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Efficient DC fault simulation of nonlinear analog circuits: one-step relaxation and adaptive simulation continuation

机译:非线性模拟电路的有效DC故障仿真:一步式松弛和自适应仿真延续

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Efficient dc fault simulation of nonlinear analog circuits is addressed in this paper. Two techniques, one-step relaxation and adaptive simulation continuation, are proposed. By one-step relaxation, only one Newton-Raphson iteration is performed for each faulty circuit with the dc solution of the good circuit as the initial point, and the approximate solution is used for detecting the fault. The paper shows experimentally and justifies theoretically that approximate dc fault simulation by one-step relaxation can accomplish almost the same fault coverage as exact dc fault simulation. Exact dc fault simulation by adaptive simulation continuation is first to order faulty circuits based on the results of one-step relaxation, and then to use the solution of the previous faulty circuit as the initial point for the Newton-Raphson iteration of the next faulty circuit. Experiments on a set of 29 MCNC Circuit Simulation and Modeling Workshop benchmark circuits show that exact dc fault simulation by adaptive simulation continuation can achieve an average speedup of 4.4 and as high as 15 over traditional stand-alone fault simulation.
机译:本文讨论了非线性模拟电路的有效直流故障仿真。提出了单步松弛和自适应仿真连续两种技术。通过一步松弛,对于每个故障电路,仅以良好电路的dc解作为初始点对每个故障电路执行一次Newton-Raphson迭代,并且使用近似解来检测故障。本文通过实验显示并从理论上证明,通过一步松弛进行近似直流故障仿真可以实现与精确直流故障仿真几乎相同的故障覆盖率。通过自适应仿真连续进行精确的直流故障仿真,首先基于一步松弛的结果对故障电路进行排序,然后将先前故障电路的解作为下一故障电路的牛顿-拉夫森迭代的起点。 。在一组29个MCNC电路仿真和建模车间基准电路上进行的实验表明,与传统的独立故障仿真相比,通过自适应仿真连续进行精确的直流故障仿真可以实现4.4的平均加速比,甚至高达15。

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