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A novel anti-windup framework for cascade control systems: An application to underactuated mechanical systems

机译:用于级联控制系统的新型抗饱和框架:在欠驱动机械系统中的应用

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摘要

This paper describes the anti-windup compensator (AWC) design methodologies for stable and unstable cascade plants with cascade controllers facing actuator saturation. Two novel full-order decoupling AWC architectures, based on equivalence of the overall closed-loop system, are developed to deal with windup effects. The decoupled architectures have been developed, to formulate the AWC synthesis problem, by assuring equivalence of the coupled and the decoupled architectures, instead of using an analogy, for cascade control systems. A comparison of both AWC architectures from application point of view is provided to consolidate their utilities. Mainly, one of the architecture is better in terms of computational complexity for implementation, while the other is suitable for unstable cascade systems. On the basis of the architectures for cascade systems facing stability and performance degradation problems in the event of actuator saturation, the global AWC design methodologies utilizing linear matrix inequalities (LMIs) are developed. These LMIs are synthesized by application of the Lyapunov theory, the global sector condition and the L_2 gain reduction of the uncertain decoupled nonlinear component of the decoupled architecture. Further, an LMI-based local AWC design methodology is derived by utilizing a local sector condition by means of a quadratic Lyapunov function to resolve the windup problem for unstable cascade plants under saturation. To demonstrate effectiveness of the proposed AWC schemes, an underactuated mechanical system, the ball-and-beam system, is considered, and details of the simulation and practical implementation results are described.
机译:本文介绍了针对面向执行器饱和的级联控制器的稳定和不稳定级联电站的抗饱和补偿器(AWC)设计方法。基于整个闭环系统的等效性,开发了两种新颖的全阶去耦AWC架构来处理缠绕效应。通过确保级联控制系统的耦合和解耦架构的等效性,而不是使用类比,已经开发了解耦架构,以提出AWC综合问题。从应用程序角度比较了两种AWC架构,以巩固其实用性。主要地,一种架构在实现的计算复杂度方面更好,而另一种架构则适用于不稳定的级联系统。基于执行器饱和时面临稳定性和性能下降问题的级联系统的体系结构,开发了利用线性矩阵不等式(LMI)的全局AWC设计方法。这些LMI是通过应用Lyapunov理论,整体扇区条件和解耦架构不确定的解耦非线性分量的L_2增益降低而合成的。此外,基于LMI的局部AWC设计方法是通过利用二次Lyapunov函数利用局部扇区条件来解决饱和状态下不稳定级联植物的饱和问题的。为了证明所提出的AWC方案的有效性,考虑了欠驱动机械系统,球梁系统,并详细描述了仿真和实际实现结果。

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