Dynamic Response of High-Speed Railway Bridge Decks with Beams Transverse to the Direction of the Track
Publication: Journal of Bridge Engineering
Volume 19, Issue 11
Abstract
Railway bridge decks are frequently constructed using a concrete slab supported by transverse beams, which in turn are connected to the main longitudinal supporting elements: arches, trusses, and so on. This is a structural design whose dynamic behavior often experiences excessive accelerations. Despite the frequent occurrence of this dynamic behavior, no studies have been completed that examine this dynamic response and the variables that cause it. This study proposes that reduced longitudinal stiffness is the cause of excessive vertical accelerations often exhibited by these decks. The study further proposes that increased stiffness in this direction, achieved by incorporating longitudinal beams connected to the underside of the slab, for example, greatly improves this structural design’s dynamic behavior.
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References
Carnerero, A. (2007). “Comportamiento dinámico de tableros de puentes de ferrocarril de alta velocidad formados con elementos transversales a la dirección de la vía [Dynamic behavior of decks for high speed rail bridge formed by transverse beams to the direction of the railroad].” Ph.D. thesis, Escuela de Caminos, Technical Univ. of Madrid, Madrid, Spain (in Spanish).
Clough, R. W., and Penzien, J. (1993). Dynamics of structures, McGraw Hill, New York.
European Committee for Standardization–Spanish Association for Standardization and Certification (AENOR-CEN). (2004). “Actions on structures. Traffic loads on bridges.” UNE-EN 1991-2 Eurocode 1, Madrid, Spain.
European Rail Research Institute (ERRI). (1999a). “Ponts-rails pour vitesses , Calcul des ponts à structure complexe au passage d’un convoi, Logiciels de calcul dynamique [Railway bridges for speed , Bridge design of complex structure to the passage of a convoy, Dynamic calculation software].” ERRI D214 RP7 (in French).
European Rail Research Institute (ERRI). (1999b). “Ponts-rails pour vitesses , Rapport final, Partie A, Synthèse des résultats des travaux de recherche du D214 [Railway bridges for speed , Final Report, Part A, Results synthesis of the research works of D214].” ERRI D214 RP9, Utrecht, Netherlands (in French).
European Rail Research Institute (ERRI). (1999c). “Ponts-rails pour vitesses , Rapport final, Partie B, Proposition de fiche UIC [Railway bridges for speed , Final Report, Part B, Proposed sheet of UIC].” ERRI D214 RP9, Utrecht, Netherlands (in French).
Frýba, L. (1972). Vibration of solids and structures under moving loads, Noordhoff International Publishing, Groningen, Netherlands.
Frýba, L. (1996). Dynamics of railway bridges, Thomas Telford, London.
Klasztorny, M. (2000). “Spatial vibrations of a multi-span railway steel bridge under a train moving at high speed.” Arch. Civ. Eng., 46(2), 287–311.
Manterola, J. (1977). Análisis de tableros de puentes por métodos armónicos (Bridge deck analysis by harmonic methods). Consejo Superior de Investigaciones Científicas, Madrid, Spain (in Spanish).
Martínez-Rodrigo, M. D., Lavado, J., and Museros, P. (2010). “Transverse vibrations in existing railway bridges under resonant conditions: Single-track versus double-track configurations.” Eng. Struct., 32(7), 1861–1875.
Ministry of Transport Infrastructure, Spain (IAPF). (2008). “Instruction on the actions to be considered in the design of railway bridges.” Madrid, Spain.
Museros, P., Martínez-Castro, A. E., and Castillo-Linares, A. (2005). “Semi-analytic solution for Kirchoff plates traversed by moving loads.” Proc., 6th European Conf. on Structural Dynamics, G. I. Schueller, ed., Millpress, Rotterdam, Netherlands, 1619–1624.
Ribeiro, D., Calçada, R., Delgado, R., Brehm, M., and Zabel, V. (2012). “Finite element model updating of a bowstring-arch railway bridge based on experimental modal parameters.” Eng. Struct., 40, 413–435.
Timoshenko, S. P., and Young, D. H. (1955). Vibration problems in engineering, 3rd Ed., D. Van Nostrand, New York.
Union International du (de) Chemin de Fer (UIC). (1979). “Charges a prendre (prende) en considération dans le calcul des pont-rails [Loads to consider in the design of railway bridges].” UIC Code 776-1-R, Paris (in French).
Wu, J. J. (2003). “Use of equivalent beam models for the dynamic analysis of beam plates under moving forces.” Comput. Struct., 81(30), 2749–2766.
Yang, Y.-B., Yau, J.-D., and Hsu, L.-C. (1997). “Vibration of simple beams due to trains moving at high speeds.” Eng. Struct., 19(11), 936–944.
Zhu, X. Q., and Law, S. S. (2002). “Dynamic load on continuous multi-lane bridge deck from moving vehicles.” J. Sound Vib., 251(4), 697–716.
Zhu, X. Q., and Law, S. S. (2003). “Dynamic behavior of orthotropic rectangular plates under moving loads.” J. Eng. Mech., 79–87.
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© 2014 American Society of Civil Engineers.
History
Received: Mar 5, 2013
Accepted: Mar 4, 2014
Published online: Apr 10, 2014
Discussion open until: Sep 10, 2014
Published in print: Nov 1, 2014
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