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Heuristic-based truck scheduling for inland container transportation

机译:内陆集装箱运输的启发式卡车调度

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A truck scheduling problem for container transportation in a local area with multiple depots and multiple terminals including containers as a resource for transportation is addressed. Four types of movements of containers as inbound full, outbound full, inbound empty and outbound empty movements as well as the time windows at both the origin and the destination are considered. The total operating time of all trucks in operation is taken as the optimization criterion that has to be minimized. The problem is mathematically modeled based on a preparative graph formulation and falls into an extension of the multiple traveling salesman problem with time windows (m-TSPTW). The window partition based solution method for the m-TSPTW in Wang and Regan (Transp Res Part B: Methodol 36:97–112, 2002) is modified so that its computation time is reduced greatly. The experiments based on a number of randomly generated instances indicate that the modified method is quite fast and the quality of solutions is relatively high for the m-TSPTW. These experiments also demonstrate that our approach is able to generate high-quality results for the equivalent truck scheduling and inland container movement problem in container drayage operations.
机译:解决了在具有多个仓库和包括集装箱作为运输资源的多个码头的局部区域中的集装箱运输的卡车调度问题。考虑了四种类型的容器移动:入库满,出库满,入库清空和出库清空移动以及起点和终点的时间窗。所有正在运行的卡车的总运行时间被视为最优化标准,必须将其最小化。该问题在数学模型的基础上根据准备图公式进行建模,并且属于具有时间窗(m-TSPTW)的多重旅行推销员问题的扩展。修改了Wang和Regan中基于m-TSPTW的基于窗口分区的求解方法(Transp Res B部分:Methodol 36:97-112,2002),从而大大减少了计算时间。基于大量随机生成实例的实验表明,对于m-TSPTW而言,改进的方法相当快,解决方案的质量相对较高。这些实验还证明,我们的方法能够为集装箱拖运操作中的等效卡车调度和内陆集装箱移动问题产生高质量的结果。

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