Preview

Bulletin of Siberian State University of Transport

Advanced search

Research of the dynamic operation of railway bridges spans

https://doi.org/10.52170/1815-9265-2023-66-41

Abstract

The study of the dynamic operation of span structures of bridges under the influence of a high-speed temporary railway load is necessary for the correct modeling of oscillatory processes that occur in the structures of a bridge structure. Creation of complete computational models of dynamic interaction of the bridge – track – train system makes it possible to determine the permissible speeds of high-speed trains both on bridge structures in operation and for bridges under design. The article presents the results of experimental studies obtained during field dynamic tests of steel-reinforced concrete superstructures of a bridge structure located on the St. Petersburg – Moscow railway line during the passage of the high-speed train Sapsan. During the field experiment, measurements were made of accelerations and displacements that occur in the structures of superstructures under the influence of high-speed rolling stock. With further processing of the results of field measurements, two calculation models are considered to evaluate the dynamic operation of the structures of spans and rolling stock. As the first, a simplified model of a single span is taken, considering the impact of the rolling stock in the form of a model of successively located forces corresponding to the scheme of the rolling stock. The design scheme does not consider the stiffness and damping of the track superstructure and the dynamic parameters of the rolling stock. Considering the discrepancy between the experimental and calculated data during further research, a more complex model is considered, considering all span structures in the bridge, according to the construction scheme, stiffness and damping parameters of the track structure and rolling stock. The dynamic calculation of the interaction of the elements of the bridge – track – train system is carried out in a non-linear non-stationary formulation.
Based on the data obtained, the indicated calculation models are verified for compliance with the results obtained during a full-scale experiment, the areas of their rational application, as well as advantages and disadvantages, are determined.

About the Authors

E. E. Lukovnikov
Emperor Alexander I St. Petersburg State Transport University
Russian Federation

Egor E. Lukovnikov, Postgraduate of the Bridges Department

Saint Petersburg, Russia



A. V. Lang
Emperor Alexander I St. Petersburg State Transport University
Russian Federation

Andrey V. Lang, Postgraduate of the Bridges Department

Saint Petersburg, Russia



N. A. Labutin
Emperor Alexander I St. Petersburg State Transport University
Russian Federation

Nikita A. Labutin, Postgraduate of the Bridges Department

Saint Petersburg, Russia



L. K. Dyachenko
Engineering Bureau of Structures
Russian Federation

Leonid K. Dyachenko, Chief Executive Officer, Candidate of Engineering

Saint Petersburg, Russia



References

1. Bondar N. G., Kozmin Y. G., Roitburd Z. G., Tarasenko V. P., Yakovlev G. N. Interaction of railway bridges with rolling stock. Moscow: Transport; 1984. 272 p. (In Russ.).

2. Fryba L. Dynamics of Railway Bridges. Praha: Academia Praha; 1996. 326 p.

3. Rauert T., Feldmann M., He L., De Roeck G. Calculation of bridge deformations due to train passages by the use of strain and acceleration measurements from bridge monitoring supported by experimental tests. Proceedings of the 8th International Conference on Structural Dynamics, EURODYN 2011. P. 1149–1155.

4. Smirnov V. N., Baranovsky A. A., Bogdanov G. I., Vorobyov D. E., Dyachenko L. K. [et al.]. Bridges on high-speed railway lines. Saint Petersburg: Emperor Alexander I St. Petersburg State Transport University; 2015. 274 p. (In Russ.).

5. Smirnov V. N., Dyachenko A. O., Dyachenko L. K. Features of the design of bridges on high-speed railway lines. Bulletin of Research Results. 2017;(3):69–81. (In Russ.).

6. Smirnov V. N., Dyachenko L. K., Evstigneev E. A. Resonant oscillations of span structures of bridges on high-speed railway lines. New technologies in bridge building (from the past to the future): collection of articles. Tr. International scientific and technical conferences. Saint Petersburg: Emperor Alexander I St. Petersburg State Transport University; 2015. Р. 91–97. (In Russ.).

7. Smirnov V. N. Interaction of a seamless path with a bridge structure on high-speed highways. Moscow: Textbook-method. Center for Education on the railway transport; 2015. 96 p. (In Russ.).

8. Khadri Y., Tekili S., Daya E. M., Daouadji A., Merzoug B. Effects of rail and train’s critical speed on the dynamic behavior of bridges. Mechanika. 2013;19:46–52.

9. Jong-Dar Yau. Resonance of continuous bridges due to high speed trains. Journal of Marine Science and Technology. 2001;9:14–20.

10. Rui Afonso Tavares. Influence of the Vertical Support Stiffness on the Dynamic Behavior of High-Speed Railway Bridges. Royal Institute of Technology. Stockholm: Master Thesis; 2007. 119 p.


Review

For citations:


Lukovnikov E.E., Lang A.V., Labutin N.A., Dyachenko L.K. Research of the dynamic operation of railway bridges spans. Bulletin of Siberian State University of Transport. 2023;(3):41-50. (In Russ.) https://doi.org/10.52170/1815-9265-2023-66-41

Views: 3


Creative Commons License
This work is licensed under a Creative Commons Attribution 4.0 License.


ISSN 1815-9265 (Print)