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The master bay plan problem: a solution method based on its connection to the three-dimensional bin packing problem

机译:主海湾计划问题:基于其与三维垃圾箱包装问题的联系的解决方法

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This paper addresses the problem of determining stowage plans for containers in a ship, referred to as the Master Bay Plan Problem (MBPP). MBPP is NP-complete. We present a heuristic method for solving MBPP based on its relation with the three-dimensional bin packing problem (3D-BPP), where items are containers and bins are different portions of the ship. Our aim is to find stowage plans, taking into account structural and operational constraints related to both the containers and the ship, that minimize the time required for loading all containers on board. A validation of the proposed approach with some test cases is given. The results of real instances of the problem involving more than 1400 containers show the effectiveness of the proposed approach for large scale applications.
机译:本文解决了确定船上集装箱积载计划的问题,称为总湾计划问题(MBPP)。 MBPP是NP完整的。我们提出一种启发式方法,基于MBPP与三维垃圾箱包装问题(3D-BPP)的关系,其中物品是集装箱,垃圾箱是船舶的不同部分。我们的目标是在考虑与集装箱和船舶相关的结构和操作限制的基础上,找到配载计划,以最小化在船上装载所有集装箱所需的时间。通过一些测试案例对所提出的方法进行了验证。该问题涉及1400多个容器的实际案例的结果表明,该方法在大规模应用中是有效的。

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