胡玉生,胡佳妮,周道龙. 1D介质型EBG噪声隔离性能的有限元建模分析[J]. 电波科学学报,2023,38(2):211-217. DOI: 10.12265/j.cjors.2022004
      引用本文: 胡玉生,胡佳妮,周道龙. 1D介质型EBG噪声隔离性能的有限元建模分析[J]. 电波科学学报,2023,38(2):211-217. DOI: 10.12265/j.cjors.2022004
      HU Y S, HU J N, ZHOU D L. Modeling and analysis of the noise isolation performance for the 1D dielectric electromagnetic band-gap structure by finite-element method[J]. Chinese journal of radio science,2023,38(2):211-217. (in Chinese). DOI: 10.12265/j.cjors.2022004
      Citation: HU Y S, HU J N, ZHOU D L. Modeling and analysis of the noise isolation performance for the 1D dielectric electromagnetic band-gap structure by finite-element method[J]. Chinese journal of radio science,2023,38(2):211-217. (in Chinese). DOI: 10.12265/j.cjors.2022004

      1D介质型EBG噪声隔离性能的有限元建模分析

      Modeling and analysis of the noise isolation performance for the 1D dielectric electromagnetic band-gap structure by finite-element method

      • 摘要: 提出了一种分析多层印刷电路板电源分配网络(power distribution network, PDN)中一维(1D)介质型电磁带隙(electromagnetic band-gap, EBG)结构噪声隔离性能的1D有限元数值计算方法. 将1D介质型EBG的3D结构简化为1D有限元模型,通过直接求解波动方程获得传输系数T、反射系数R以及散射参数S. 利用R-T曲线可直观地判定频率禁带,而采用分贝表示的S21参数则更方便评价噪声隔离度. 根据介质型EBG的周期数、介电常数和周期长度等参数对噪声隔离性能影响的仿真结果,针对少周期、不完全禁带EBG结构提出了先采用多周期EBG结构预测禁带,再通过调整介电常数和周期长度扩展禁带和增强噪声隔离度的两阶段设计方法. 采用3D全波电磁仿真验证了1D有限元算法的合理性.

         

        Abstract: A one-dimensional (1D) finite-element method (FEM) is proposed to analyze the noise isolating performance of 1D dielectric electromagnetic band-gap (EBG) structure among the power distribution network (PDN) of multilayer printed circuit board (PCB). The 3D structure of the 1D dielectric EBG is simplified as a 1D FEM model, and then the transmission coefficient T, reflection coefficient R and the scattering parameter S are obtained through directly solving the wave equation. The forbidden frequency band gap can be visually determined utilizing the R-T curve, while the noise isolation degree is more conveniently evaluated using S21 parameter expressed in dB. According to the simulated results of the influence on noise isolation performance from the dielectric EBG structure parameters such as the periodic number, permittivity and period length, etc, a two-stage design method is provided for the low-cycle and incomplete band gap EBG structure, namely, at first the band gap is predicted by using the multi-period EBG structure, and then expanding the band gap and enhancing the noise isolation by adjusting the dielectric constant and period length. The rationality of the proposed 1D finite-element method is verified by 3D full-wave electromagnetic simulation.

         

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