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Economic Return Quantity Model for a Multi-type Empty Container Management with Possible Storage Constraint and Shared Cost of Shipping

机译:多型空集装箱管理的经济回报数量模型,具有储存约束和运输成本

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Containerization has been said to be one of the most significant innovations of port management in the last century. Some ports usually tend to be more export driven while some others are import driven. This imbalance in the number of inbound and outbound containers necessitates movement of containers from locations or surplus to those of deficit. A port needs to cater for not only the level of containers required, but also the variety. Many factors affect the cost efficiency of container movement, and hence, that of port operations, and these need to be managed in an integrated manner to optimize cost in a port. We studied the management of a multi-type container system in a port where there can be savings from joint movement of containers, both for empty return and for procurement of replacement containers, and where there is limited storage capacity. We developed a model to determine the optimal integrated return and purchase cycle times and quantities. We illustrated the solution approach with a numerical example and performed sensitivity analysis. We believe this problem is rife and the model can guide the management of container return and replenishment in ports operations.
机译:被称为集装箱化成为上世纪港口管理最重要的创新之一。有些港口通常往往会导出更多导出,而其他一些是进口驱动的。入站和出站容器的数量不平衡需要容器从地点或盈余到赤字的盈余。港口需要满足所需的容器水平,还需要迎合。许多因素影响容器运动的成本效率,因此,港口操作的成本效率,以及这些港口操作的效率,并且这些因素需要以集成的方式管理以优化端口的成本。我们研究了在港口中的多型容器系统的管理,其中可以节省容器的联合运动,无论是空返回和替换容器的采购,还有限制的存储容量。我们开发了一种模型,以确定最佳综合返回和购买周期时间和数量。我们用数值示例说明了解决方案方法并进行了灵敏度分析。我们相信这个问题是rige,该模型可以指导港口运营中的集装箱返回管理管理。

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