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Modified Hyperspheres Algorithm to Trace Homotopy Curves of Nonlinear Circuits Composed by Piecewise Linear Modelled Devices

机译:修改过的超大算法追踪分段线性建模设备组成的非线性电路的同谐曲线

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We present a homotopy continuation method (HCM) for finding multiple operating points of nonlinear circuits composed of devices modelled by using piecewise linear (PWL) representations. We propose an adaptation of the modified spheres path tracking algorithm to trace the homotopy trajectories of PWL circuits. In order to assess the benefits of this proposal, four nonlinear circuits composed of piecewise linear modelled devices are analysed to determine their multiple operating points. The results show that HCM can find multiple solutions within a single homotopy trajectory. Furthermore, we take advantage of the fact that homotopy trajectories are PWL curves meant to replace the multidimensional interpolation and fine tuning stages of the path tracking algorithm with a simple and highly accurate procedure based on the parametric straight line equation.
机译:我们介绍了一种同型连续方法(HCM),用于找到由使用分段线性(PWL)表示建模的设备组成的非线性电路的多个操作点。我们提出了一种改进修改的球体路径跟踪算法来跟踪PWL电路的同谐波轨迹。为了评估该提议的益处,分析了由分段线性建模设备组成的四个非线性电路以确定其多个操作点。结果表明,HCM可以在单个同型轨迹中找到多种解决方案。此外,我们利用了同型轨迹是PWL曲线的事实,以取代路径跟踪算法的多维内插和微调阶段,具有基于参数直线方程的简单且高度准确的过程。

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