Fast calculation of PEEC macromodels using frequency derivatives

D. Deschrijver, G. Antonini, T. Dhaene
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Abstract

The accurate computation of partial elements plays a key role in ensuring the accuracy and the stability of the Partial Element Equivalent Circuit (PEEC) method. Inaccuracies in partial elements computation, even at very high frequencies, may generate late time instabilities. On the other side, accurate computation of partial elements becomes prohibitively cumbersome when performed at high frequencies. In this paper a macro- modeling technique is applied, which is based on the use of frequency derivatives to allow a broadband characterization of electric and magnetic field couplings at a reduced computational cost.
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使用频率导数快速计算PEEC宏模型
部分元件的精确计算是保证部分元件等效电路(PEEC)方法精度和稳定性的关键。部分元件计算的不准确性,即使在非常高的频率下,也可能产生后期不稳定性。另一方面,当在高频率下执行时,部分元素的精确计算变得非常麻烦。在本文中,应用了一种宏观建模技术,该技术基于频率导数的使用,可以在减少计算成本的情况下对电场和磁场耦合进行宽带表征。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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On relative error minimization in passivity enforcement schemes Measurement of interconnect loss due to dummy fills Analytical calculation of the point-to-point partial inductance of a perfect ground plane Removing redundancy in interconnect simulation using domain decomposition techniques Fast calculation of PEEC macromodels using frequency derivatives
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