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A Design of Control Strategy for Chaotic Systems with Time-Delay

机译:时滞混沌系统控制策略设计

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In various kinds of feedback control, delayed control is an important topic for chaos control, which deserves more thorough researches. However, only a few researchers take in to account that whether the delayed feedback control (DFC) can be employed to control chaotic systems with time-delay. To investigate the control strategy, a stabilization problem of unstable fixed points in the discrete time-delay system is taken into considerations in this paper. Based on our conclusion, it is obvious that the "odd number limitation" property existing in the system without delay also exists in the time-delay one while the DFC is employed to stabilize the unstable fixed points. Second, based on the property of the root-locus diagram, a developed DFC strategy is proposed to release the limitation. The numerical simulation results validate the effectiveness of our design and are in agreement of our analysis.
机译:在各种反馈控制中,延迟控制是混沌控制的重要主题,值得更彻底的研究。 然而,只有少数研究人员考虑到延迟反馈控制(DFC)是否可以用时滞控制混沌系统。 为了研究控制策略,本文考虑了离散时间延迟系统中不稳定的固定点的稳定问题。 基于我们的结论,显而易见的是,在没有延迟的系统中存在的“奇数限制”属性也存在于时滞的时滞中,而使用DFC以稳定不稳定的固定点。 其次,基于根轨迹图的性质,提出了一种开发的DFC策略来释放限制。 数值模拟结果验证了我们设计的有效性,并符合我们的分析。

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