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Solving a dock assignment problem as a three-stage flexible flow-shop problem

机译:将码头分配问题解决为三阶段灵活流水车间问题

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This paper presents a model for a dock assignment problem based on the situation encountered in a practical case. Trailers are assigned to gates during a specific period in time for loading or unloading activities. The parking lot is used as a buffer zone. Transportation between the parking lot and the gates is performed by additional resources called terminal tractors. The problem is modeled as a three-stage flexible flow shop, where the first and the third stage share the same identical parallel machines and besides that, all stages share a different set of identical parallel machines. Different mathematical formulations are given and a Lagrangian relaxation approach is examined to solve this flexible flow-shop problem.
机译:本文根据实际情况提出了码头分配问题的模型。在特定的时间段内将拖车分配给登机口,以进行装卸活动。停车场用作缓冲区。停车场和大门之间的运输由称为终端拖拉机的其他资源执行。该问题被建模为一个三阶段的灵活流程车间,其中第一阶段和第三阶段共享相同的并行机器,此外,所有阶段共享一组不同的相同并行机器。给出了不同的数学公式,并研究了拉格朗日松弛法来解决该灵活的流水车间问题。

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