Momentum Method for Improving the Convergence of Newton-Raphson Method for Nonlinear Circuit Transient Simulations

Wen Hu
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Abstract

With the growing scale of circuits designed nowadays, the computational efficiency of transient circuit simulations that verify the behavior of circuits becomes an important topic. The popular Newton-Raphson method applied in simulation programs like SPICE exhibit convergence issues when processing circuits with a mix of linear and nonlinear devices. Traditional methods proposed to tackle these issues are either effective to a limited group of circuits or entail more computation. This paper proposes the momentum method to improve convergence without requiring additional computation, demonstrates its effectiveness, and provides experimental results on an example.
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改进非线性电路暂态仿真牛顿-拉夫逊法收敛性的动量法
随着当今电路设计规模的不断扩大,验证电路行为的瞬态电路仿真的计算效率成为一个重要的课题。在SPICE等仿真程序中应用的流行牛顿-拉夫森方法在处理混合线性和非线性器件的电路时会出现收敛问题。解决这些问题的传统方法要么对有限的电路组有效,要么需要更多的计算。本文提出了一种无需额外计算就能提高收敛性的动量方法,并对其有效性进行了验证,给出了一个算例的实验结果。
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