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Decentralized Switching Control Strategy for Load Frequency Control in Multi-Area Power Systems With Time Delay and Packet Losses

机译:具有时间延迟和数据包损耗的多区域电力系统负载频率控制的分散式交换控制策略

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摘要

With the deep coupling between the electrical power systems and cyber systems, there is a increasingly detrimental effect of the communication delays and packet losses on the load frequency control (LFC) performance. Traditional methods mainly focus on guaranteeing the asymptotic stability in maximum delay case but ignore improving the system dynamic performance. The resulting designed controller cannot satisfy the actual operational requirements completely. Hence, this paper investigates a novel decentralized LFC strategy based on switching control theory. First, the networked LFC system is modelled as a series of subsystems with transmission delay as the switching decision variable. Compared with the existing modelling methods, our modelling approach can depict the influences of time delay and packet loss on system dynamics more accurately. Second, a memoryless state-feedback control design scheme is proposed. Design constraints are deduced by constructing a Lyapunov function and then presented in a bilinear matrix inequality form. To improve the system dynamic performance in power mismatch and communication change case, an iterative linear matrix inequality (LMI) algorithm is proposed. Finally, simulation results illustrate that our proposed method can restore the frequency deviation to zero quickly.
机译:通过电力系统和网络系统之间的深度耦合,在负载频率控制(LFC)性能上存在越来越有害的通信延迟和分组损失。传统方法主要专注于保证最大延迟情况下的渐近稳定性,但忽略了提高系统动态性能。由此产生的设计控制器无法完全满足实际操作要求。因此,本文研究了基于切换控制理论的新型分散式LFC策略。首先,网络的LFC系统被建模为具有传输延迟的一系列子系统作为切换决策变量。与现有的建模方法相比,我们的建模方法可以更准确地描绘时间延迟和数据包丢失对系统动态的影响。其次,提出了一种无记忆状态反馈控制设计方案。通过构造Lyapunov函数来推导设计约束,然后以双线性矩阵不等式形式呈现。为了提高电源不匹配和通信变更情况的系统动态性能,提出了一种迭代线性矩阵不等式(LMI)算法。最后,仿真结果说明我们所提出的方法可以快速将频率偏差恢复为零。

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