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A Multiobjective Optimization for Train Routing at the High-Speed Railway Station Based on Tabu Search Algorithm

机译:基于禁忌搜索算法的高速铁路客车线路多目标优化

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This paper focuses on the train routing problem at a high-speed railway station to improve the railway station capacity and operational efficiency. We first describe a node-based railway network by defining the turnout node and the arrival-departure line node for the mathematical formulation. Both considering potential collisions of trains and convenience for passengers' transfer in the station, the train routing problem at a high-speed railway station is formulated as a multiobjective mixed integer nonlinear programming model, which aims to minimize trains' departure time deviations and total occupation time of all tracks and keep the most balanced utilization of arrival-departure lines. Since massive decision variables for the large-scale real-life train routing problem exist, a fast heuristic algorithm is proposed based on the tabu search to solve it. Two sets of numerical experiments are implemented to demonstrate the rationality and effectiveness of proposed method: the small-scale case confirms the accuracy of the algorithm; the resulting heuristic proved able to obtain excellent solution quality within 254 seconds of computing time on a standard personal computer for the large-scale station involving up to 17 arrival-departure lines and 46 trains.
机译:本文着眼于高速铁路车站的列车路线问题,以提高铁路车站的容量和运营效率。我们首先通过为数学公式定义道岔节点和到达/出发线节点来描述基于节点的铁路网络。既考虑了列车的潜在碰撞问题,又考虑到站内乘客的乘车便利性,将高速火车站的列车路线问题表述为多目标混合整数非线性规划模型,旨在最小化列车的出发时间偏差和总占用量。所有轨道的时间,并保持到达/出发线的最平衡利用。由于存在针对大规模现实列车路线问题的大量决策变量,提出了一种基于禁忌搜索的快速启发式算法来求解。进行了两组数值实验,证明了所提方法的合理性和有效性。事实证明,由此产生的启发式方法可以在254条大型个人计算机的标准个人计算机上,在计算时间的254秒内获得出色的解决方案质量,该计算机涉及多达17条到达/离开线路和46列火车。

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