Three finite-element time-domain-based numerical algorithms for high-frequency broadband PCB simulations

Xiaolei Li, Jianming Jin, Jilin Tan
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Abstract

As the operating frequency and integration level of integrated circuits (IC) increase, full-wave analysis algorithms are needed to accurately simulate the arising electromagnetic phenomena. The finite-element time-domain (FETD) method has become an attractive candidate for this simulation due to its advantages in modeling complex geometries and materials, conducting transient analyses, and performing broadband characterizations. Three FETD-based numerical algorithms, including the original FETD method, the dual-field domain-decomposition (DFDD) method, and the discontinuous Galerkin time-domain (DGTD) method, are investigated and applied to the simulation of printed circuit board (PCB) structures to demonstrate their accuracies and capabilities.
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三种基于时域的高频宽带PCB仿真有限元数值算法
随着集成电路工作频率的提高和集成度的提高,需要全波分析算法来准确模拟所产生的电磁现象。有限元时域(FETD)方法由于其在模拟复杂几何和材料、进行瞬态分析和执行宽带表征方面的优势而成为这种模拟的一个有吸引力的候选者。研究了三种基于fed的数值算法,包括原始的fed方法、双场域分解(DFDD)方法和不连续伽辽金时域(DGTD)方法,并将其应用于印刷电路板(PCB)结构的仿真,以验证其准确性和能力。
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