Safety at railway level crossings and Vision Zero

Authors

DOI:

https://doi.org/10.24425/ace.2021.137158

Abstract

In this work, safety analysis at the railway level crossings is presented using advanced mathematical modelling. Resistivity of track subgrade panels is taken into account. The analysis does not refer to the assessment of the current regulations. Specific cases of generalized dynamic system are considered by introducing operations S=Δ, S=P defined in space C(N) of real sequences. In this model, generalized discrete exponential and trigonometric functions that reflect the oscillatory nature of the analysed quantities are used. The advantage of the analyzes is the avoidance of numerical errors. We show also the importance of the resistivity of track subgrade panels in safety at the level crossings. The safety at the level crossings can be increased through providing track subgrade panels with appropriate resistivity to minimize negative effect of stray currents. The results may be used to evaluate selected safety indicators as well as to predict safety levels and to determine the ways of improving safety.

References

[1] G. Bureika, M. Komaiško, V. Jastremskas, "Modelling the ranking of lithuanian railways level crossing by safety level" Transport problems = Problemy transportu: international scientific journal. Vol. 12, iss. Special edition, p. 11-22 (2017). https://doi.org/10.20858/tp.2017.12.se.1

[2] J. Davey, A. Wallace, N. Stenson, J. Freeman, "The experiences and perceptions of heavy vehicle drivers and train drivers of dangers at railway level crossings", Accident Analysis & Prevention, Vol. 40(3), pp.1217-1222 (2008). https://doi.org/10.1016/j.aap.2008.01.005.

[3] A. Dąbrowski, G. Stencel, The types of surfaces on level crossings and placing on the market, Scientific and Technical Papers of the Association of Communication Engineers and Technicians in Krakow. Series: Conference Materials, 2 (109), pp. 47-68 (2016) (in Polish).

[4] EN 13146-5:2012 Railway applications - Track - Test methods for fastening systems - Part 5: Determination of electrical resistance. (status of Polish Norm Ref. No. PN-EN 13146-5:2012).

[5] European Union Agency for Railways. European Railway Accident Information Links. (2017). Available at: erail.era.europa.eu.

[6] European Union Agency for Railways. Railway Safety Performance in the European Union. (2016). doi:10.2821/129870.

[7] European Union Agency for Railways. Report: Assessment of achievement of safety targets - 2019.

[8] A. Gill, P. Smoczyński, "Layered safety system models - evolution of the concept". Proc. 21. Int. Sci. Conf. Transp. Means. (2017).

[9] A. Kobaszyńska-Twardowska, A. Kadziński, A. Gill, P. Smoczyński, "The Risk Model for Hazards Generated at Level Crossings", Information Systems Architecture and Technology: Proceedings of 39th International Conference on Information Systems Architecture and Technology - ISAT 2018, Part III, pp. 313-322 (2019). https://doi.org/10.1007/978-3-319-99993-7_28.

[10] W. Kruczek, "Electric shock protection measures applied in railway areas, requirements and performance tests", Works of the Railway Institute 152 pp. 23-33 (2016) (in Polish).

[11] E. Mieloszyk, R. D. Ganko, "The consideration to the dynamic systems parameter identification", Int. J. Modelling, Identification and Control 20(4) pp. 361-367 (2013). https://doi.org/10.1504/ijmic.2013.057569.

[12] E. Mieloszyk, S. Grulkowski, A. Milewska, "Forecasting of railway track tamping based on settlement of sleepers using fuzzy logic", Acta Scientiarum Polonorum seria Achitectura 17(2) pp. 135-142 (2018). https://doi.org/10.22630/aspa.2018.17.2.22.

[13] E. Mieloszyk, A. Milewska, "Risks associated with the transportation of hazardous materials on public roads", MATEC Web of Conferences 231, 05004 (2018). https://doi.org/10.1051/matecconf/201823105004.

[14] E. Mieloszyk, "Application of non-classical operational calculus to solving some boundary value problem", Integral Transforms and Special Functions 9(4), pp. 287-292 (2000). https://doi.org/10.1080/10652460008819262.

[15] E. Mieloszyk, "Non-classical operational calculus in application to generalized dynamical systems", Polish Academy of Science, Scientic Publishers, (2008). 294 p.

[16] Regulation of the Minister of Infrastructure and Development of October 20, 2015. Journal of Laws of the Republic of Poland of October 30, 2015. Pos. 1744 (in Polish).

[17] Report on the state of rail traffic safety, Safety culture in rail transport, UTK Warsaw 2019 (in Polish).

[18] I. Savage, "Does public education improve rail-highway crossing safety", Accident Analysis and Prevention, 38(2), pp. 310-316 (2006). https://doi.org/10.1016/j.aap.2005.10.001.

[19] P. Smoczyński, A. Kadziński, A. Gill, A. Kobaszyńska-Twardowska, "Calibration of the Risk Model for Hazards Related to the Technical Condition of the Railway Infrastructure", Information Systems Architecture and Technology: Proceedings of 39th International Conference on Information Systems Architecture and Technology - ISAT 2018, Part III, pp. 274-283 (2019).

[20] P. Smoczyński, "Zarządzanie ryzykiem zagrożeń generowanych podczas eksploatacji infrastruktury kolejowej", PhD dissertation, Poznań, 2018

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Published

2021-06-30

How to Cite

Mieloszyk, Eligiusz, et al. “Safety at Railway Level Crossings and Vision Zero”. Archives of Civil Engineering, vol. 67, no. 2, June 2021, pp. 117-32, doi:10.24425/ace.2021.137158.

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