华南理工大学学报(自然科学版)

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数据驱动的自动驾驶网约车充电租赁与夜间调度协同优化方法

王涛  程远乐  陈佳佳  凌翔  丁建勋   

  1. 合肥工业大学 汽车与交通工程学院,安徽 合肥 230009

  • 发布日期:2026-03-26

Data-driven Collaborative Optimization Method for Charging, Leasing, and Nighttime Relocation of Autonomous Ride-hailing Vehicles

Tao Wang Yuanle Cheng  Jiajia Chen  Xiang Ling  Jianxun Ding    

  1. School of Automotive and Transportation Engineering,Hefei University of Technology,Hefei 230001, Anhui,China

  • Published:2026-03-26

摘要:

自动驾驶车队的充电与接单的平衡是提高运营收益的关键,为提高接单效率,本研究提出了一种自动驾驶车的充电租赁规划和夜间调度方法,称作数据驱动自主调度法(Data-Driven Autonomous Scheduling,D-DAS)。将充电活动严格约束于夜间非营运时段,这使该策略实现了日间服务利益最大化,缓解了充电对运营效率的制约。本研究构建了一个两阶段随机规划模型,该模型协同考虑了出行平台租赁充电站的决策与车队的夜间充电调度策略,并纳入了未来需求的不确定性,以确保随机环境下系统运营效果。针对该模型的求解瓶颈,本研究引入多层感知机作为代理模型,精准拟合日初车队分布与运营收益之间的复杂非线性关系,并通过混合整数线性化技术将其嵌入至下层模型中;其次,利用基于Wasserstein距离的场景缩减将双层随机规划模型转化为一个大规模的确定性混合整数规划模型;最后,采用整数L型算法对该大规模问题进行分解与精确求解。本研究基于美国纽约市曼哈顿出租车出行数据进行案例分析,结果表示:在运营收益方面相较于两种基准方法,D-DAS能分别提高15.1%与19.8%的收益;在投资成本方面相较于近似优化方法与贪婪算法,D-DAS能分别节约近30万美元与180万美元;在不确定环境下相较于确定性模型,可多获得6500美元/天的收益。综上所述,本文所提出的方法能有效降低投资成本,提高运营利润,并在不同需求波动环境下保持更强的鲁棒性,为出行平台进行充电站租赁规划提供了理论依据与实践支持。

关键词: 自动驾驶车队, 租赁充电站, 夜间调度, 两阶段随机规划

Abstract:

Balancing charging requirements with ride requests is essential for maximizing the operational revenue of autonomous vehicle (AV) fleets. To enhance service efficiency, this study proposes a Data-Driven Autonomous Scheduling (D-DAS) method for AV charging station leasing and nighttime relocation. By restricting charging to non-operational nighttime hours, the strategy maximizes daytime service availability and mitigates charging-related downtime. We develop a two-stage stochastic programming model that synergistically optimizes platform leasing decisions and fleet relocation strategies while accounting for future demand uncertainty. To address computational challenges, a Multilayer Perceptron (MLP) is employed as a surrogate model to map the complex nonlinear relationship between initial fleet distribution and operational revenue; this is then embedded into the lower-level model via mixed-integer linearization. Furthermore, Wasserstein distance-based scenario reduction transforms the stochastic model into a large-scale deterministic mixed-integer programming (MIP) problem, which is solved using an Integer L-shaped algorithm. Case studies using Manhattan taxi data demonstrate that D-DAS increases operational revenue by 15.1% and 19.8% compared to two benchmarks. Regarding investment, D-DAS saves approximately $300,000 and $1.8 million over heuristic and greedy methods, respectively. Under uncertainty, it yields an additional $6,500/day compared to deterministic models. These results prove that the proposed method effectively reduces costs, boosts profits, and ensures robustness, providing a theoretical and practical framework for platform infrastructure planning.

Key words: autonomous vehicle fleet, charging station leasing, nighttime relocation, two-stage stochastic programming