基于多元自适应样条回归的MAX逼近精确分块统计时序分析

Leilei Jin, Wenjie Fu, Yu Zheng, Hao Yan
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引用次数: 0

摘要

在先进的技术节点中,工艺变化对时序的影响已经变得非常显著。本文提出了一种考虑全局和局部过程变化的多变量自适应样条回归(MARS)延迟模型,以更准确地表征这种影响。为了获得MAX操作结果,计算MARS门延迟分布的前三个矩,将时序分布转换为斜正态表示。最终,基于块的SSTA通过时序图传播到达时间,基于近似MAX操作。通过10个ISCAS85基准电路测试,路径延迟计算的平均均方误差和标准差误差分别为0.52%和0.88%。
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A Precise Block-Based Statistical Timing Analysis with MAX Approximation Using Multivariate Adaptive Regression Splines
The impact of process variations on timing has become significant in advanced technology nodes. In this paper, a multivariate adaptive regression splines (MARS) delay model is proposed that considers both global and local process variations to characterize this impact more accurately. In order to obtain MAX operation results, the first three moments of MARS gate delay distribution are calculated, converting the timing distribution to a skew-normal representation. Eventually, based on an approximation MAX operation, the block-based SSTA propagates the arrival time through the timing diagram. Tested with 10 ISCAS85 benchmark circuits, the average mean squared error and standard deviation error of the path delay calculation are 0.52% and 0.88%.
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