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Two-stage search algorithm for the inbound container unloading and stacking problem

机译:用于入站容器卸载和堆叠问题的两阶段搜索算法

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This study focuses on the inbound container unloading and stacking problem at container terminals and achieves both a reasonable unloading sequence and the optimal yard stacking distribution. A formulation is proposed as the relational expression between the expected number of rehandles and the stacking height. Based on the formulation, an integer programming model is established to both find the optimal stacking distribution and unloading sequence and attempt to minimize the expected number of rehandles. The model can be solved by the commercial solver for small-scale instances. To solve for large-scale instances in the real world, a two-stage search algorithm is designed, therein incorporating an initial stage for generating the feasible solution and a neighborhood search stage for finding the optimal solution. The algorithm can find an optimal solution in polynomial time, which is proved by theoretical methods and evidenced by numerical experiments.
机译:本研究重点介绍在集装箱终端的入站集装箱卸载和堆叠问题,并实现合理的卸载序列和最佳码堆叠分布。提出了一种制剂作为预期重启次数和堆叠高度之间的关系表达。基于配方,建立了整数编程模型,以找到最佳的堆叠分布和卸载序列,并尝试最小化预期的重播次数。该模型可以通过商业求解器来解决小规模实例。为了解决现实世界中的大规模实例,设计了一种两级搜索算法,其中包括用于产生可行解决方案的初始阶段和用于找到最佳解决方案的邻域搜索阶段。该算法可以在多项式时间内找到最佳解决方案,这是通过理论方法证明的,并通过数值实验证明。

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