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Piecewise linear second moment statistical simulation of ICs affected by non-linear statistical effects

机译:受非线性统计影响的IC的分段线性第二矩统计仿真

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This paper presents a methodology for statistical simulation of non-linear integrated circuits affected by device mismatch. This simulation technique is aimed at helping designers maximize yield, since it can be orders of magnitude faster than other readily available methods, e.g. Monte Carlo. Statistical analysis is performed by modeling the electrical effects of tolerances by means of stochastic current or voltage sources, which depend on both device geometry and position across the die. They alter the behavior of both linear and non-linear components according to stochastic device models, which reflect the statistical properties of circuit devices up to the second order (i.e. covariance functions). DC, AC, and transient analyses are performed by means of the stochastic modified nodal analysis, using a piecewise linear stochastic technique with respect to the stochastic sources, around a few automatically selected points. Several experimental results on significant circuits, encompassing both the analog and the digital domains, prove the effectiveness of the proposed method.
机译:本文提出了一种受器件失配影响的非线性集成电路统计仿真的方法。这种仿真技术旨在帮助设计人员最大限度地提高良率,因为它比其他现成的方法(例如:蒙特卡洛。统计分析是通过利用随机电流或电压源对容差的电效应进行建模来进行的,这取决于器件的几何形状和芯片上的位置。它们根据随机设备模型更改线性和非线性组件的行为,从而反映了电路设备的统计特性,直到第二阶(即协方差函数)。直流,交流和瞬态分析是通过随机修改的节点分析,针对一些随机选择的点,使用关于随机源的分段线性随机技术,进行的。在包含模拟域和数字域的重要电路上的几个实验结果证明了该方法的有效性。

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