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Solving the generalized multi-port container stowage planning problem by a matheuristic algorithm

机译:通过数学算法解决广义多端口集装箱存货规划问题

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We focus on a simplified container stowage planning problem where containers of different size and weight must be loaded and unloaded at multiple ports while maintaining the stability of the ship. We initially investigate how the difficulty in solving the problem changes with and without the consideration of container sizes and weight constraints. For this purpose, we provide integer programming formulations for the general problem as well as some special cases with identical container size and/or identical weights and evaluate their performance in randomly generated small-and medium-scale instances. We develop a matheuristic procedure, namely, an insert-and-fix heuristic, exploiting the special structure of the proposed formulations. The Insert and-Fix method, in combination with a constructive algorithm that gives the solver an initial solution in each iteration, provides solutions with a low number of rehandles for instances with up to 5000 TEUs.
机译:我们专注于简化的集装箱存货规划问题,其中必须在保持船舶稳定的同时在多个端口上加载和卸载不同尺寸和重量的容器。 我们最初调查如何解决问题的困难以及不考虑容器尺寸和权重约束的变化。 为此目的,我们为一般问题提供整数编程配方以及具有相同容器大小和/或相同权重的一些特殊情况,并评估随机生成的小型和中型实例的性能。 我们开发了一个数学程序,即插入和修复启发式,利用所提出的配方的特殊结构。 插入和修复方法与在每次迭代中提供求解器初始解决方案的建设性算法组合,提供了具有高达5000teUS的实例数量较少的reghandles的解决方案。

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