约束串级控制系统的离散全阶和降阶抗卷绕补偿器综合:一种基于LMI的方法

M. Rehan, Abrar Ahmed, N. Iqbal
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引用次数: 3

摘要

研究了一般线性串级控制系统在执行器饱和约束下的离散时间满阶和降阶反绕组设计问题。基于多环补偿解耦结构、l2增益降低、离散块对角二次Lyapunov函数和扇区有界性,建立了全阶和降阶抗绕组设计的LMI条件,保证了整个闭环系统的稳定性和性能。通过过程控制的仿真实例验证了结果。
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Discrete-time full and reduced order anti-windup compensator synthesis for constraint cascade control systems: An LMI based approach
In this paper, discrete-time full and reduced order anti-windup design for general linear cascade control systems under actuator saturation constraint is considered. Based on decoupled architecture with multi-loop compensation, l2 gain reduction, discrete-time Block Diagonal Quadratic Lyapunov Function, and sector bounded-ness, LMI conditions are developed for full and reduced order anti-windup design which guarantees the stability and performance of overall closed-loop system. Results are demonstrated through a simulation example from process control.
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