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Solving large multiple-depot multiple-vehicle-type bus scheduling problems in practice

机译:在实践中解决大型多站点多车辆型公交车调度问题

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摘要

To study the problems associated with multiple-depot multiple-vehicle type scheduling problems (MDVSP). MDVSP arise in public transport bus companies. The present study aims at assigning buses to cover a given set of timetabled trips and to characterize an optimal schedule by minimum fleet size and minimum operational costs (a NP-hard problem). A two-phrase method producing close to optimal solutions is developed which enables one to solve real-world issues with thousands of scheduled trips by direct application of standard optimization software. The study also introduces the concept of depot groups for the case that a bus may return in the evening into another depot than where it started in the morning.
机译:研究与多站点多车辆类型调度问题(MDVSP)相关的问题。 MDVSP出现在公共交通巴士公司中。本研究旨在分配公交车以覆盖给定的时间表行程,并通过最小的车队规模和最小的运营成本(NP难题)来表征最佳时间表。开发了一种两阶段方法,可产生接近最佳的解决方案,该方法可通过直接应用标准优化软件来解决数千个计划行程中的实际问题。该研究还介绍了仓库群的概念,以防公交车在晚上可能返回到早晨起运的另一个仓库。

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