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Synchronization of chaos in simultaneous time-frequency domain

机译:同时时频域中的混沌同步

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Synchronization of chaos presents many challenges for controller design. The novel notion of exerting concurrent control in the joint time-frequency domain is applied to formulate a chaos synchronization scheme that requires no linearization or heuristic trial-and-errors for nonlinear controller design. The concept is conceived through recognizing the basic-attributes inherent of all chaotic systems, including the simultaneous deterioration of dynamics in both the time and frequency domains when bifurcates, nonstationarity, and sensitivity to initial conditions. Having its philosophical bases established in simultaneous time-frequency control, on-line system identification, and adaptive control, the chaos synchronization scheme incorporates multiresolution analysis, adaptive filters, and filtered-x Least Mean Square algorithm as its physical features. Without A priori knowledge of the driven system parameters, synchronization is invariably achieved regardless of the initial and forcing conditions the response system is subjected to. In addition, driving and driven trajectories are seen robustly synchronized with negligible errors in spite of the infliction of high frequency noise.
机译:混沌同步给控制器设计提出了许多挑战。将在联合时频域中施加并发控制的新颖概念应用于制定一种混沌同步方案,该方案不需要线性化或启发式试错法即可进行非线性控制器设计。通过认识所有混沌系统固有的基本属性来构想该概念,包括分叉时的时域和频域动态同时恶化,不稳定和对初始条件的敏感性。混沌同步方案的哲学基础是同时进行时频控制,在线系统识别和自适应控制,并结合了多分辨率分析,自适应滤波器和滤波x最小均方算法作为其物理特征。在没有先验的驱动系统参数知识的情况下,无论响应系统所处的初始条件和强制条件如何,都将始终实现同步。此外,尽管产生了高频噪声,但可以看到驱动轨迹和驱动轨迹与微不足道的误差稳健地同步。

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