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Applications of nonlinear time-series analysis in unstable periodic orbits identification - Chaos control in buck converter

机译:非线性时序分析在不稳定周期轨道识别中的应用 - 降压转换器混沌控制

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Recently, there has been an extensive interest in research on the analysis and control of chaotic behavior in nonlinear systems. Various control problems can be defined for such systems, such as targeting the trajectories to a desired point, stabilizing unstable periodic orbits etc. The recurrence plot is a two dimensional representation technique that brings out distance correlations in a time series and make it instantly apparent whether a system is periodic or chaotic. In this paper, the proposed method is applied to control chaos in buck converter. In particular, the resonant parametric perturbation in the perturbing signal is studied.
机译:最近,对非线性系统中混沌行为的分析和控制进行了广泛的兴趣。可以针对这种系统定义各种控制问题,例如将轨迹定位到所需的点,稳定不稳定的周期性轨道等。复发曲线是一种二维表示技术,它在时间序列中引出距离相关性并使它立即明显系统是周期性的或混乱的。在本文中,该方法应用于降压转换器中的混沌。特别地,研究了扰动信号中的谐振参数扰动。

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