Abstract
The carrying capacity of the railway section is significantly different between emergency conditions and normal conditions. The railway transportation system will be affected to varying degrees, the types and levels of emergencies. For example, the original block mode may be degraded, due to the interruption of traffic in certain sections or the adoption of train speed limit measures, and the carrying capacity will also change dynamically with the development of the emergency. In addition, there is fuzziness in the carrying capacity under emergency conditions, due to factors such as line characteristics, train speed, signal equipment reaction time, and driver’s behavior.
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References
Editorial board of China Railway Encyclopaedia, Editorial Board of Transportation and Economy (2001) China railway encyclopaedia: transportation and economy. China Railway Publishing House, Beijing, p 415. (in Chinese)
Hao S, Zhu J (1995) Calculation and analysis of high-speed railway section capacity. China Railways. 22(5):26–30 (in Chinese)
Ji J, Yang Z (1992) An approach to the organization of train operation and the method of computing section carrying capacity in the condition of movable block system. J China Railway Soc 14(1):38–46 (in Chinese)
Yang Z, Yang Y, Sun Q et al (1995) A study on parameters for calculation block section carrying capacity and train’s coefficient of removal on Beijing-Shanghai high-speed railway [J]. J Northern Jiaotong Univ 19(A01):1–8 (in Chinese)
Zhao L (2001) Calculation and analysis of carrying capacity of high-speed railway section. China Railway Sci 22(6):54–58 (in Chinese)
Sun S, Tian C, Chen Z (2008) Analysis and calculation of the carrying capacity on passenger dedicated lines. China Railway Sci 29(5):54–58 (in Chinese)
Hu Y, Wang J (2011) Discussion on calculation method of section passing capacity on intercity railway. Railway Transp Econ 33(2):1–5 (in Chinese)
UIC (2004) UIC 406 capacity. International Union of Railways, Paris
Höllmüller J, Klahn V (2005) Implementation of the UIC 406 capacity calculation method at Austrian railways (ÖBB). In: Hansen IA, Dekking FM, Goverde RMP et al Proceedings of the 1st international seminar on railway operations modelling and analysis. The Netherlands, pp 236–247
Alex L, Andersh K, Schittenhelm B et al (2006) Practical use of the UIC 406 capacity leaflet by including timetable tools in the investigations. In: Allan CAJ, Brebbia CA, Rumsey AF, et al. Proceedings of the 10th International conference on Computers in Railways. Prague
Wahlborg M (2004) Banverket experience of capacity calculations according to the UIC capacity leaflet. In: Allan CAJ, Brebbia CA, Hill RJ et al Proceedings of the 9th international conference on computers in railways. Dresden, pp 665–673
Alex l, Anders HK, Bernd S et al (2006) Evaluation of railway capacity. In: Annual transport conference at Aalborg University. Aalborg, pp 1–22
Abril M, Barber F, Ingolotti L et al (2008) An assessment of railway capacity. Transp Res Part E 44:774–806
Assad A (1980) Models for rail transportation. Transp Res Part A 14:205–220
Szpigel B (1972) Optimal train scheduling on a single track railway. Oper Res 72:343–352
Jovanovic D, Harker P (1991) Tactical scheduling of rail operations: the SCAN I system [J]. Transp Sci 25:46–64
Carey M, Lockwood D (1995) A model, algorithms and strategy for train pathing. J Oper Res Soc 46:988–1005
Higgins A, Kozan E, Ferreira L (1996) Optimal scheduling of trains on a single line track. Transp Res Part B 30:147–161
Jiang X, Wu Q, Tu P (2008) Study on carrying capacity calculation of automatic block section of double-tracked railways. Railway Transp Econ 30(11):84–87 (in Chinese)
Multimodal applied systems, multirail and fasttrack II [EB/OL]. https://www.multimodalinc.com
Incontrol Enterprise Dynamics. Simone: simulation model for networks [EB/OL]. https://incontrol.nl/files/simone.pdf
University of Hannover and RMCon Rail Management Consultants. RailSys. https://www.simpleware.com.cn/en/Product/Product_RailSys.html
Open track railway technology, railway simulation [EB/OL]. https://www.opentrack.ch
Shi X (2005) Research on the headway time of passenger train in China. China Railway Sci 7:32–35 (in Chinese)
Hao Y (2001) Railway transport organization. China Railway Publishing House, Beijing, pp 281–285. (in Chinese)
Zhang B, Wei Q (2009) Arrangement of through signal within automatic block section. Railway Signal Commun 45(11):1–4 (in Chinese)
Liu B, Peng J (2005) Course of uncertainty theory. Tsinghua University Press, Beijing, pp 178–179. (in Chinese)
Li W (2012) Fuzzy stochastic optimization method for railway traffic organization under emergency conditions. Beijing Jiaotong University, Beijing (in Chinese)
Pardo JM, Fuente D (2010) Fuzzy Markovian decision processes: application to queueing systems. Comput Math Appl 60(9):2526–2535
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Jia, L., Wang, L., Qin, Y. (2022). Estimation of Carrying Capacity of High-Speed Railway Section in Case of Emergency. In: High-Speed Railway Operation Under Emergent Conditions. Advances in High-speed Rail Technology. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-662-63033-4_3
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DOI: https://doi.org/10.1007/978-3-662-63033-4_3
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