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Efficient Low-Frequency Breakdown Free Full-Wave PEEC Modeling Based on Geometrical Optics DCIM

机译:基于几何光学DCIM的高效低频无故障全波PEEC建模

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摘要

The partial element equivalent circuit (PEEC) modeling based on geometrical optics discrete complex image method (GODCIM) is proposed. In GODCIM, the spectral domain dyadic Green's functions for layered media (DGFLM) are expanded into a geometrical optics series. The coefficient of each term is related to the Green's function for a half-space problem and then is expanded into an exponential series with frequency-independent parameters, which avoids the repeated computations of the complex images at each frequency brought by the conventional discrete complex image method (DCIM) and facilitates its application to the PEEC method to solve the layer medium problems. To address the low-frequency breakdown issue in PEEC modeling, a capacitor-opened (CO) model is introduced, which leads to fewer unknowns comparing with modified nodal analysis (MNA) model. The calculation errors between CO and MNA model are verified to be negligible. Easy switching between CO model and modified loop analysis (MLA) model is realized by a switching criterion based on Kalman filter which leads to a full spectrum simulation from dc to high frequencies.
机译:提出了基于几何光学离散复像法(GODCIM)的局部等效电路(PEEC)建模。在GODCIM中,分层介质的光谱域二进格林函数(DGFLM)扩展为几何光学系列。每个项的系数与半空间问题的格林函数有关,然后扩展为具有与频率无关的参数的指数级数,从而避免了由常规离散复杂图像在每个频率上重复计算复杂图像的情况方法(DCIM)并促进其在PEEC方法中的应用,以解决层介质问题。为了解决PEEC建模中的低频击穿问题,引入了电容器开通(CO)模型,与改进的节点分析(MNA)模型相比,该模型可减少未知数。验证了CO模型和MNA模型之间的计算误差可忽略不计。通过基于卡尔曼滤波器的切换标准,可以轻松实现CO模型和修正环路分析(MLA)模型之间的切换,从而实现从直流到高频的全频谱仿真。

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