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Two approaches to solving the multi-depot vehicle routing problem with time windows in a time-based logistics environment

机译:在基于时间的物流环境中使用时间窗解决多仓库车辆路径问题的两种方法

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摘要

This paper presents a two-phase heuristic method that can be used to efficiently solve the intractable multi-depot vehicle routing problem with time windows. The waiting time that was ignored by previous researchers is considered in this study. The necessity of this consideration is verified through an initial experiment. The results indicate that the waiting time has a significant impact on the total distribution time and the number of vehicles used when solving test problems with narrow time windows. In addition, to fairly evaluate the performance of the proposed heuristic method, a meta-heuristic method, which extends the unified tabu search of Cordeau et al, is proposed. The results of a second experiment reveal that the proposed heuristic method can obtain a better solution in the case of narrow time windows and a low capacity ratio, while the proposed meta-heuristic method outperforms the proposed heuristic method, provided that wide time windows and a high capacity ratio are assumed. Finally, a well-known logistics company in Taiwan is used to demonstrate the method, and a comparison is made, which shows that the proposed heuristic method is superior to the current method adopted by the case company.
机译:本文提出了一种两阶段启发式方法,可用于有效解决带有时间窗的棘手多站点车辆路径问题。本研究考虑了以前的研究人员忽略的等待时间。通过初步实验验证了这一考虑的必要性。结果表明,等待时间对解决总时间较短的测试问题对总分配时间和使用的车辆数量有重大影响。此外,为了公平地评估所提出的启发式方法的性能,提出了一种元启发式方法,该方法扩展了Cordeau等人的统一禁忌搜索方法。第二个实验的结果表明,在时间窗较窄且容量比较低的情况下,该启发式方法可以获得更好的解决方案,而在较长的时间窗和一定的时间间隔的情况下,拟议的元启发式方法要优于提议的启发式方法。假定高容量比。最后,以台湾某知名物流公司为例进行了比较,结果表明,所提出的启发式方法优于案例公司目前采用的方法。

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