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微电网不平衡运行的抗干扰控制:不变集方法。

Disturbance-rejection control for unbalanced operation of microgrids: Invariant-set approach.

作者信息

Awad Hilmy, Soliman Hisham M, Bayoumi Ehab H E

机构信息

Department of Electrical Technology, Faculty of Technology and Education, Helwan University, Cairo, Egypt.

Department of Electrical Power Engineering, Faculty of Engineering, Cairo University, Egypt.

出版信息

ISA Trans. 2024 Oct;153:334-349. doi: 10.1016/j.isatra.2024.07.014. Epub 2024 Jul 14.

Abstract

In microgrids, voltage imbalance control is crucial to preserving the required level of power quality. The article presents a tracker design that mitigates the unbalance in the microgrids. The proposed microgrid model includes positive and negative sequences, whereby the positive sequences are controlled, and the negative sequence is treated as an external disturbance (whose effect must be attenuated). The uncertainty in the external disturbance is modelled in the norm-bounded form. The suggested control is based on attracting (driving) the state trajectory into a small region, including the origin (attracting ellipsoid-set). The effect of the negative sequence components is attenuated by minimizing the ellipsoid volume. When the state trajectory enters that region, it will never leave it for the future time (termed invariant-set). Two theorems were formulated for tracker synthesis that follows the desired reference and reduces the negative sequence impact. These theorems are the invariant-set method and the H approach. The validity of the suggested control is demonstrated via testing the system under various operational unbalanced scenarios, such as unbalances or faults at the load side or in the transmission lines. The simulations show the superiority of the suggested method in terms of accuracy and dynamic response when compared with the H∞ . Additionally, a comparison is made between the suggested tracker and Active Disturbance Rejection Control (ADRC).

摘要

在微电网中,电压不平衡控制对于维持所需的电能质量水平至关重要。本文提出了一种用于减轻微电网不平衡的跟踪器设计。所提出的微电网模型包括正序和负序,其中正序受到控制,负序被视为外部干扰(其影响必须予以减弱)。外部干扰的不确定性采用范数有界形式建模。所建议的控制基于将状态轨迹吸引(驱动)到一个包含原点的小区域(吸引椭球集)。通过最小化椭球体积来减弱负序分量的影响。当状态轨迹进入该区域时,在未来时间它将永远不会离开该区域(称为不变集)。针对跟踪器综合提出了两个定理,以跟踪期望参考并减少负序影响。这两个定理分别是不变集方法和H方法。通过在各种运行不平衡场景下对系统进行测试,如负载侧或传输线路中的不平衡或故障,证明了所建议控制的有效性。仿真结果表明,与H∞相比,所建议方法在精度和动态响应方面具有优越性。此外,还对所建议的跟踪器与有源干扰抑制控制(ADRC)进行了比较。

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