分层介质积分方程方法在全尺寸封装预测建模中的应用

C. Liu, A. Menshov, V. Subramanian, K. Aygün, H. Braunisch, V. Okhmatovski, A. Yılmaz
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引用次数: 10

摘要

针对电子封装电磁建模中的多尺度问题,提出了分层介质积分方程(LMIE)方法。这些方法包括(i)用于模拟导体厚度、粗糙度和有限电导率的阻抗边界条件(IBC)公式,(ii)用于提取网络参数的非辐射集总端口模型,以及(iii)用于有效求解所得方程组的基于FFT的迭代和基于层次矩阵(h矩阵)的直接算法。该方法用于分析一个基准封装互连结构的越来越高的保真度模型;实验结果得到了验证;并对提高模型保真度和计算成本之间的权衡进行了量化。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Toward predictive modeling of full-size packages with layered-medium integral-equation methods
Layered-medium integral-equation (LMIE) methods that can confront the multiscale problems encountered in electromagnetic modeling of electronic packages are presented. The methods include (i) an impedance-boundary condition (IBC) formulation for modeling conductor thickness, roughness, and finite conductivity, (ii) non-radiating lumped-port models for extracting network parameters, and (iii) FFT based iterative and hierarchical-matrix (ℋ-matrix) based direct algorithms for efficiently solving the resulting systems of equations. The methods are used to analyze increasingly higher fidelity models of a benchmark packaging interconnect structure; the results are validated with measurements; and the tradeoff between increased model fidelity and computational costs are quantified.
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