Dynamic analysis of the railway bridge span under moving loads - Publication - Bridge of Knowledge

Search

Dynamic analysis of the railway bridge span under moving loads

Abstract

The first part of this paper provides a review of the state of knowledge of the dynamic behaviour of railway bridges under moving loads. Particular attention is paid to developments in modelling railway bridge loading and dynamic vehicle-span (structure) interaction. The most important aspects determining the advancements in this area of knowledge are identified. The contemporary techniques for defining bridge span finite element models used in dynamic analyses are also discussed. The second, practical part of this paper presents the results of numerical simulations of the passage of load along the bridge structure. The railway loads are represented by a series of concentrated forces and a series of single-mass oscillators. Vibration of the bridge span centre and of vehicle mass depending on the speed of travel are considered. The loading parameters were adopted to represent a real railway vehicle – EN57 electrical multiple unit. The structure’s parameters were adopted on the basis of a 30 m long load-relieving span. In both cases modal identification techniques were used to obtain all the required dynamic parameters of the span under analysis on the basis of experimental data.

Citations

  • 0

    CrossRef

  • 0

    Web of Science

  • 7

    Scopus

Cite as

Full text

download paper
downloaded 257 times
Publication version
Accepted or Published Version
License
Creative Commons: CC-BY open in new tab

