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Multi-overlapping decentralized connective stabilization based on dynamic output feedback for interconnected power systems with netted structure

机译:基于具有NetTed结构的互联电源系统的动态输出反馈,多重叠分散连接稳定

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Multi-overlapping decentralized stabilization problem based on dynamic output feedback is studied for a class of interconnected power systems with netted topological structure in this paper. According to Inclusion Principle of large-scale systems, the multi-overlapping structure decomposition process is carried on. The interconnected power system is decomposed into a series of pair-wise subsystems in the expanded space. The dynamic output feedback controllers of these pair-wise subsystems are designed, and then they are contracted back to the original space. Multi-overlapping decentralized control of the interconnected power systems is achieved. And the sufficient condition for stability and connective stability of the power systems and corresponding controller design method are obtained by using Lyapunov theory and LMI approach. Finally, the proposed method is applied to AGC control design of the interconnected power system. Simulation results show the feasibility and superiority of the method.
机译:基于动态输出反馈的多重叠分散稳定问题是针对本文采用Netted拓扑结构的一类互连电力系统研究了基于动态输出反馈。根据大规模系统的包含原理,继续进行多重叠结构分解过程。互连的电力系统在扩展空间中分解成一系列配对子系统。设计了这些配对子系统的动态输出反馈控制器,然后将它们收缩回原始空间。实现了对互连电力系统的多重重叠分散控制。通过使用Lyapunov理论和LMI方法获得电力系统和相应的控制器设计方法的稳定性和连接稳定性的充分条件。最后,该方法应用于AGC控制设计的互连电力系统。仿真结果表明了该方法的可行性和优越性。

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