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The discrete and dynamic berth allocation problem in bulk port

机译:散货港离散和动态泊位分配问题

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The berth allocation problem (BAP) is one of the key decision problems at port terminals. It has been widely studied by many of research works. In this paper, the dynamic and discrete case of the BAP in a bulk port was studied, a mathematical model was proposed and solved using Cplex whose the objective is to minimize the total service time of berthed vessels. The proposed model was tested and validated through numerical experiments based on instances inspired from data of the bulk port of Sidi Youssef Sfax, Tunisia. It succeeded in finding good solutions compared to the results achieved by the port planning team.
机译:泊位分配问题(BAP)是端口终端的关键决策问题之一。它已被许多研究作品普遍研究。在本文中,研究了散装端口中的动态和离散情况,采用了一种数学模型,使用了电脑,其目的是最小化泊位血管的总使用时间。通过基于Sidi Youssef Sfax,突尼斯散装港数据的信息,通过数值实验进行测试和验证所提出的模型。与港口规划团队所实现的结果相比,它成功地找到了良好的解决方案。

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