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Solving the Resource Allocation Problem in a Multimodal Container Terminal as a Network Flow Problem

机译:解决多式联运集装箱码头的资源分配问题作为网络流问题

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Continuously increasing global container trade and pressure from a limited number of large shipping companies are enforcing the need for efficient container terminals. By using internal material handling re sources efficiently, transfer times and operating costs are reduced. We focus our study on container terminals using straddle carriers (SC) for transportation and storage operations. We assume that SCs are shared among maritime and inland transport modes (truck, train, barge). The problem is thus to decide how many resources to allocate to each trans port mode in order to minimize vehicle (vessel, truck, train, barge) de lays. We present a mixed integer linear programming model, based on a network flow representation, to solve this allocation problem. The mod ular structure of the model enables us to represent different container terminals, transport modes and service strategies. We present parts of our model and exemplary applications for a terminal at the "Grand Port Maritime de Marseille" in France.
机译:不断增长的全球集装箱贸易以及少数大型运输公司的压力迫使人们需要高效的集装箱码头。通过有效地使用内部物料处理资源,可以减少转移时间和运营成本。我们将研究重点放在使用跨式运输车(SC)进行运输和存储操作的集装箱码头上。我们假设SC在海上和内陆运输方式(卡车,火车,驳船)之间共享。因此,问题在于决定为每个运输方式分配多少资源,以最大程度地减少车辆(船只,卡车,火车,驳船)的时间。我们提出了一种基于网络流表示的混合整数线性规划模型,以解决此分配问题。该模型的模块化结构使我们能够代表不同的集装箱码头,运输方式和服务策略。我们介绍了法国“马赛大港”码头的部分模型和示例性应用。

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