考虑去耦电容的PCB电源/接地板对DGTD方法数值模拟

Ping Li, L. J. Jiang, H. Bağcı
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引用次数: 0

摘要

本文提出了一种不连续伽辽金时域(DGTD)方法来分析具有任意形状反衬垫的印刷电路板(PCB)电源/接地板对。为了在不规则的反衬垫上施加合适的激励源,通过数值方法或解析方法计算反衬垫的电本征模来扩展所实现的波口磁电流激励。基于本征模的正交性,可以方便地提取各模态的时间模态展开系数。此外,考虑到去耦电容的存在,整个物理系统可以分为场子系统和电路子系统。场子系统受麦克斯韦方程组控制,采用DGTD法求解。对于电路子系统,采用了修正节点分析(MNA)。为了实现场与电路子系统之间的耦合,在场与电路子系统之间的接口处定义了集块端口。为了验证所提出的算法,对几个有代表性的例子进行了基准测试。
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Numerical modeling of PCB power/ground plate-pairs by DGTD method taking into account decoupling capacitors
A discontinuous Galerkin time-domain (DGTD) method is proposed in this work to analyze printed circuit board (PCB) power/ground plate-pair having arbitrarily shaped anti-pads. To apply proper excitation source over the irregular anti-pad, the implemented wave port magnetic current excitation is expanded by the electric eigen-modes of the anti-pad that are calculated via either numerical approach or analytical method. Based on the orthogonality of eigen-modes, the temporal mode expansion coefficient for each mode can be conveniently extracted. Besides, considering the presence of decoupling capacitors, the whole physical system can be split into field and circuit subsystems. For the field subsystem, it is governed by the Maxwell's equations, thus it will be solved by DGTD method. For the circuit subsystem, the modified nodal analysis (MNA) is applied. In order to achieve the coupling between the field and circuit subsystems, a lumpled port is defined at the interface between the field and circuit subsystems. To verify the proposed algorithm, several representative examples are benchmarked.
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