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Optimal planning of clustered microgrid using a technique of cooperative game theory

机译:利用合作博弈论技术的聚类微电网的最佳规划

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摘要

In this paper a cooperative type of game theoretical technique is proposed at the planning stage to model a grid-connected clustered microgrid. In order to make it more applicable, the selected microgrid consists of different combinations of generation resources like wind turbines, solar cells, and batteries. In the game model, generation resources are considered as players and their profit as the payoff. The technique of the Nash bargaining solution is adopted in this study for capacity allocation of generation resources and batteries, and also to maximize the annual profit of individual microgrids and its cluster. As a cooperative game model, all possible coalitions are discussed between the players to find their optimum sizes, and most the suitable one is selected based upon the game theory technique and maximum payoff value. For this purpose, a particle swarm optimization (PSO) algorithm is developed to find the most feasible Nash bargaining solution using MATLAB software. In the simulations and for the system analysis, the realistic electrical load data and weather forecast is taken for a remote town Mount Magnet in Western Australia. Finally, a sensitivity analysis is performed to validate and show the reasonability of the optimized results concerning the proposed clustered system.
机译:本文在规划阶段提出了一种合作类型的游戏理论技术,以模拟网格连接的聚类微电网。为了使其更适用,所选择的微电网包括不同的生成资源,如风涡轮机,太阳能电池和电池。在游戏模型中,生成资源被视为玩家及其作为收益的利润。本研究采用了纳什议价解决方案的技术,以实现生成资源和电池的能力分配,也可以最大限度地提高单个微电网及其集群的年利润。作为合作游戏模型,在玩家之间讨论了所有可能的联盟,以找到它们的最佳尺寸,并且大多数合适的大多数都是基于博弈论技术和最大收益值选择的。为此目的,开发了一种粒子群优化(PSO)算法,以找到使用MATLAB软件的最可行的NASH讨价还价解决方案。在模拟和系统分析中,驻扎澳大利亚遥控镇磁铁的现实电负荷数据和天气预报。最后,执行敏感性分析以验证并显示有关所提出的聚类系统的优化结果的合理性。

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