Article ID Journal Published Year Pages File Type
4923645 Journal of Rail Transport Planning & Management 2017 21 Pages PDF
Abstract

•A method to detect dynamic delay propagations on single-track railways based on real-time punctuality data is proposed.•Propagation factors based on the proposed model on a five-month case were compared to theoretical propagation factor.•Propagation factors are typically around 2, indicating each delay min on a train generates one min delay for other trains.•The relationship initial delay:propagation factor is in general 1:n for dynamic delay propagations with n number of trains.•Propagation factors based on the delay cause registration were lower than the five-month case sample with a weight below 2.

Delay propagation is a key factor in punctuality of rail services. Propagation of delays reflects the degree of robustness of timetable design and the stability of train operations. This paper studies delay propagation for trains on single-track railways as the Norwegian rail network comprises primarily single-track operations. The analysis is based on real-time punctuality data. We present an algorithm and results from application of the algorithm. The algorithm is a recursive implementation of a set of conditions that (i) detects cases of knock-on delays, revealing dependencies between two trains on single-track railway, and (ii) finds the networks of dynamic delay propagations by tracing the propagation of knock-on delays from one interaction between trains to the next. Finally, we compare our results to delay cause registrations and theoretical calculations of the expected propagation factors. The propagation factors based on our model for a five-month period are typically around two, and over 70% of dynamic delay propagations consist of two trains. This indicates that each delay minute generates an additional delay of 1 min for other trains, which is higher than the present delay registrations. The presented method and analysis can be applied in punctuality improvement work, including timetable analysis.

Related Topics
Physical Sciences and Engineering Computer Science Computer Science Applications
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