首页|基于换电的共享电动汽车调度与服务定价

基于换电的共享电动汽车调度与服务定价

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为解决共享电动汽车出行模式车辆失衡与电能补给问题,基于集充统配换电模式,考虑共享电动汽车电能补给、换电站选址与电池配送路径间的耦合关系,基于时空网络构建以最大化利润为目标的共享电动汽车调度与服务定价优化模型,并通过共享电动汽车需求-价格函数逆变换,将非线性非凸模型转换成更易求解的非线性凸模型.数值试验结果表明:协同决策换电站位置、电池配送路径、共享电动汽车调度方案与服务价格,可提高共享电动汽车出行服务商利润;基于割线的外逼近算法比基于切线的外逼近算法和拉格朗日松弛算法更适于求解所提出的模型.参数敏感度分析结果显示,潜在共享电动汽车出行需求与电能可得性都是影响共享电动汽车出行服务商利润的重要因素.
Sharing electric vehicle scheduling and service pricing optimization based on battery swapping
With the continuous promotion of the"Internet Plus"strategy and the sharing economy, the sharing electric vehicle travel mode has emerged in the transportation industry.The mode not only enriches transportation supply to meet the private transportation needs, but also reduces carbon emissions and parking demands in the transportation sector.Therefore, it is worthy of development.In practice, sharing electric vehicle mode faces the vehicle imbalance issue.That is, some stations have too many electric vehicles, while others have few.This issue make it hard for customers to find an available vehicle, reduces customer satisfaction and wastes vehicle resources.In addition, due to the short cruising range of electric vehicles, sharing electric vehicle operators need to replenish energy for sharing electric vehicles in the operation process.Relevant studies generally assume that sharing electric vehicles use charging mode to replenish electricity, ignoring the battery swapping mode.Compared with the charging mode, the battery swapping mode take less energy replenishment time, which is more advantageous for the sharing electric vehicle system.Thus, the paper proposes a method to solve the imbalance and energy replenishment issues of sharing electric vehicles based on the battery swapping mode.The specifically considered battery swapping mode is the centralized charging and unified distribution mode proposed by State Grid Corporation of China in 2011.In the mode, all empty batteries are replenished at the centralized charging station near the power plant, which doesn't affect the voltage of the electricity distribution network and thus is grid-friendly.Fully charged batteries will be together distributed to various battery swapping stations where electric vehicles replenish energy.Based on the characteristics of the battery swapping mode, a nonlinear non-convex model with the goal of maximizing profits is firstly constructed to joint optimize battery swapping station locations, battery distribution routes, sharing electric vehicle scheduling including vehicle-passenger match, vehicle relocation and energy replenishment, and travel service prices, as so to address the imbalance and energy replenishment issues of sharing electric vehicles.The nonlinear non-convex model is then transformed into a more easily solvable nonlinear convex model by inverse transformation of the demand-price function for sharing electric vehicles.Based on the nonlinear and decomposable characteristics of the model, secant-based outer approximation algorithm, tangent-based outer approximation algorithm, and Lagrangian relaxation algorithm are chosen to solve the model.The numerical results show that the constructed model is correct; the secant-based outer approximation algorithm is superior to the tangent-based outer approximation algorithm and Lagrangian relaxation algorithm in both solution quality and computation time; joint optimization of battery swapping station locations, battery distribution routes, sharing electric vehicle scheduling, and travel service prices is benefit to sharing electric vehicle operators.The sensitivity analyses of parameters show that the potential demand for sharing electric vehicles and the availability of electricity represented by the battery capacity and the load capacity of the battery distribution truck both have important effects on the profits of sharing electric vehicle operators.

traffic engineeringsharing electric vehiclemix-integer non-linear programming modelbattery swappingouter-approximation algorithm

李嫚嫚、孙加辉、付颖斌、赵博选

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长安大学 汽车学院,西安 710021

西安航天动力试验技术研究所,西安 710100

交通工程 共享电动汽车 混合整数非线性规划 换电模式 外逼近算法

陕西省自然科学基础研究计划陕西省自然科学基础研究计划陕西省重点研发计划西安市科技计划西安市科技计划

2021JQ-2632024JC-YBQN-04792024GX-YBXM-53023ZDCYJSGG0024-202223ZDCYJSGG0011-2022

2024

重庆理工大学学报
重庆理工大学

重庆理工大学学报

CSTPCD北大核心
影响因子:0.567
ISSN:1674-8425
年,卷(期):2024.38(7)
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