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Refined statistical static timing analysis through learning spatial delay correlations

机译:通过学习空间延迟相关性进行精细的统计静态时序分析

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Statistical static timing analysis (SSTA) has been a popular research topic in recent years. A fundamental issue with applying SSTA in practice today is the lack of reliable and efficient statistical timing models (STM). Among many types of parameters required to be carefully modeled in an STM, spatial delay correlations are recognized as having significant impact on SSTA results. In this work, we assume that exact modeling of spatial delay correlations is quite difficult, and propose an experimental methodology to resolve this issue. The modeling accuracy requirement is relaxed by allowing SSTA to impose upper bounds and lower bounds on the delay correlations. These bounds can then be refined through learning the actual delay correlations from path delay testing on silicon. We utilize SSTA as the platform for learning and propose a Bayesian approach for learning spatial delay correlations. The effectiveness of the proposed methodology is illustrated through experiments on benchmark circuits.
机译:统计静态时序分析(SSTA)是近年来流行的研究主题。今天在实践中应用SSTA的一个基本问题是缺乏可靠和有效的统计时序模型(STM)。在需要在STM中仔细建模的许多类型的参数中,空间延迟相关性被认为对SSTA结果有重大影响。在这项工作中,我们假设对空间延迟相关性进行精确建模非常困难,并提出了一种解决该问题的实验方法。通过允许SSTA对延迟相关性施加上限和下限,可以放宽对建模精度的要求。然后可以通过从硅上的路径延迟测试中学习实际的延迟相关性来完善这些界限。我们利用SSTA作为学习平台,并提出了一种用于学习空间延迟相关性的贝叶斯方法。通过在基准电路上进行的实验说明了所提出方法的有效性。

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