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Optimizing yard assignment in an automotive transshipment terminal

机译:在汽车转运码头中优化堆场分配

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This paper studies a yard management problem in an automotive transshipment terminal. Groups of cars arrive to and depart from the terminal in a given planning period. These groups must be assigned to parking rows under some constraints resulting from managerial rules. The main objective is the minimization of the total handling time. Model extensions to handle application specific issues such as a rolling horizon and a manpower leveling objective are also discussed. The main features of the problem are modeled as an integer linear program. However, solving this formulation by a state-of-the-art solver is impractical. In view of this, we develop a metaheuristic algorithm based on the adaptive large neighborhood search framework. Computational results on real-life data show the efficacy of the proposed metaheuristic algorithm.
机译:本文研究了汽车转运码头的堆场管理问题。在给定的计划时间内,成组的汽车进出终点站。这些组必须在管理规则导致的某些约束下分配给停车位。主要目标是最大程度地减少总处理时间。还讨论了模型扩展以处理特定于应用程序的问题,例如滚动范围和人员平衡目标。问题的主要特征被建模为整数线性程序。但是,用最先进的求解器求解该公式是不切实际的。有鉴于此,我们开发了一种基于自适应大邻域搜索框架的元启发式算法。实际数据的计算结果表明了所提出的元启发式算法的有效性。

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