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Application of Multiple-Population Genetic Algorithm in Optimizing the Train-Set Circulation Plan Problem

机译:多种群遗传算法在优化列车编组循环计划问题中的应用

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摘要

The train-set circulation plan problem (TCPP) belongs to the rolling stock scheduling (RSS) problem and is similar to the aircraft routing problem (ARP) in airline operations and the vehicle routing problem (VRP) in the logistics field. However, TCPP involves additional complexity due to the maintenance constraint of train-sets train-sets must conduct maintenance tasks after running for a certain time and distance. The TCPP is nondeterministic polynomial hard (NP-hard). There is no available algorithm that can obtain the optimal global solution, and many factors such as the utilization mode and the maintenance mode impact the solution of the TCPP. This paper proposes a train-set circulation optimization model to minimize the total connection time and maintenance costs and describes the design of an efficient multiple-population genetic algorithm (MPGA) to solve this model. A realistic high-speed railway (HSR) case is selected to verify our model and algorithm, and, then, a comparison of different algorithms is carried out. Furthermore, a new maintenance mode is proposed, and related implementation requirements are discussed.
机译:火车集的循环计划问题(TCPP)属于机车调度(RSS)问题,类似于航空公司运营中的飞机路线问题(ARP)和物流领域中的车辆路线问题(VRP)。然而,由于列车组的维护约束,TCPP涉及额外的复杂性,列车组必须在运行一定的时间和距离后执行维护任务。 TCPP是非确定性多项式硬(NP-hard)。没有可用的算法可以获取最佳的全局解,并且利用率,维护模式等许多因素都会影响TCPP的解决方案。本文提出了一种火车集的循环优化模型,以最大程度地减少总的连接时间和维护成本,并描述了一种有效的多种群遗传算法(MPGA)的设计来解决该模型。选择一个现实的高速铁路(HSR)案例来验证我们的模型和算法,然后对不同算法进行比较。此外,提出了一种新的维护方式,并讨论了相关的实现要求。

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