Using LCSS algorithm for circuit level verification of analog designs

Rajeev Narayanan, Alaeddine Daghar, M. Zaki, S. Tahar
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引用次数: 2

Abstract

This paper relies on the longest closest subsequence (LCSS), a variant of the longest common subsequence (LCS), to account for process variation and mismatch in analog circuits. At circuit level, the effect of mismatch and process variation that results in offsets is analyzed by performing parametric and statistical techniques and then applying LCSS to estimate the probability of closest matching. The acceptance/rejection of a circuit is done using bounded hypothesis testing. The approach is illustrated on a Rambus ring oscillator circuit for a 90nm fabrication process. Advantages of the proposed methods are robustness and flexibility to account for a wide range of variations.
利用LCSS算法进行电路级验证的模拟设计
本文依靠最长最近子序列(LCSS),最长公共子序列(LCS)的一种变体,来解释模拟电路中的过程变化和不匹配。在电路层面,通过执行参数和统计技术,分析了导致偏移的失配和工艺变化的影响,然后应用LCSS来估计最接近匹配的概率。电路的接受/拒绝是使用有界假设检验完成的。该方法在一个用于90nm制造工艺的Rambus环形振荡器电路上进行了说明。所提出的方法的优点是鲁棒性和灵活性,以解释大范围的变化。
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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