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Output tracking control with enhanced damping of internal dynamics and its output boundedness for static synchronous compensator system

机译:静态同步补偿器系统具有增强的内部动力学阻尼的输出跟踪控制及其输出有界度

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摘要

This study investigates an important and challenging problem in non-linear systems: achieving output tracking control with a tolerable error bound as well as providing enhanced damping control of the internal dynamics. This problem is solved by using a damping controller in an input??output linearised static synchronous compensator system. The controllability and observability analyses direct the authors how to determine the damping controller gain. The proposed controller provides improved damping for lightly damped internal dynamics with degraded but tolerable output tracking performance. Finding a parameter-dependent Lyapunov function for the zero dynamics of error dynamics proves the stability of the damped internal dynamics in the time-invariant and time-varying systems. Stability of the closed-loop system is established by designing a composite Lyapunov function and it ensures that the tracking error of the output, in the approximated input??output linearised system, remains within a specified bound. Through stability analysis, the damping controller and the desired reference trajectory providing uniform boundedness of tracking error in output can be designed.
机译:这项研究调查了非线性系统中的一个重要且具有挑战性的问题:实现具有可容忍误差范围的输出跟踪控制,以及提供对内部动力学的增强阻尼控制。通过在输入-输出线性化的静态同步补偿器系统中使用阻尼控制器解决了这个问题。可控性和可观察性分析指导作者如何确定阻尼控制器增益。拟议中的控制器可为微阻尼内部动态提供改进的阻尼,并具有降低的但可容忍的输出跟踪性能。为误差动力学的零动力学找到一个参数相关的Lyapunov函数,可以证明时变和时变系统中阻尼内部动力学的稳定性。闭环系统的稳定性是通过设计一个复合Lyapunov函数来建立的,它可以确保在近似输入-输出线性化系统中,输出的跟踪误差保持在指定范围内。通过稳定性分析,可以设计阻尼控制器和所需的参考轨迹,以在输出中提供均匀的跟踪误差范围。

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