考虑配电网络位置边际价格的分布式储能系统稳健规划

Yue Sun, Luohao Wang, Shengnan Zhao, Xingong Cheng, Qiqiang Li
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引用次数: 0

摘要

储能在整合可再生能源和电力系统方面发挥着重要作用,因此如何在满足配电网技术要求的同时部署不断增长的分布式储能系统(DESSs)是一个具有挑战性的问题。本文针对不确定条件下的分布式储能系统,提出了一种具有网络约束条件的从区域到总线的规划路径。首先,设计了具有不确定性最大波动边界的配电位置边际价格(DLMP)公式,以选择配电网络中出现的电压超限和线损较大的脆弱区域。与简单的多情景功率流计算和敏感性分析不同,具有时间和区域特征的 DLMP 可以更直观地通过价格信号反映配电网的线损和电压极限。随后,开发了一种基于两阶段随机鲁棒优化的规划方法,以确定脆弱地区 DESS 的位置和容量。为使不确定性问题更易处理,采用随机情景来描绘不确定性的上下限,从而避免稳健优化决策过于保守。最后,通过数值测试来验证所提出的不确定性条件下区域到公交规划路径的合理性和有效性。与没有 DLMP 的 DESSs 规划框架相比,DLMP 明显降低了 DESSs 的成本。在不确定性预算相同的情况下,30 种和 50 种情况下随机鲁棒优化的 DESSs 投资成本比经典自适应鲁棒优化(ARO)分别低 3.91% 和 4.45%。
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Robust planning for distributed energy storage systems considering location marginal prices of distribution networks
Energy storage plays an important role in integrating renewable energy sources and power systems, thus how to deploy growing distributed energy storage systems (DESSs) while meeting technical requirements of distribution networks is a challenging problem. This paper proposes an area-to-bus planning path with network constraints for DESSs under uncertainty. First, a distribution location marginal price (DLMP) formulation with maximum fluctuation boundaries of uncertainties is designed to select vulnerable areas exceeding voltage limits and higher line losses that occur in distribution networks. Different from simple multi-scenario power flow calculation and sensitivity analysis, DLMP with time and regional characteristics could be more intuitive to reflect line losses and voltage limits of distribution networks through price signals. After that, a two-stage stochastic robust optimization based planning method is developed to determine locations and capacities of DESSs in vulnerable areas. To make the uncertainty problem more tractable, stochastic scenarios are used to portray upper and lower boundaries of uncertainties, which avoids too-conservative decisions for robust optimization. Finally, numerical tests are implemented to testify the reasonability and validity of the proposed area-to-bus planning path under uncertainty. Compared with the DESSs planning framework without DLMP, the costs of DESSs are observably reduced with DLMP. With same budgets of uncertainty, investment costs of DESSs for the stochastic robust optimization with 30 and 50 scenarios are 3.91% and 4.45% lower than classical adaptive robust optimization (ARO).
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