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Computation of PI Controllers Ensuring Desired Gain and Phase Margins for Two-Area Load Frequency Control System with Communication Time Delays

机译:PI控制器的计算,确保具有通信时滞的两区域负载频率控制系统的期望增益和相位裕度

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摘要

This article deals with computation of all proportional-integral (PI) controllers which achieve the desired frequency-domain specifications namely, gain and phase margins (GPMs) of a traditional two-area load frequency control (LFC) system with constant communication delays. An efficient graphical method based on extracting the boundaries of stability regions in PI controller parameter space having user defined GPMs is proposed to obtain GPMs based stability regions. Regions are determined for a wide range of GPMs and time delay. The theoretical region boundaries are validated using a powerful numerical method known as the quasi-polynomial mapping-based root finder (QPmR) and time-domain simulations. Results indicate that the proposed scheme gives faster disturbance rejection and desired frequency response as compared to the recently developed scheme for LFC systems with communication delays.
机译:本文讨论了所有比例积分(PI)控制器的计算,这些控制器实现了所需的频域规范,即具有恒定通信延迟的传统两区域负载频率控制(LFC)系统的增益和相位裕度(GPM)。为了获得基于GPM的稳定区域,提出了一种有效的图形化方法,该方法基于在具有用户定义GPM的PI控制器参数空间中提取稳定区域的边界。确定的区域具有广泛的GPM和时间延迟。使用强大的数值方法(基于准多项式映射的根查找器(QPmR))和时域仿真来验证理论区域边界。结果表明,与最近开发的具有通信延迟的LFC系统的方案相比,该方案可提供更快的干扰抑制和所需的频率响应。

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