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A two-stage approach to the depot shunting driver assignment problem with workload balance considerations

机译:考虑工作负载平衡的仓库分流驱动程序分配问题的两阶段方法

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摘要

Due to its environmentally sustainable and energy-saving characteristics, railway transportation nowadays plays a fundamental role in delivering passengers and goods. Emerged in the area of transportation planning, the crew (workforce) sizing problem and the crew scheduling problem have been attached great importance by the railway industry and the scientific community. In this paper, we aim to solve the two problems by proposing a novel two-stage optimization approach in the context of the electric multiple units (EMU) depot shunting driver assignment problem. Given a predefined depot shunting schedule, the first stage of the approach focuses on determining an optimal size of shunting drivers. While the second stage is formulated as a bi-objective optimization model, in which we comprehensively consider the objectives of minimizing the total walking distance and maximizing the workload balance. Then we combine the normalized normal constraint method with a modified Pareto filter algorithm to obtain Pareto solutions for the bi-objective optimization problem. Furthermore, we conduct a series of numerical experiments to demonstrate the proposed approach. Based on the computational results, the regression analysis yield a driver size predictor and the sensitivity analysis give some interesting insights that are useful for decision makers.
机译:由于其在环境方面的可持续发展和节能特性,如今的铁路运输在运送旅客和货物方面起着至关重要的作用。在交通运输规划领域中,铁路行业和科学界非常重视乘务员(劳动力)的规模问题和乘务员的调度问题。在本文中,我们旨在通过提出一种新颖的两阶段优化方法来解决这两个问题,该方法是在电力多单元(EMU)仓库调车驾驶员分配问题的背景下提出的。给定预定义的仓库调车时间表,该方法的第一阶段重点在于确定调车驾驶员的最佳尺寸。第二阶段被制定为双目标优化模型,其中我们综合考虑了最小化总步行距离和最大化工作量平衡的目标。然后,将归一化法线约束方法与改进的Pareto滤波算法相结合,以获得双目标优化问题的Pareto解。此外,我们进行了一系列的数值实验来证明所提出的方法。基于计算结果,回归分析得出驱动程序大小的预测变量,而敏感性分析则提供了一些有趣的见解,这些对决策者很有用。

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