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Physically Justifiable Die-Level Modeling of Spatial Variation in View of Systematic Across Wafer Variability

机译:鉴于系统的晶圆间变异性,物理上合理的空间变化的模具级建模

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摘要

Modeling spatial variation is important for statistical analysis. Most existing works model spatial variation as spatially correlated random variables. We discuss process origins of spatial variability, all of which indicate that spatial variation comes from deterministic across-wafer variation, and purely random spatial variation is not significant. We analytically study the impact of across-wafer variation and show how it gives an appearance of correlation. We have developed a new die-level variation model considering deterministic across-wafer variation and derived the range of conditions under which ignoring spatial variation altogether may be acceptable. Experimental results show that for statistical timing and leakage analysis, our model is within 2% and 5% error from exact simulation result, respectively, while the error of the existing distance-based spatial variation model is up to 6.5% and 17%, respectively. Moreover, our new model is also $6times$ faster than the spatial variation model for statistical timing analysis and $7times$ faster for statistical leakage analysis.
机译:对空间变化进行建模对于统计分析很重要。大多数现有作品将空间变化建模为与空间相关的随机变量。我们讨论了空间变异性的过程起源,所有这些都表明空间变异性来自确定性的晶片间变异性,而纯粹随机的空间变异性并不重要。我们分析性地研究了跨晶圆变化的影响,并显示了它如何给出相关的外观。我们已经开发出了一种新的裸片级变异模型,该模型考虑了确定性的晶片间变异,并得出了可以完全忽略空间变异的条件范围。实验结果表明,对于统计时序和泄漏分析,我们的模型与精确模拟结果的误差分别在2%和5%之内,而现有的基于距离的空间变异模型的误差分别高达6.5%和17% 。而且,我们的新模型在统计时序分析方面也比空间变化模型快6倍,在统计泄漏分析方面也快7倍。

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