An Incentive-Compatible Combinatorial Auction Design for Charging Network Scheduling of Battery Electric Vehicles

Luyang Hou, Chun Wang, Jun Yan
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引用次数: 1

Abstract

Charging network scheduling for battery electric vehicles is a challenging research issue on deciding where and when to activate users’ charging under the constraints imposed by their time availability and energy demands, as well as the limited available capacities provided by the charging stations. Moreover, users’ strategic behaviors and untruthful revelation on their real preferences on charging schedules pose additional challenges to efficiently coordinate their charging in a market setting, where users are reasonably modelled as self-interested agents who strive to maximize their own utilities rather than the system-wide efficiency. To tackle these challenges, we propose an incentive-compatible combinatorial auction for charging network scheduling in a decentralized environment. In such a structured framework, users can bid for their preferred destination and charging time at different stations, and the scheduling specific problem solving structure is also embedded into the winner determination model to coordinate the charging at multiple stations. The objective is to maximize the social welfare across all users which is represented by their total values of scheduled finishing time. The Vickrey–Clarke–Groves payment rule is adopted to incentivize users to truthfully disclose their true preferences as a weakly dominant strategy. Moreover, the proposed auction is proved to be individually rational and weakly budget balanced through an extensive game-theoretical analysis. We also present a case study to demonstrate its applicability to real-world charging reservation scenarios using the charging network data from Manhattan, New York City.
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纯电动汽车充电网络调度的激励兼容组合拍卖设计
纯电动汽车充电网络调度是一个具有挑战性的研究问题,在用户的时间可用性和能量需求的约束下,以及充电站有限的可用容量,决定在何时何地激活用户的充电。此外,用户的策略行为和对充电计划真实偏好的不真实披露,为在市场环境下有效协调充电带来了额外的挑战,在市场环境下,用户被合理地建模为追求自身效用最大化而非系统整体效率最大化的自利代理。为了解决这些挑战,我们提出了一种激励兼容的组合拍卖,用于分散环境下的充电网络调度。在该结构化框架中,用户可以对其在不同充电站的首选目的地和充电时间进行竞价,并在赢家确定模型中嵌入了调度特定的问题求解结构,以协调多个充电站的充电。目标是最大化所有用户的社会福利,这是由他们计划完成时间的总价值表示的。采用Vickrey-Clarke-Groves支付规则作为弱优势策略,激励用户如实披露自己的真实偏好。此外,通过广泛的博弈论分析,证明了提议的拍卖是个体理性的和弱预算平衡的。我们还提出了一个案例研究,利用纽约市曼哈顿的充电网络数据来证明其对现实世界充电预约场景的适用性。
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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