Determining Containership Loading Problem on the Basis of an Adopted Number of Handling Cranes

N. Thuy, E. Nishimura, A. Imai
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引用次数: 2

Abstract

Fhster turnaround time of vessels is one of paramount factors in a corrtainer terminal for assuring competitiye advaRtage in the shipping industy which can be achieved by ethcient handling process of vessels, especially the associated loading plan in the loading sequence. This paper deals with the ship loading problem regarding to the number of cranes to be llsed in a loading process while keeping reasonable ship stability. In order to preserve the ship stability, some heavier containers may be stowed at the bottom of ship holds. When those containers are stacked below others on a yard container block which are wkhdrawn later, it may required a number of rehandles when they are renieved ffom the blocks. The ethcient of Ioading process is evaluated by the minimum number of container rehandles required. [[b solve this problem, a mix integer programming is formulated. The genetic algorithm, which is widely applied for a plenty Df practical mathematical prograrnming, is employed as a heuristic for the nearly optimized solutions and a wide variety of numerical experiments was made where solutions by this problem are useful an d applicable in practice. Kleyworzis: Containership handiing; Container rehandles; GeneticAlgorithm,' Logistics
基于装卸起重机数量确定集装箱船装载问题
船舶的快速周转时间是集装箱码头确保其在航运业竞争优势的重要因素之一,而船舶的高效处理过程,特别是装载顺序中的相关装载计划,可以实现这一优势。本文研究了船舶装载问题,即在保证船舶合理稳定的情况下,在装载过程中需要使用多少台起重机。为了保持船舶的稳定性,一些较重的集装箱可能被堆放在货舱底部。当这些集装箱堆放在一个码集装箱块上的其他集装箱下面时,当它们从块中取出时,可能需要多次重新处理。装载过程的效率通过所需的最小容器重处理次数来评估。针对这一问题,提出了一种混合整数规划方法。本文采用广泛应用于许多实际数学规划的遗传算法作为求解近似最优解的启发式方法,并进行了大量的数值实验,结果表明该问题的解具有实用性和实用性。Kleyworzis:集装箱船装卸;容器重铸;GeneticAlgorithm,物流
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