Keywords

Details

Category:
Articles
Type:
artykuły w czasopismach recenzowanych i innych wydawnictwach ciągłych
Published in:
Roads and Bridges - Drogi i Mosty no. 17, pages 299 - 316,
ISSN: 1643-1618
Language:
English
Publication year:
2018
Bibliographic description:
Szafrański M.: Dynamic analysis of the railway bridge span under moving loads// Drogi i Mosty. -Vol. 17., nr. 4 (2018), s.299-316
DOI:
Digital Object Identifier (open in new tab) 10.7409/rabdim.018.019
Bibliography: test
  1. Towpik K.: Infrastruktura transportu kolejowego. Oficy- na Wydawnicza Politechniki Warszawskiej, wyd. II, Warszawa, 2009
  2. Kry³ow A.N.: Über die erzwungenen Schwingungen von gleichförmigen elastischen Stäben. Mathematische An- nalen, 61, 2, 1905, 211-234
  3. Timoshenko S.P.: Forced vibration of prismatic bars. Izvestiya Kievskogo Politekhnicheskogo Instituta, 59, 1908, 163-203 open in new tab
  4. Fryba L.: Vibration of Solids and Structures under Moving Loads. Thomas Telford, London, 1972 open in new tab
  5. Saller H.: Einfluss bewegter Last auf Eisenbahnoberbau und Brücken. Wiesbaden Kreidel, Berlin, 1921
  6. Jeffcott H.H.: On the vibration of beams under the ac- tion of moving loads. Philosophical Magazine, Series 7, 8, 48, 1929, 66-97 open in new tab
  7. Naleszkiewicz J.: Z dynamiki belki mostowej. Archi- wum Mechaniki Stosowanej, Vol. 2, 1953, 517-544 open in new tab
  8. Akin J.E., Mofid M.: Numerical solution for response of beam with moving mass. Journal of Structural Engine- ering, ASCE, 115, 1, 1989, 120-131 open in new tab
  9. Michaltsos G.T., Sophianopoulos D., Kounadis A.N.: The effect of a moving mass and other parameters on the dynamic response of a simply supported beam. Journal of Sounds and Vibrations, 191, 3, 1996, 357-362 open in new tab
  10. K¹czkowski Z.: O drganiach belki mostowej pod wp³y- wem przesuwaj¹cych siê obci¹¿eñ. Zeszyty Naukowe Politechniki OEl¹skiej, Budownictwo, Z. 20, 201, 1967, 9-20 open in new tab
  11. Langer J.: Studium dynamiki przês³a mostowego obci¹- ¿onego ruchomym pojazdem. Archiwum In¿ynierii L¹dowej, 19, 2, 1973, 255-262
  12. Yang Y.B., Lin C.W.: Vehicle-bridge interaction and potential application. Journal of Sounds and Vibration, 284, 1-2, 2005, 205-226 open in new tab
  13. Szczeoeniak W., Ataman M., Zbiciak A.: Drgania belki sprê¿ystej wywo³ane ruchomym, liniowym oscylato- rem jednomasowym. Roads and Bridges -Drogi i Mo- sty, 1, 2, 2002, 53-83
  14. Klasztorny M.: Analiza drgañ belki mostowej prze- nosz¹cej jednorodny strumieñ obci¹¿eñ ruchomych.
  15. Archiwum In¿ynierii L¹dowej, 36, 3, 1990, 207-227
  16. Klasztorny M., Langer J.: Warianty sformu³owania i ana- liza równañ równowagi dynamicznej konstrukcji mosto- wych poddanych dzia³aniu strumieni obci¹¿eñ iner- cyjnych. Archiwum In¿ynierii L¹dowej, 36, 1-2, 1990, 3-18
  17. Fryba L.: A Rough assessment of railway bridges for high-speed trains. Engineering Structures, 23, 5, 2001, 548-556 open in new tab
  18. Li J., Su M.: The resonant vibration for a simply sup- ported girder bridge under high-speed trains. Journal of Sounds and Vibration, 224, 5, 1999, 897-915 open in new tab
  19. Xia H., Zhang N., Guo W.W.: Analysis of resonance mechanism and conditions of train-bridge system. Jour- nal of Sounds and Vibration, 297, 3-5, 2006, 810-822 open in new tab
  20. Yang Y.B., Yau J.D., Hsu L.C.: Vibration of simple beam due to trains moving at high speed. Engineering Structures, 19, 11, 1997, 936-944 open in new tab
  21. Gao M.M., Pan J.Y.: Coupling vibration analysis for train-track-bridge system. Proceedings of the 6 th Euro- pean Conference on Structural Dynamics "EURODYN 2005", Millpress, 2005, Rotterdam, 1069-1075
  22. Klasztorny M.: Analiza dynamiczna belkowych mostów zespolonych na CMK w warunkach zwiêkszonych prêd- kooeci poci¹gów (160 -250) km/h. Roads and Bridges - Drogi i Mosty, 2, 3, 2003, 73-93
  23. Wu Y.S., Yang Y.B.: Steady-state response and riding comfort of trains moving over a series of simply sup- ported bridges. Engineering Structures, 25, 2, 2003, 251-265 open in new tab
  24. Klasztorny M.: Dynamika mostów belkowych obci¹- ¿onych poci¹gami szybkobie¿nymi. WNT, Warszawa, 2005
