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Sensitivity-based complex statistical modeling for random on-chip variation

机译:基于灵敏度的复杂统计模型,用于随机片上变化

摘要

The invention provides a method for performing statistical static timing analysis using a novel on-chip variation model, referred to as Sensitivity-based Complex Statistical On-Chip Variation (SCS-OCV). SCS-OCV introduces complex variation concept to resolve the blocking technical issue of combining local random variations, enabling accurate calculation of statistical variations with correlations, such as common-path pessimism removal (CPPR). SCS-OCV proposes practical statistical min/max operations for random variations that can guarantee pessimism at nominal and targeted N-sigma corner, and extends the method to handle complex variations, enabling graph-based full arrival/required time propagation under variable compaction. SCS-OCV provides a statistical corner evaluation method for complex random variables that can transform vector-based parametric timing information to the single-value corner-based timing report, and based on the method derives equations to bridge POCV/SSTA with LOCV. This significantly reduces the learning curve and increases the usage of the technology, being more easily adopted by the industry.
机译:本发明提供了一种使用新颖的片上变化模型来执行统计静态时序分析的方法,该新的片上变化模型被称为基于灵敏度的复杂统计片上变化(SCS-OCV)。 SCS-OCV引入了复杂的变化概念,以解决将局部随机变化组合在一起的阻塞技术问题,从而能够准确计算具有相关性的统计变化,例如共路径悲观消除(CPPR)。 SCS-OCV提出了针对随机变化的实用统计最小值/最大值运算,可以保证名义和目标N-sigma拐角处的悲观情绪,并将该方法扩展为处理复杂变化,从而在可变压缩下实现基于图的完整到达/所需时间传播。 SCS-OCV提供了一种针对复杂随机变量的统计角估计方法,该方法可以将基于矢量的参数时序信息转换为基于单角角的时序报告,并基于该方法导出方程式,以将POCV / SSTA与LOCV进行桥接。这显着减少了学习曲线并增加了技术的使用,更容易被业界采用。

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