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An Optimal Robust Frequency Controller Design for a Two-Microgrid Cluster

机译:两微电网集群的最优鲁棒频率控制器设计

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This paper presents a new robust design approach to control the frequency of a two-microgrid cluster together with the power of the coupling line. To this end, a two-microgrid cluster including both dispatchable and non-dispatchable source is considered as a study case. The non-dispatchable sources cause power imbalance due to stochastic behavior. The stochastic behavior of these sources leads to the frequency deviation. Furthermore, it affects the power of the coupling line connecting two microgrids. Thereby, a two-level design process is addressed. It includes inner and outer optimization. The outer level determines the weighting functions for the inner level. The inner level designs the robust regulator by solving an optimization problem constrained by a linear matrix inequality in three stages. The first stage, the state feedback is determined in order to provide robust behavior. The second stage, an observer is obtained to estimate the states used for the state feedback. The last stage, the controller is formed using state feedback as well as the state observer. Then, a series of simulations are carried out using the designed controller. The results show that the robust controller can improve the operation of microgrids in comparison with the conventional proportional-integral controller.
机译:本文提出了一种新的鲁棒性设计方法来控制两个微电网集群的频率以及耦合线的功率。为此,一个包括可调度和不可调度资源的两微电网集群被视为一个研究案例。不可调度电源会由于随机行为而导致功率不平衡。这些源的随机行为会导致频率偏差。此外,它影响连接两个微电网的耦合线的功率。因此,解决了两级设计过程。它包括内部和外部优化。外层确定内层的加权函数。内部层通过在三个阶段中解决由线性矩阵不等式约束的优化问题来设计鲁棒调节器。第一阶段,确定状态反馈以提供可靠的行为。第二阶段,获得观察者以估计用于状态反馈的状态。最后一步,使用状态反馈以及状态观察器来形成控制器。然后,使用设计的控制器进行一系列仿真。结果表明,与常规比例积分控制器相比,鲁棒控制器可以改善微电网的运行。

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