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Optimization based AIMD saturated algorithms for public charging of electric vehicles

机译:基于优化的电动汽车公共收费饱和算法

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The Additive Increase Multiplicative Decrease (AIMD) algorithm is an interesting approach in congestion control of communication networks, as it maintains the good features of a distributed strategy, without sacrificing the network stability and robustness. Recent applications of these algorithms also concern other industrial fields such as Electric Vehicles (EVs) based transportation systems, for which the introduction of an optimal charging policy is an important challenge for power systems operation. Moreover, saturation constraints on the resource allocated to each vehicle need to be taken into account in order to avoid peak power requirements and grid overloads. Optimization based AIMD algorithms with saturation constraints are proposed in this paper for public charging of EVs. Specifically, a new AIMD approach is presented in order to capture the main advantages of optimal algorithms which minimize either the sum of charging times or the operation time of each vehicle, giving rise to a mixed AIMD strategy. Simulation results illustrate the performance of the proposal, even in comparison to the corresponding centralized optimal solutions. (C) 2018 European Control Association. Published by Elsevier Ltd. All rights reserved.
机译:添加剂增加乘法减少(AIMD)算法是通信网络拥塞控制中的有趣方法,因为它保持了分布式策略的良好特征,而不牺牲网络稳定性和鲁棒性。这些算法的最近应用还涉及其他工业领域,例如基于电动车辆(EVS)的运输系统,其中引入最佳充电政策是电力系统操作的重要挑战。此外,需要考虑分配给每个车辆的资源的饱和约束,以避免峰值功率要求和网格过载。本文提出了基于饱和约束的优化AIMD算法,用于公共收费EVS。具体地,提出了一种新的AIMD方法,以捕获最佳算法的主要优点,这最小化了充电时间的总和或每辆车的操作时间,从而产生混合的AIMD策略。仿真结果说明了提案的性能,即使与相应的集中式最佳解决方案相比。 (c)2018年欧洲控制协会。 elsevier有限公司出版。保留所有权利。

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