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Optimal berth allocation, time-variant quay crane assignment and scheduling with crane setups in container terminals

机译:集装箱码头的最佳泊位分配,时变码头起重机分配和调度

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There has been a dramatic increase in world's container traffic during the last thirty years. As a consequence, the efficient management of container terminals has become a crucial issue. In this work we concentrate on the integrated seaside operations, namely the integration of berth allocation, quay crane assignment and quay crane scheduling problems. First, we formulate a mixed-integer linear program whose exact solution gives optimal berthing positions and berthing times of the vessels, along with their crane schedules during their stay at the quay. Then, we propose an efficient cutting plane algorithm based on a decomposition scheme. Our approach deals with berthing positions of the vessels and their assigned number of cranes in each time period in a master problem, and seeks the corresponding optimal crane schedule by solving a subproblem. We prove that the crane scheduling subproblem is NP-complete under general cost settings, but can be solved in polynomial time for certain special cases. Our computational study shows that our new formulation and proposed solution method yield optimal solutions for realistic-sized instances. (C) 2016 Elsevier B.V. All rights reserved.
机译:在过去的三十年中,世界集装箱运输量急剧增加。结果,集装箱码头的有效管理已成为关键问题。在这项工作中,我们专注于整合的海边作业,即泊位分配,码头起重机分配和码头起重机调度问题的整合。首先,我们制定了一个混合整数线性程序,其精确解给出了船只在码头停留期间的最佳停泊位置和停泊时间,以及起重机的时间表。然后,我们提出了一种基于分解方案的有效切平面算法。我们的方法处理一个主问题中每个时间段内船只的停泊位置及其指定的起重机数量,并通过解决一个子问题来寻求相应的最佳起重机计划。我们证明了起重机调度子问题在一般成本设置下是NP完全的,但是对于某些特殊情况可以在多项式时间内解决。我们的计算研究表明,我们的新公式和拟议的求解方法可为实际大小的实例提供最佳解决方案。 (C)2016 Elsevier B.V.保留所有权利。

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