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Fleet management: A vehicle and driver assignment model

机译:舰队管理:车辆和司机分配模型

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Many institutions have their own vehicle fleet and hired drivers that can be assigned to working trips to ensure that they all take place within the desired time periods. In these situations, it is important that vehicles and drivers are assigned to planned trips in an optimal and automated way. Trips are planned to occur over a given planning horizon and have a number of characteristics that have to be taken into account: a trip is characterized by a starting time, start and end locations, travelling distance and time, number of drivers needed for each assigned vehicle, number of passengers, and so on. This paper considers the problem of assigning both vehicles and drivers to a set of planned trips, having as objective the minimization of total cost. To properly address this problem it is necessary to consider a number of features, like the possibility of vehicles being shared between different trips if the timeframes and destinations are compatible. The mathematical model developed and presented in this paper takes all these features into account. The problem was motivated by a case study in the context of a public Brazilian university. This case study is also described and computational experiments using a general solver are reported. The general solver is capable of calculating optimal solutions in reasonable computational times, but problems where the fleet is mainly composed of small vehicles are more challenging. A matheuristic has been developed and tested, that seems to be competitive for these type of problems. (C) 2019 Elsevier B.V. All rights reserved.
机译:许多机构拥有自己的车队和雇佣司机,可以分配给工作旅行,以确保它们在所需的时间内进行。在这些情况下,重要的是以最佳和自动化的方式分配车辆和司机的计划进行。计划发生在给定的规划范围内,并具有许多必须考虑的特征:旅行的特点是启动时间,开始和结束位置,行进距离和时间,每个分配所需的驱动器数量车辆,乘客数量等等。本文考虑将车辆和驱动程序分配给一组计划的旅行,这是客观的最小化总成本。为了正确解决这个问题,有必要考虑许多功能,如在不同旅行之间共享的可能性,如果时间框架和目的地是兼容的。本文开发和呈现的数学模型考虑了所有这些功能。在公共巴西大学的背景下,该问题是在案例研究中的动机。还描述了这种情况研究,并报告了使用一般求解器的计算实验。普通求解器能够在合理的计算时间内计算最佳解决方案,但是车队主要由小型车辆组成的问题更具挑战性。已经开发和测试了数学素描,似乎对这些类型的问题具有竞争力。 (c)2019 Elsevier B.v.保留所有权利。

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