  25. Xia H., Xu Y.L., Chan T.H.T.: Dynamic interaction of long suspension bridges with running trains. Journal of Sounds and Vibration, 268, 2, 2000, 263-280 open in new tab
  26. Zhang Q.L., Vrouwenvelder A., Wardenier J.: Numeri- cal simulation of train-bridge interactive dynamics. Computer and Structures, 79, 10, 2001, 1059-1075 open in new tab
  27. Paiãxo A., Fortunato E., Calçada R.: The effect of dif- ferential settlements on the dynamic response of the train-track system: A numerical study. Engineering Structures, 88, 2015, 216-224 open in new tab
  28. Bryja D., Ho³ubowski R., Gisterek I.: Railroad vehicle modelling in probabilistic vibration analysis of a rail- way bridge with randomly fluctuating track ballast stiffness. Proceedings of The 9 th International Confer- ence on Structural Dynamics "EURODYN 2014", Porto, Portugal, 2014, 2737-2744 open in new tab
  29. Podworna M.: Dynamic response of steel-concrete composite bridges loaded by high-speed train. Struc- tural Engineering and Mechanics, 62, 2, 2017, 179-196 open in new tab
  30. Gou H., Zhou W., Yang Ch., Yi B., Pu Q.: Dynamic re- sponse of a long-span concrete-filled steel tube tie arch bridge and the riding comfort of monorial trains. Applied Sciences, 8, 4, 2018, 1-22 open in new tab
  31. Apanas L., Sturzbecher K.: Analiza dynamiczna krato- wego wiaduktu kolejowego w zwi¹zku z dostosowa- niem do przejazdu poci¹gów z du¿ymi prêdkooeciami.
  32. Archiwum Instytutu In¿ynierii L¹dowej, Wydawnic- two Politechniki Poznañskiej, 5, 2009, 9-33 open in new tab
  33. Ribeiro D., Calcada R., Delgado R.: Dynamic analysis of Alcácer do Sal railway bridge. Proceedings of the 6 th European Conference on Structural Dynamics "EURODYN 2005", Millpress, 2005, Rotterdam, 1661-1667 open in new tab
  34. Oleszek R., Radomski W.: Dynamic analysis of an exi- sting arch railway bridge according to Eurocodes. Ar- chives of Civil Engineering, LXII, 4/I, 2016, 99-117 open in new tab
  35. Zobel H., Zbiciak A., Oleszek R., Michalczyk R., Mossakowski P.: Numerical identification of the dy- namic characteristics of a steel-concrete railway bridge. Roads and Bridges -Drogi i Mosty, 13, 3, 2014, 189-215, DOI: 10.7409/rabdim.014.018 open in new tab
  36. Szafrañski M.,¯ó³towski K.: Modelowanie konstrukcji mostów pod k¹tem dynamicznym. Seminarium "Mo- sty Kolejowe", Warszawa -Jachranka, 2013, 101-115
  37. ¯ó³towski K., Kozakiewicz A., Romaszkiewicz T., Sza- frañski M., Madaj A., Falkiewicz R., Raduszkiewicz K., Redzimski K.: Przebudowa mostu kolejowego przez rzekê Pilicê z przystosowaniem do du¿ych prêdkooeci.
  38. Archiwum Instytutu In¿ynierii L¹dowej, Wydawnic- two Politechniki Poznañskiej, 8, 2010, 289-299 open in new tab
  39. Calcada R., Cunha A., Delgado R.: Dynamic analysis of metallic arch railway bridge. Journal of Bridge Engi- neering, 7, 4, 2002, 214-222 open in new tab
  40. ¯ó³towski K., Szafrañski M., Kozakiewicz A.: Zastoso- wanie istniej¹cych przêse³ odci¹¿aj¹cych typu mosto- wego dla prêdkooeci eksploatacyjnych do 60 km/h. Mosty, 2, 2013, 24-27
  41. Juang J.N., Pappa R.S.: An eigensystem realization al- gorithm for modal parameter identification and model reduction. Journal of Guidance, Control and Dynamics, 8, 5, 1985, 620-627 open in new tab
  42. Bendat J., Piersol A.: Engineering applications of cor- relation and spectral analysis. John Wiley & Sons, Inc., 1980
  43. Szafrañski M.: Dynamika mostu kolejowego ma³ej roz- piêtooeci pod obci¹¿eniem ruchomym. Materia³y konfe- rencyjne 64. Konferencji Naukowej Komitetu In¿ynierii L¹dowej i Wodnej PAN oraz Komitetu Nauki PZITB "KRYNICA 2018", Krynica Zdrój, 2018, 281-282
  44. Juang J.N.: Applied system identification. Englewood Clifs, Prentice-Hall PTR, New Jersey, Inc., 1994
  45. Szafrañski M.: Vibration of the bridge under moving singular loads -theoretical formulation and numerical solution. Journal of Applied Mathematics and Compu- tational Mechanics, 15, 1, 2016, 169-180 open in new tab
  46. Szafrañski M.: Oddzia³ywania taboru na mosty kolejo- we przy zmiennych parametrach ruchu. Rozprawa dok- torska, Politechnika Gdañska, Gdañsk, 2014
Verified by:
Gdańsk University of Technology

seen 187 times

Recommended for you

Meta Tags