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Optimal Sizing and Profit Maximization of Clustered Microgrid using Game Theory Techniques

机译:利用博弈论技术的集群微电网最优规模与利润最大化

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This paper proposes two different techniques of cooperative game theory to optimize the sizes of generation resources and batteries, and maximize the profit of clustered microgrid in grid-connected mode. To design the clustered system various combinations of generation resources like wind turbines and photovoltaic panels are made with batteries, and linked electric load and main grid. The optimization of generation resources and batteries will be carried out using game theory technique Nash equilibrium, and Shapely values are used to get maximum profit of selected clustered microgrid. An algorithm is developed to implement game theory techniques using a Particle Swarm Optimization (PSO) in MATLAB.
机译:本文提出了两种不同的合作博弈技术,以优化发电资源和电池的规模,并在并网模式下最大化集群微电网的利润。为了设计集群系统,使用电池,发电负荷和主电网将各种发电资源组合在一起,例如风力涡轮机和光伏板。发电资源和电池的优化将使用博弈论技术纳什均衡进行,Shapely值用于获得所选集群微电网的最大利润。开发了一种算法,以使用MATLAB中的粒子群优化(PSO)实施博弈论技术。

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