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Chaos suppression via periodic pulses in a class of piece-wise continuous systems

机译:一类分段连续系统中周期性脉冲的混沌抑制

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摘要

In this paper, we prove that an existing algorithm with periodical impulses for chaos suppression in continuous systems can be further extended and successfully applied to a class of piecewise continuous systems. For this purpose, the underlying initial value problem is transformed into a continuous problem via Filippov regularization and Cellina's approximation theorem. Next, some results on existence and continuation for ODEs with impulses are applied. As an example, the piece-wise continuous Chen system is considered.
机译:在本文中,我们证明了现有的具有周期脉冲的连续系统混沌抑制算法可以得到进一步扩展,并成功地应用于一类分段连续系统。为此,通过Filippov正则化和Cellina逼近定理将潜在的初始值问题转换为连续问题。接下来,应用关于带脉冲的ODE存在和延续的一些结果。例如,考虑了分段连续的Chen系统。

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