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Optimal management and integration of electric vehicles to the grid: Dynamic programming and game theory approach

机译:电动汽车与电网的优化管理和集成:动态规划和博弈论方法

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This paper provides a Dynamic Programming (DP) approach to optimally manage the charging schedule of electrical vehicles (EV) based on a decentralized global optimization frame given by the use of a Game Theory approach. The paper provides a detailed explanation of a forward induction DP algorithm and shows its adaptation to the problem of optimal charging of one EV with the corresponding constraints of limiting power consumption, minimal and maximal states of charge, desired states of charge, etc. The extension to multiple EVs is provided by the adaptation of a N-person non-cooperative game approach. In this game, the payoff of each player is based on a utility function that aims to reduce the distance between the total load and the average load, achieving load curve flattening.
机译:本文提供了一种动态规划(DP)方法,以基于使用博弈论方法给出的分散式全局优化框架来优化管理电动汽车(EV)的充电时间表。本文提供了对前向感应DP算法的详细说明,并显示了它对一个EV的最佳充电问题的适应性,并具有相应的限制条件,包括限制功耗,最小和最大充电状态,所需充电状态等。 N人非合作博弈方法的改编提供了针对多个EV的改进。在此游戏中,每个玩家的收益均基于效用函数,该函数旨在减小总负载与平均负载之间的距离,从而实现负载曲线的平坦化。

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