Enhancing Distribution Grid Efficiency and Congestion Management through Optimal Battery Storage and Power Flow Modeling

Víctor Taltavull-Villalonga, E. Bullich-Massagué, A. Saldaña-González, Andreas Sumper
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Abstract

The significant growth in demand for electricity has led to increasing congestion on distribution networks. The challenge is twofold: it is needed to expand and modernize our grid to meet this increased demand but also to implement smart grid technologies to improve the efficiency and reliability of electricity distribution. In order to mitigate these congestions, novel approaches by using flexibility sources such as battery energy storage can be used. This involves the use of battery storage systems to absorb excess energy at times of low demand and release it at peak times, effectively balancing the load and reducing the stress on the grid. In this paper, two optimal power flow formulations are discussed: the branch flow model (non-convex) and the relaxed bus injection model (convex). These formulations determine the optimal operation of the flexibility sources, i.e., battery energy storage, with the objective of minimizing power losses while avoiding congestions. Furthermore, a comparison of the performance of these two formulations is performed, analyzing the objective function results and the flexibility operation. For this purpose, a real Spanish distribution network with its corresponding load data for seven days has been used.
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通过优化电池储能和电力流建模提高配电网效率和拥塞管理水平
电力需求的大幅增长导致配电网日益拥堵。我们面临着双重挑战:不仅需要扩大电网并使之现代化,以满足日益增长的需求,还需要采用智能电网技术来提高配电效率和可靠性。为了缓解这些拥堵现象,可以采用电池储能等灵活资源的新方法。这包括利用电池储能系统在需求低谷时吸收多余能量,并在高峰时释放能量,从而有效平衡负荷,减轻电网压力。本文讨论了两种最优功率流公式:分支流模型(非凸)和松弛总线注入模型(凸)。这些公式确定了灵活性源(即电池储能)的最佳运行方式,其目标是在避免拥塞的同时将功率损耗降至最低。此外,还对这两种方案的性能进行了比较,分析了目标函数结果和灵活性操作。为此,我们使用了一个真实的西班牙配电网络及其相应的七天负荷数据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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CiteScore
4.80
自引率
0.00%
发文量
1584
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