Analysis of Kuramoto models for AC microgrids based on droop control

Qing Xu, Shitao Wang, Jiayi Liu, Huihui Song, Y. Qu
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Abstract

As a typical nonlinear coupled system, microgrid has nonlinear coupling relationships between generations and distributions which cannot be ignored. In this paper, the problem of power balance between distributed generators and loads is transformed into the motion synchronization problem of multiple Kuramoto coupled oscillators. And this paper proposes to model an islanded microgrid by using a second-order Kuramoto model. By exploiting the model, our key sight is to address the transient stability problem and find a trapping region expressed explicitly in the parameters. Finally, the similarity between transient stability of islanded microgrid and frequency synchronization of Kuramoto coupled oscillators is analyzed, and the validity of microgrid Kuramoto models is verified based on the 3-generator 5-node islanded microgrid MATLAB/ Simulink simulation platform.
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基于下垂控制的交流微电网Kuramoto模型分析
微电网作为典型的非线性耦合系统,其代与分布之间存在不可忽视的非线性耦合关系。本文将分布式发电机与负载之间的功率平衡问题转化为多个Kuramoto耦合振荡器的运动同步问题。本文提出用二阶Kuramoto模型对孤岛微电网进行建模。利用该模型,我们的重点是解决暂态稳定问题,并找到一个在参数中明确表示的捕获区域。最后,分析了孤岛微电网暂态稳定性与Kuramoto耦合振荡器频率同步的相似性,并基于3-发电机5节点孤岛微电网MATLAB/ Simulink仿真平台验证了微电网Kuramoto模型的有效性。
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