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Analytical Modeling of Parametric Yield Considering Variations in Leakage Power and Performance of Nano-Scaled Integrated Circuits

机译:参数产量的分析模型考虑漏电功率变化和纳米缩放集成电路性能的变化

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In this paper, we present an analytical method to model the joint probability density function of delay and leakage power. In order to model the joint distribution of these two parameters, they should be modeled independently through an accurate method. The manufacturing process variations as the sources of delay and leakage power variations are considered in our modeling. We also demonstrate that the proposed method is so accurate in modeling joint cumulative density function which is the very parametric yield whose predicting is the main objective of this work. Finally, the proposed method is verified by HSPICE simulations for combinational benchmark circuits in 45 nm technology. We compare the accuracy of our method with that of classic bivariate Gaussian estimation. Simulation results reveal that the mean percentage error of our proposed technique for joint cumulative density function of ISCAS85 benchmark circuits is 2.5% by average. The average improvement achieved in accuracy of modeling joint cumulative density function through our work compared to aforementioned classic method is 17.1% and 16.8% respectively without and with considering correlated intra-die variations.
机译:在本文中,我们提出了一种模拟延迟和漏电的联合概率密度函数的分析方法。为了模拟这两个参数的联合分布,应通过准确的方法独立建模。在我们的建模中考虑了作为延迟和泄漏功率变化来源的制造过程变化。我们还表明,该方法在建模联合累积密度函数方面是如此准确,这是非常的参数产量,其预测是这项工作的主要目标。最后,通过45nm技术的组合基准电路的HSPICE模拟来验证所提出的方法。我们将我们的方法的准确性与经典双变量高斯估计进行比较。仿真结果表明,我们所提出的ISCAS85基准电路的联合累积密度函数的平均百分比误差平均值为2.5%。通过我们的作品与上述经典方法相比,通过我们的作品建模联合累积密度函数的准确性实现的平均改善分别为17.1%和16.8%,考虑到模叠内变化相关。

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