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Scheduling Under Uncertainty for a Single-Hub Intermodal Freight System

机译:单枢纽联运货运系统在不确定性下的调度

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This paper deals with optimization of an intermodal system with freight transfers at one hub. Thequestion analyzed in this research is to determine when departures should be scheduled on outboundroutes, given information about the probabilistic arrivals of vehicles on inbound routes.The intermodal system is modeled using stochastic programming and the schedule of outboundvehicles is optimized with a genetic algorithm. The model is designed to minimize the expectedtotal cost of operating an intermodal system, while considering all the capacity constraints arisingin the real-world. This model allows the system performance to be computed numerically,without the approximations of alternative methods such as simulation. Although it can be appliedto the most general case, the model seems to be especially suitable for analyzing systems withrelatively small number of arrivals on inbound routes. In particularly, the model can be successfullyapplied to situations when statistical or queuing analyses are not applicable due to the smallnumber of events (vehicle arrivals). We specifically analyze an intermodal system consisting ofmultiple inbound truck routes and multiple outbound airline routes. However, the mathematicalmodel developed in this paper is applicable to other combinations of transportation modes.
机译:本文讨论了在一个枢纽进行货物转运的多式联运系统的优化。这 本研究中分析的问题是确定何时应该安排出站航班的出港时间 给定有关入站路线上车辆的概率到达信息的路线。 使用随机规划和出站时间表对联运系统进行建模 车辆通过遗传算法进行了优化。该模型旨在最大程度地减少预期 在考虑所有出现的容量限制的同时,运营多式联运系统的总成本 在现实世界。该模型允许通过数字计算系统性能, 无需模拟等替代方法的近似值。虽然可以应用 在最一般的情况下,该模型似乎特别适合于分析具有以下特征的系统: 入境路线上到达的人数相对较少。特别是,该模型可以成功 适用于统计或排队分析由于大小不适用而无法应用的情况 事件数(车辆到达)。我们专门分析一个由以下组成的多式联运系统: 多条入站卡车路线和多条出站航空公司路线。但是,数学上 本文开发的模型适用于其他运输方式组合。

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