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首页> 外文期刊>IEEE systems journal >A Stochastic Bilevel Model to Manage Active Distribution Networks With Multi-Microgrids
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A Stochastic Bilevel Model to Manage Active Distribution Networks With Multi-Microgrids

机译:带有多微电网的主动双层网络管理的随机双层模型

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摘要

This paper proposes a two-stage stochastic bilevel model for energy management of an active distribution network with multi-microgrids. The distribution network operator connected to the upstream high voltage grid and interacting with multi-microgrids has the task of scheduling the whole system to feed loads, providing safe operation and dealing with uncertainty due to changes in the loads and renewable generation. The multi-microgrids connected to the nodes of the distribution system aim to schedule their productions to feed their internal loads and exchange power with the distribution network operator in both day-ahead and real-time frames. With this purpose, a bilevel model is presented for modeling the interaction between the distribution network operator and the multi-microgrids in which the distribution network operator is located at the upper level and all multi-microgrids at the lower level. The proposed bilevel model is formulated as a mathematical program with equilibrium constraints that is transformed into a mixed-integer linear model through Karush-Kuhn-Tucker conditions and linearization rules. A case study illustrates the effectiveness of the proposed methodology.
机译:本文提出了一个两阶段随机双层模型,用于多微电网主动配电网络的能量管理。连接到上游高压电网并与多微电网互动的配电网络运营商的任务是调度整个系统以馈电负荷,提供安全运行并应对由于负荷变化和可再生发电而引起的不确定性。连接到配电系统节点的多微电网的目的是在日前和实时框架内安排其生产,以供应其内部负荷并与配电网络运营商交换电力。为了这个目的,提出了用于对配电网络运营商和多微电网之间的相互作用进行建模的双层模型,其中配电网运营商位于较高级别而所有多微电网位于较低级别。拟议的双层模型被公式化为具有平衡约束的数学程序,通过Karush-Kuhn-Tucker条件和线性化规则将其转换为混合整数线性模型。案例研究说明了所提出方法的有效性。

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