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An ODE-Enabled Distributed Transient Stability Analysis for Networked Microgrids

机译:网络微电网的赋值分布式瞬态稳定性分析

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Networked microgrid (NMG) exhibits noteworthy resiliency and flexibility benefits for the mutual support from neighboring microgrids. With high penetration of distributed energy resources (DERs) and the associated controls, the transient stability analysis of NMGs is of critical significance. To address the issues of computation burdens and privacy in the centralized transient analysis, this paper devises an ordinary differential equation (ODE)-enabled distributed transient stability (DTS) methodology for NMGs. First, an ODE-based microgrid model is established to capture the dynamics in the droop control of DERs as well as network and load. Further, a distributed DTS is devised for the ODE representation of an NMG, allowing a privacy-preserving transient analysis of each microgrid while accurately reconstructing the frequency dynamics under droop controls in all DERs. Extensive tests are performed to verify the validity of the ODE-based microgrid model through both dynamic response and eigenvalue analysis, and the efficacy of the DTS algorithm in simulating the large signal responses and the frequent fluctuations in NMG.
机译:网络微电网(NMG)表现出对邻国的微型电网相互支持,值得一提的弹性和灵活性的好处。随着分布式能源(分布式能源)及相关控制的普及率高,NMGs的暂态稳定性分析是至关重要的意义。为了解决集中瞬态分析计算负担和隐私的问题,本文图谋常微分方程(ODE) - 启用分布式稳定(DTS)方法论NMGs。首先,基于ODE-微电网模型建立捕捉分布式能源的下垂控制的动力学以及网络和负载。此外,分布式DTS被设计用于NMG的ODE表示,允许每个微电网的隐私保护瞬态分析而准确地重建频率动力学中的所有分布式能源下下垂控制。广泛的测试被执行过两个的动态响应和特征值分析,和DTS算法在模拟大信号响应和在NMG的频繁波动的功效,以验证所述基于ODE-微电网模型的有效性。

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