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EPEC approach for finding optimal day-ahead bidding strategy equilibria of multi-microgrids in active distribution networks

机译:EPEC方法在主动配电网络中寻找多微电网的最优提前竞标策略均衡

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摘要

In this paper, an equilibrium model is proposed to model the operation of a distribution network (DN) consisting of distributed energy resources (DERs) and multi-microgrids (MMGs) with storage devices. The aim is to find equilibria among microgrids (MGs) which are bidding/offering strategically to buy/sell power from/to the DN in a day-ahead market. For finding such equilibria, a bilevel model is proposed in which the bidding problems of the MGs are defined at the upper level, constrained at the lower level by the distribution network operator (DNO) objective function subject to technical constraints. This bilevel model of each MG is transformed into a mathematical program with equilibrium constraints (MPEC). The aggregated solutions of all MPECs form an equilibrium problem with equilibrium constraints (EPEC). The solutions of this EPEC are analyzed through a diagonalization method to identify meaningful Nash equilibria. Different case studies are carried out to find equilibrium in an illustrative test case based on the IEEE 33-node network. An extensive battery of numerical simulations suggests that the progressive installation of storage devices and the possibility of load curtailment by MG have a strong impact on the market equilibrium and on the operation costs of the DN.
机译:在本文中,提出了一个平衡模型来建模由分布式能源(DER)和带有存储设备的多微电网(MMG)组成的配电网络(DN)的运行。目的是在微电网(MG)中找到均衡,这些微电网正在策略性地竞价/提供以在日前市场中从DN购买/出售电力。为了找到这种平衡,提出了一个双层模型,其中,MG的竞标问题在较高级别定义,受配电网运营商(DNO)目标函数的约束,在较低级别受技术约束。每个MG的双级模型都转换为具有平衡约束(MPEC)的数学程序。所有MPEC的合计解形成具有均衡约束(EPEC)的均衡问题。通过对角化方法分析此EPEC的解,以识别有意义的Nash平衡。在基于IEEE 33节点网络的说明性测试案例中,进行了不同的案例研究以找到平衡。大量的数值模拟表明,逐步安装存储设备以及MG削减负载的可能性对DN的市场均衡和运营成本有很大影响。

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