Investigation of Railway Network Capacity by Means of Dynamic Flows

Author:

Nikolayzik Dominik1,Maus Maren1ORCID,Nießen Nils1ORCID

Affiliation:

1. Institute of Transport Science, RWTH Aachen University, Mies-van-der-Rohe-Straße 1, 52074 Aachen, Germany

Abstract

Capacity calculations are essential for the long-term planning of railway infrastructure. Many of the methods currently used in practice calculate characteristic capacity values separately for the single elements (mainly lines and nodes) of a railway network. Approaches that consider the entire network to account for interactions between the elements often rely on many assumptions, which renders a direct practical application difficult. This paper therefore introduces a linear optimization model that comprises railway-specific constraints such as minimum headway times, line capacities, and route conflicts. Under the consideration of these constraints, the developed model permits the calculation of a network-wide capacity. The model is validated on a sample network that is based on a real network of the German railway infrastructure.

Funder

Deutsche Forschungsgemeinschaft

Publisher

MDPI AG

Reference30 articles.

1. International Union of Railways (2024, September 08). UIC Leaflet 406—Capacity 2013. Available online: https://tamannaei.iut.ac.ir/sites/tamannaei.iut.ac.ir/files/files_course/uic406_2013.pdf.

2. Applicability of the analytical UIC Code 406 compression method for evaluating line and station capacity;Lindner;J. Rail Transp. Plan. Manag.,2011

3. Watson, R., and Medeossi, G. (2008). Railway Timetabling & Operations. Analysis, Modelling, Optimisation, Performance Evaluation, Eurail Press. Chapter 10: Simulation.

4. Nießen, N. (2008). Railway Timetabling & Operations. Analysis, Modelling, Optimisation, Performance Evaluation, Eurail Press. Chapter 6: Queueing.

5. Schwanhäußer, W. (1974). Die Bemessung der Pufferzeiten im Fahrplangefüge der Eisenbahn. [Ph.D. Thesis, RWTH Aachen University].

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