Nonlinear analog DC fault simulation by one-step relaxation

M. Tian, C. Shi
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引用次数: 17

Abstract

Efficient methods have been developed for fault simulation of linear analog circuits. However, DC fault simulation of nonlinear analog circuits-a more practically-relevant problem-remains largely unexplored. In this paper, we propose an one-step relaxation approach to nonlinear DC fault simulation. In this approach, only one Newton-Raphson iteration is performed for the faulty circuit with the DC solution of the good circuit as the initial point, and the results are used to approximate the actual results of exact fault simulation. With one-step relaxation implemented using Householder's formula, the proposed approach is numerically stable, and computationally efficient. It has a very simple circuit interpretation: the nonlinear circuit under test is modeled by a linearized circuit at its operating point, and faults are modeled as faults in the linearized circuit. Experiment results have demonstrated that the proposed approach achieves almost the same fault coverage as exact fault simulation for 29 MCNC Circuit Simulation Workshop benchmark circuits.
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基于一步松弛的非线性模拟直流故障仿真
为线性模拟电路的故障仿真提供了有效的方法。然而,非线性模拟电路的直流故障模拟-一个更实际的相关问题-仍然在很大程度上未被探索。本文提出了一种非线性直流故障仿真的一步松弛法。该方法仅对故障电路进行一次牛顿-拉夫森迭代,以良好电路的直流解为起始点,并将结果用于近似精确故障仿真的实际结果。采用Householder公式实现一步松弛,所提出的方法在数值上稳定,计算效率高。它有一个非常简单的电路解释:被测的非线性电路在其工作点用线性化电路建模,故障被建模为线性化电路中的故障。实验结果表明,该方法对29个MCNC电路仿真车间基准电路实现了与精确故障仿真几乎相同的故障覆盖。
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