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Decentralized charging control for large populations of plug-in electric vehicles: Application of the Nash certainty equivalence principle

机译:用于大型电动汽车电动汽车的分散充电控制:纳什确定性等效原理的应用

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The paper develops and illustrates a novel decentralized charging control algorithm for large populations of plug-in electric vehicles (PEVs). The proposed algorithm is an application of the so-called Nash certainty equivalence principle (or mean-field games.) The control scheme seeks to achieve social optimality by establishing a PEV charging schedule that fills the overnight demand valley. The paper discusses implementation issues and computational complexity, and illustrates concepts with various numerical examples.
机译:本文开发并说明了一种用于大群插入电动车辆(PEV)的分散的充电控制算法。该算法是所谓的纳什确定性等效原理(或卑鄙野外游戏)的应用。通过建立填补夜间需求谷的PEV充电时间表,控制方案旨在实现社会最优性。本文讨论了实施问题和计算复杂性,并说明了各种数值示例的概念。

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