School of Automobile and Traffic Engineering, Hubei University of Arts and Sciences, Xiangyang, China.
Institute of Transportation Development Strategy & Planning of Sichuan Province, Chengdu, China.
PLoS One. 2023 Feb 10;18(2):e0281131. doi: 10.1371/journal.pone.0281131. eCollection 2023.
With the growth of people's environmental awareness and the encouragement of government policies, the use of electric vehicles in logistics distribution is gradually increasing. In order to solve the dual demand of customers' simultaneous pick-up and delivery in the "last kilometer logistics", an electric vehicle routing problem with simultaneous pick-up and delivery and time window (EVRPSPDTW) is considered from the perspective of multi-objective distribution in this paper. Firstly, a decision-making model based on distribution cost and power consumption function is established. In this model, distribution cost includes transportation cost, vehicle use cost, penalty cost of not arriving on time and charging cost. Power consumption function is the energy loss caused by air resistance, tire rolling friction and transmission system. Secondly, a multi-objective genetic algorithm (NSGA-II) optimization solution with fast nondominated ranking and elite strategy is designed, and in view of the shortcomings of traditional NSGA-II, it is proposed to complete population initialization through greedy algorithm and random rules, introduce adaptive cross-mutation strategy in the chromosome crossing and mutation stage, and design three different neighborhood operators in mutation operation based on variant fitness function. Finally, the sensitivity analysis of traffic congestion coefficient further proves the effectiveness of the proposed model and the improved algorithm.
随着人们环保意识的提高和政府政策的鼓励,物流配送中电动汽车的使用逐渐增加。为了解决“最后一公里物流”中客户同时取货和送货的双重需求,本文从多目标配送的角度考虑了同时取货和送货的电动汽车路径问题和时间窗(EVRPSPDTW)。首先,建立了基于配送成本和功耗函数的决策模型。在该模型中,配送成本包括运输成本、车辆使用成本、准时到达的罚款成本和充电成本。功耗函数是由空气阻力、轮胎滚动摩擦和传动系统引起的能量损失。其次,设计了一种具有快速非支配排序和精英策略的多目标遗传算法(NSGA-II)优化解决方案,并针对传统 NSGA-II 的缺点,提出通过贪婪算法和随机规则完成种群初始化,在染色体交叉和变异阶段引入自适应交叉变异策略,并基于变异适应度函数设计三种不同的变异操作邻域算子。最后,交通拥堵系数的敏感性分析进一步证明了所提出模型和改进算法的有效性。