Suspended bridges subjected to moving loads and support motions due to earthquake

Journal of Sound and Vibration

Volumn 319, Issue 1-2, 2009, Pages 218-227

  Frýba, Ladislav ^a   Yau, Jong Dar ^b  

^a INSTITUTE OF THEORETICAL AND APPLIED MECHANICS   (Czech Republic)

^b TAMKANG UNIVERSITY   (Taiwan)

Author keywords

[No Author keywords available]

Indexed keywords

DIFFERENTIAL EQUATIONS; EARTHQUAKES; GEOPHYSICS; INTEGRODIFFERENTIAL EQUATIONS; ORDINARY DIFFERENTIAL EQUATIONS;

DYNAMIC ACTIONS; GOVERNING EQUATIONS; KOBE EARTHQUAKE; PARTIAL INTEGRO-DIFFERENTIAL EQUATIONS; SEISMIC FORCES; SUSPENDED BEAMS; VERTICAL MOTIONS; VERTICAL VIBRATIONS;

BRIDGES;

EID: 56749125129     PISSN: 0022460X     EISSN: 10958568     Source Type: Journal    
DOI: 10.1016/j.jsv.2008.05.012     Document Type: Article

References (23)

1. F. Bleich, et al., The Mathematical Theory of Vibration in Suspension Bridges, US Gov. Printing Office, Washington, 1950.
2. Y. Rocard, Dynamic Instability, Frederick Ungar Publishing Company, New York, 1957.
3. A. Puglesy, The Theory of Suspension Bridges, 2nd ed., Edward Arbold Ltd., London, UK, 1957.
4. J. Vellozzi, Vibration of suspension bridges under moving loads, ASCE Journal of the Structural Division 93 (4) (1967) 123-138.
5. Y. Yasoshima, M. Ito, T. Nishioka, Some problems of suspension bridges under running of railway vehicles, Proceedings of the JSCE 167 (1967) 47-53.
6. T. Hayashikawa, N. Watanabe, Suspension bridge response to moving loads, ASCE Journal of the Engineering Mechanics 108 (6) (1982) 1051-1066.
7. T. Hayashikawa, Effects of shear deformation and rotary inertia on suspension bridges response under moving loads, Proceedings of the JSCE 335 (1983) 183-193.
8. P.K. Chatterjee, T.K. Datta, C.S. Surana, Vibration of suspension bridges under vehicular movements, ASCE Journal of the Structural Division 120 (3) (1993) 681-703.
9. L. Fryba, Vibration of solids and structures under moving loads, 3rd ed., Thomas Telford, London, 1999.
10. H. Xia, Y.L. Xu, T.H.T. Chan, Dynamic interaction of long suspension bridges with running trains, Journal of Sound and Vibration 237 (2) (2000) 263-280.
11. J.D. Yau, L. Frýba, Vibration of suspended beams to moving loads and support motions, in: C. Soize, G.I. Schuëller (Eds.), EURODYN 2005, Paris, Vol. 2, Millpress, Rotterdam, 2005, pp. 1009-1014.
12. J.D. Yau, L. Frýba, Vibration of railway suspension bridges shaken by vertical support motions, Personal communications, 2006.
13. H.M. Irvine, Cable Structures, The MIT Press, Cambridge, 1981.
14. L. Frýba, Intensive vibration of bridges due to high speed trains, in: J. Allan, R.J. Hill, C.A. Brebbica, G. Sciutto, S. Sone (Eds.), Computers in Railways VIII, WIT Press, Southampton, Boston, 2002, pp. 595-604.
15. J.D. Yau, Y.B. Yang, Vertical accelerations of simple beams due to successive loads traveling at resonant speed, Journal of Sound and Vibration 289 (2006) 210-228.
16. R.W. Clough, J. Penzien, Dynamics of Structures, McGraw-Hill Inc., New York, 1975.
17. J.T. Chen, H.K. Hong, C.S. Yeh, S.W. Chyuan, Integral representation and regularizations for a divergent series solution of a beam subjected to support motions, Earthquake Engineering and Structural Dynamics 25 (9) (1996) 909-925.
18. N.M. Newmark, A method of computation for structural dynamics, ASCE Journal of the Engineering Mechanics Division 85 (1) (1959) 67-94.
19. C. Borri, Personal Communication, 2006.
20. Strait of Messina Bridge, Project Status Report, Stretto di Messina, S.p.A., Roma, 2005.
21. P. Museros, E. Alarcón, Influence of the second bending mode on the response of high-speed bridge at resonance, ASCE Journal of Structural Engineering 131 (3) (2005) 404-415.
22. L. Frýba, Vertical acceleration of bridges-a new limit state, in: C.A. Brebbia, G.M. Carlomagno (Eds.), Computational Methods and Experimental Measurements XI, WIT Press, Southampton, Boston, 2003, pp. 299-308.
23. J.D. Yau, L. Fryba, Response of suspended beams due to moving loads and vertical seismic ground excitations, Engineering Structures 29 (12) (2007) 3255-3262.