A New Mathematical Model for Container Stacking in Seaport Terminals: Case Study

Ines Rekik, Saber Benzina, D. Dhouib
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引用次数: 1

Abstract

Maritime transport is the operation of moving goods from one place to another by sea. It takes into account the loading and unloading of containers in ports. Once the vessels arrived at the quayside, they are unloaded by means of quay cranes and then transferred to the storage or transshipment areas. The Container Stacking Problem (CSP) is one of the major problems in seaport terminals, in particular in view of the considerable increase in the number of containers and the limitation of storage areas in the container ports. It has a considerable impact on the efficiency of port operations. In this paper, we propose a new mathematical model for determining the exact storage locations of incoming containers in the storage zone in order to minimize the total travelling distance from the quay to the storage location. The suggested model takes into account different types of containers. It has been validated based on the real case study of the Tunisian Sfax seaport. The obtained results are promising and the storage responsible is satisfied with the reached solutions.
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港口码头集装箱堆垛的一种新的数学模型——以实例为例
海运是将货物通过海路从一个地方运到另一个地方的经营活动。它考虑了集装箱在港口的装卸。船舶到达码头后,由码头吊车卸载,然后转移到储存区或转运区。集装箱堆垛问题(CSP)是海港码头的主要问题之一,特别是考虑到集装箱数量的大量增加和集装箱港口储存面积的限制。它对港口作业的效率有相当大的影响。在本文中,我们提出了一个新的数学模型,以确定准确的存储区域的进站集装箱的存储位置,以最小化从码头到存储位置的总移动距离。建议的模型考虑了不同类型的容器。通过对突尼斯斯法克斯海港的实际案例研究,验证了该方法的有效性。得到的结果是有希望的,存储负责人对所达成的解决方案感到满意。
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