Routing and Scheduling of Mobile EV Chargers for Vehicle to Vehicle (V2V) Energy Transfer

Mohammad Ekramul Kabir, Ibrahim Sorkhoh, Bassam Moussa, C. Assi
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引用次数: 5

Abstract

Ameliorating the range anxiety to propel the disparaged electric vehicle (EV) market necessitates an adequate charging infrastructure. But, the high initial installation cost, requirement of suitable places and the anticipated immense load on the grid during peak time hinder to elongate the charging station network, especially in urban areas. As a consequence, the bidirectional energy transferring capability between vehicle to vehicle (V2V) may act as an auxiliary solution to charge an EV at any place and at any time without leaning on a permanent charging infrastructure. Here in this work, we assume a company having a number of V2V enabled charging trucks equipped with a larger battery and a fast charger to charge a number of EVs at some particular parking lots. The company intends to maximize the served number EVs, when an EV should be considered as served if it would be fully charged during its declared charging window. All the charging requests are assumed to be received before the time horizon and we also consider that all trucks should return to the depot after serving EVs. We formulate an integer linear program (ILP) to maximize the number of served EVs by determining the optimal trajectory of each truck. The problem is formally proved as NP-hard and due to its larger computational time, we also propose three different heuristic algorithms: 1) Strictest Window Shortest Path First (SWSPF), 2) Smallest Demand Shortest Path First (SDSPF) and 3) Earliest Arrival Shortest Path First (EASPF). The performance of these three algorithms are examined in detail and finally, SDSPF shows the better performance and its performance is closer to the optimal solution.
面向车对车(V2V)能量传输的移动电动汽车充电器路由与调度
改善里程焦虑以推动被贬低的电动汽车(EV)市场,需要足够的充电基础设施。但是,高昂的初始安装成本、对合适场所的要求以及预计在高峰时段对电网的巨大负荷阻碍了充电站网络的扩展,特别是在城市地区。因此,车辆之间的双向能量传输能力(V2V)可以作为一种辅助解决方案,在任何地点和任何时间为电动汽车充电,而无需依赖永久性充电基础设施。在这项工作中,我们假设一家公司拥有许多V2V充电卡车,这些卡车配备了更大的电池和快速充电器,可以在某些特定的停车场为许多电动汽车充电。该公司打算最大限度地增加电动汽车的服务数量,如果一辆电动汽车在其宣布的充电窗口内充满电,则应被视为已服务。假设所有的充电请求都在时间范围内收到,我们也认为所有的卡车在服务完电动汽车后都应该返回到仓库。通过确定每辆卡车的最优行驶轨迹,提出了一种使电动汽车服务数量最大化的整数线性规划(ILP)。由于该问题的计算时间较大,我们还提出了三种不同的启发式算法:1)最严格窗口最短路径优先(SWSPF), 2)最小需求最短路径优先(SDSPF)和3)最早到达最短路径优先(EASPF)。对这三种算法的性能进行了详细的测试,结果表明,SDSPF算法性能更好,更接近最优解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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