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Practical constraints in the container loading problem: Comprehensive formulations and exact algorithm

机译:集装箱装载问题中的实际约束:综合配方和精确算法

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This paper addresses the Single Container Loading Problem. We present an exact approach that considers the resolution of integer linear programming and constraint programming models iteratively. A linear relaxation of the problem based on packing in planes is proposed. Moreover, a comprehensive set of mathematical formulations for twelve practical constraints that arise in this problem are discussed. These constraints include complete shipment, conflicting items, priorities, weight limit, cargo stability, load-bearing, multi-drop, load-balancing, manual loading, grouping, separation, and multiple orientations. Extensive computational experiments are carried out on instances from the literature to show the performance of the proposed approach and state how each practical constraint affects the container?s occupancy, the approach runtime, and the number of packing patterns evaluated. In general, the approach could optimally solve instances with around ten items types and a total of 110 items, besides obtaining the optimal solution for more than 70% of all instances. ? 2020 Elsevier Ltd. All rights reserved.
机译:本文解决了单个容器加载问题。我们提出了一种精确的方法,它考虑了迭代的整数线性编程和约束编程模型的分辨率。提出了基于平面包装的问题的线性松弛。此外,讨论了在该问题中出现的十二种实际限制的全面数学制片。这些约束包括完整的装运,互相冲突的项目,优先级,重量限制,货物稳定性,承重,多滴,负载平衡,手动加载,分组,分离和多种方向。在文献的实例上进行了广泛的计算实验,以显示所提出的方法的性能和状态,每个实际限制如何影响容器的占用,方法运行时和评估的包装模式的数量。通常,该方法可以最佳地解决大约十个项目类型的实例,并且除了从所有情况的超过70%获得最佳解决方案之外,总共有大约110个项目。还是2020 Elsevier Ltd.保留所有权利。

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