基于显式DuFort-Frankel算法的片上互连时域建模

M. Matthaiou, K. Konstantinou, T. Yioultsis
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引用次数: 1

摘要

本文提出了一种易于处理的时域格式,用于微波平面结构的有效建模。我们的研究依赖于DuFort-Frankel算法(DF),该算法原则上是传统时域有限差分(FDTD)技术的替代方案,但产生无条件稳定的估计并且更准确。我们将重点放在集成带状电路上,因为与微带相比,它们对辐射和色散效应的影响较小。采用准静态近似,将时间和空间离散到单元中,然后应用麦克斯韦方程和边界条件,获得了全面的场表征。最后,利用电磁学基本定律估计了频率相关电路参数,即单位长度电阻和电导。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
On-Chip Interconnects Modeling in Time-Domain using the Explicit DuFort-Frankel Algorithm
In this paper, a tractable time domain scheme is proposed for the effective modeling of microwave planar structures. Our study relies on the DuFort-Frankel algorithm (DF) which is in principle an alternative of the conventional finite-difference time-domain (FDTD) technique but yields unconditionally stable estimates and is more accurate. We focus on the integrated stripline circuits since they are less susceptible to radiation and dispersion effects compared to microstrips. A quasi-static approximation was adopted and a comprehensive field characterization is achieved by discretizing the time and space into cells and thereafter applying the Maxwell's equations and boundary conditions. Finally, the frequency dependent circuit parameters, namely the per-unit length (p.u.l) resistance and conductance, were estimated using the fundamental laws of electromagnetism.
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