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A Branch and Bound Algorithm and Iterative Reordering Strategies for Inserting Additional Trains in Real Time: A Case Study in Germany

机译:实时插入附加列车的分支定界算法和迭代重排序策略:以德国为例

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摘要

With the aim of supporting the process of adapting railway infrastructure and future traffic needs, we have developed a method to insert additional trains efficiently to an existing timetable without introducing large consecutive delays to scheduled trains. In this work, the problem is characterized as a job-shop scheduling problem. In order to meet the limited time requirement and minimize deviations to the existing timetable, the modification that consists of retiming or reordering trains is implemented if and only if it potentially leads to a better solution. With these issues in mind, the problem of adding train paths is decomposed into two subproblems. One is finding the optimal insertion for a fixed order timetable and the other is reordering trains. The two subproblems are solved iteratively until no improvement is possible within a time limit of computation. An innovative branch and bound algorithm and iterative reordering strategy are proposed to solve this problem in real time. Unoccupied capacities are utilized as primary resources for additional trains and the transfer connections for passengers can be guaranteed in the new timetable. From numerical investigations, the proposed framework and associated techniques are tested and shown to be effective.
机译:为了支持适应铁路基础设施和未来交通需求的过程,我们开发了一种方法,可以在现有时间表中有效地插入额外的火车,而不会给计划的火车带来较大的连续延误。在这项工作中,该问题的特征是车间作业调度问题。为了满足有限的时间要求并最大程度地减少与现有时间表的偏差,只有在可能导致更好的解决方案的情况下,才进行由重新计时或重新排序列车组成的修改。考虑到这些问题,添加火车路径的问题被分解为两个子问题。一种是寻找固定订单时间表的最佳插入方式,另一种是对火车进行重新排序。迭代地解决两个子问题,直到在计算时限内无法进行任何改进为止。提出了一种创新的分支定界算法和迭代重排序策略来实时解决该问题。空余容量被用作额外火车的主要资源,并且可以在新的时间表中保证乘客的换乘连接。通过数值研究,对提出的框架和相关技术进行了测试,并证明是有效的。

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  • 来源
    《Mathematical Problems in Engineering》 |2015年第5期|289072.1-289072.12|共12页
  • 作者

    Tan Yuyan; Jiang Zhibin;

  • 作者单位

    Tech Univ Carolo Wilhelmina Braunschweig, Inst Railway Syst Engn & Traff Safety, D-38106 Braunschweig, Germany.;

    Tongji Univ, Sch Transportat Engn, Shanghai 201804, Peoples R China.;

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