分法(FDTD)计算了不同介电常数和不同矩形单元尺寸对PRDGS传输特性的影响。当介电常数增大,矩形单元尺寸不变时,阻带中心频率最小,阻带宽度和深度不变。在介电常数一定的情况下,随着矩形单元尺寸的增大,阻带宽度和深度增大,阻带中心频率保持不变。时域有限差分法与等效电路模型法对阻带中心频率的计算结果吻合良好,平均相对计算误差不超过1.72%。本文的结论可作为分析和设计PRDGS的有力工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Study on transmission characteristic of the PRDGS with different dielectric constants
Periodic rectangle defected ground structure (PRDGS) is a class of frequency selective surfaces (FSS) and it can be widely applied in microwave circuits in order to obtain high performance circuits. The influence on transmission characteristic of PRDGS is calculated by the finite difference time domain method (FDTD) when the PRDGS has the different dielectric constants and the different rectangle unit sizes. The center frequency of stopband can be minimized and the width of stopband and the deepness of stopband are kept constant when the dielectric constants increase and the rectangle unit sizes remain constant. The width of stopband and the deepness of stopband can increase and the center frequency of stopband remains constant with increasing the rectangle unit sizes when the dielectric constants are kept constant. The results obtained through using the FDTD reach an excellent agreement with the ones using the equivalent circuit model method about the center frequency of stopband, and the mean relative calculation error doesn't exceed 1.72%. The helpful conclusion given in the paper can be served as a powerful tool to analyze and design the PRDGS.
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