Optimal reassignment of passengers to trains following a broken train

Weining Hao, L. Meng, Lucas P. Veelenturf, Sihui Long, F. Corman, Xiaoyong Niu
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引用次数: 4

Abstract

Train rescheduling is an important task in railway operations to ensure a high punctuality and reliability and thereby also high service level for passengers. In a railway system with ticket booking mechanism, the train dispatching task is quite different and more challenging compared with a system without ticket booking mechanism. In particular when there are severe disruptions where multiple trains are cancelled. This paper focuses on the problem of train rescheduling under disruptions, while simultaneously considering passenger reassignments. A mixed-integer linear programming model is developed to maximize the number of transported passengers who are influenced by the impacted train and to minimize total delays at the same time. A“big-M” method is also used to represent complex “if-then” mapping constraints between passenger reassignment and train stopping constraints. A set of numerical experiments is presented based on a railway network to demonstrate the validity and efficiency of the model.
列车故障后乘客的最优重新分配
列车重新调度是铁路运行中的一项重要任务,它保证了列车的高准点率和可靠性,从而提高了对旅客的服务水平。在有售票机制的铁路系统中,列车调度任务与没有售票机制的铁路系统有很大的不同,更具挑战性。特别是当出现严重的交通中断,多列火车被取消时。本文主要研究列车在中断情况下的重新调度问题,同时考虑旅客重新分配问题。提出了一种混合整数线性规划模型,使受碰撞列车影响的运输乘客数量最大化,同时使总延误最小化。一个“大m”方法也被用来表示乘客重新分配和列车停止约束之间复杂的“if-then”映射约束。通过一组基于铁路网的数值实验,验证了该模型的有效性和有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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