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Transient Analysis of Dispersive Power-Ground Plate Pairs With Arbitrarily Shaped Antipads by the DGTD Method With Wave Port Excitation

机译:波浪端口激励的DGTD法分析任意形状抗垫的分散功率-接地板对的瞬态分析

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摘要

A discontinuous Galerkin time-domain (DGTD) method analyzing signal/power integrity on multilayered power-ground parallel plate pairs is proposed. The excitation is realized by introducing wave ports on the antipads where electric/magnetic current sources are represented in terms of the eigenmodes of the antipads. Since closed-forms solutions do not exist for the eigenmodes of the arbitrarily shaped antipads, they have to be calculated using numerical schemes. Spatial orthogonality of the eigenmodes permits determination of each mode's temporal expansion coefficient by integrating the product of the electric field and the mode over the wave port. The temporal mode coefficients are then Fourier transformed to accurately calculate the S-parameters corresponding to different modes. Additionally, to generalize the DGTD to manipulate dispersive media, the auxiliary differential equation method is employed. This is done by introducing a time-dependent polarization volume current as an auxiliary unknown and the constitutive relation between this current and the electric field as an auxiliary equation. Consequently, computationally expensive temporal convolution is avoided. Various numerical examples, which demonstrate the applicability, robustness, and accuracy of the proposed method, are presented.
机译:提出了一种不连续的Galerkin时域(DGTD)方法,用于分析多层电源-接地平行板对上的信号/电源完整性。通过在防垫上引入波端口来实现激励,在该防垫上以防垫的本征模式表示了电磁电流源。由于对于任意形状的防打击垫的本征模式不存在封闭形式的解决方案,因此必须使用数值方案进行计算。本征模的空间正交性允许通过积分电场和波端口上的模的乘积来确定每个模的时间扩展系数。然后对时间模式系数进行傅立叶变换,以准确计算与不同模式相对应的S参数。另外,为了推广DGTD来处理分散介质,采用了辅助微分方程方法。这是通过引入随时间变化的极化体积电流作为辅助未知数,以及将该电流与电场之间的本构关系作为辅助方程式来完成的。因此,避免了计算上昂贵的时间卷积。给出了各种数值示例,证明了该方法的适用性,鲁棒性和准确性。

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