Abstract
In this paper, bridge alignment control with considering dynamic train loads was experimentally and theoretically investigated. Analytical process of bridge dynamics and the self-adaptive Kalman filter bridge alignment control method with considering the dynamic train loads were briefly introduced. The static measurement, the dynamic test, the field alignment measurement as well as the finite element analysis (FEA) of the second longest rail transit cable-stayed bridge in the world were carried out. Based on the results, the train dynamic load effect on the bridge alignment was obtained quantitatively. Subsequently, alignment control of the rail transit bridge with considering this effect using a self-adaptive Kalman filter method was analyzed. The results show that: (a) the dynamic train loads have effects on alignment control of the bridge and therefore cannot be neglected; (b) the self-adaptive Kalman filter method is applicable and reliable for alignment control of bridges during construction. The analytical method and whole process contribute to develop a related specification and further engineering applications.
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Cervero R. Journal report: Light rail transit and urban development. J Am Plann Assoc, 1984, 50: 133–147
Wang F, Tao X, Zheng X. Inversion of excitation source in ground vibration from urban railway traffic. Sci China Tech Sci, 2012, 55: 950–959
Zhang N, Zhou S, Xia H, et al. Evaluation of vehicle-track-bridge interacted system for the continuous CRTS-II non-ballast track slab. Sci China Tech Sci, 2014, 57: 1895–1901
Chen Z, Zhai W, Cai C, et al. Safety threshold of high-speed railway pier settlement based on train-track-bridge dynamic interaction. Sci China Tech Sci, 2015, 58: 202–210
Guo W, Xu Y. Fully computerized approach to study cable-stayed bridge-vehicle interaction. J Sound Vib, 2001, 248: 745–761
Lei X, Noda N A. Analyses of dynamic response of vehicle and track coupling system with random irregularity of track vertical profile. J Sound Vib, 2002, 258: 147–165
Xu Y, Xia H, Yan Q. Dynamic response of suspension bridge to high wind and running train. J Bridge Eng, 2003, 8: 46–55
Moreu F, Jo H, Li J, et al. Dynamic assessment of timber railroad bridges using displacements. J Bridge Eng, 2014, 20: 04014114
Peter F T. Deformations in Concrete Cantilever Bridges: Observations and Theoretical Modeling. Trondheim: The Norwegian University of Science and Technology, 2002
Wang P H, Tang T Y, Zheng H N. Analysis of cable-stayed bridges during construction by cantilever methods. Comput Struct, 2004, 82: 329–346
Li Y S, Li X P, Yang A P. The prediction method of long-span cable-stayed bridge construction control based on BP neural network. In: Proceedings of the 9th International Conference on Mathematical and Computational Methods on Science And Engineering. Algarve: World Scientific and Engineering Academy and Society (WSEAS), 2007. 217–222
Lozano-Galant J, Payá-Zaforteza I, Xu D, et al. Analysis of the construction process of cable-stayed bridges built on temporary supports. Eng Struct, 2012, 40: 95–106
Kalman R E. A new approach to linear filtering and prediction problems. J Fluids Eng, 1960, 82: 35–45
Wu X, Sun Y, Lu Z, et al. A modified Kalman filter algorithm for fractional system under Lévy noises. J Franklin Inst, 2015, 352: 1963–1978
Naets F, Pastorino R, Cuadrado J, et al. Online state and input force estimation for multibody models employing extended Kalman filtering. Multibody Syst Dyn, 2014, 32: 317–336
Chatzi E N, Smyth A W. The unscented Kalman filter and particle filter methods for nonlinear structural system identification with non-collocated heterogeneous sensing. Struct Control Health Monit, 2009, 16: 99–123
Liu Y, Yu A, Zhu J, et al. Unscented Kalman filtering in the additive noise case. Sci China Tech Sci, 2010, 53: 929–941
Papakonstantinou K, Shinozuka M. Spatial stochastic direct and inverse analysis for the extent of damage in deteriorated RC structures. Comput Struct, 2013, 128: 286–296
Zhai W, Xia H, Cai C, et al. High-speed train-track-bridge dynamic interactions–Part I: Theoretical model and numerical simulation. Int J Rail Transp, 2013, 1: 3–24
Li Q, Xu Y, Wu D. Concrete bridge-borne low-frequency noise simulation based on train-track-bridge dynamic interaction. J Sound Vib, 2012, 331: 2457–2470
Li Y, Su Y, Xia F, et al. Vertical dynamic response of the ballastless track on long-span plate-truss cable-stayed bridges. Sci China Tech Sci, 2015, 58: 236–247
Zhang X, Li X, Liu Q, et al. Theoretical and experimental investigation on bridge-borne noise under moving high-speed train. Sci China Tech Sci, 2013, 56: 917–924
Humar J. Dynamics of Structures. New York: Wiley, 2012
Crandall S H, Mark W D. Random Vibration in Mechanical Systems. Pittsburgh: Academic Press, 2014
Liu M, Frangopol D M, Kim S. Bridge safety evaluation based on monitored live load effects. J Bridge Eng, 2009, 14: 257–269
Peterka J A, Shahid S. Design gust wind speeds in the United States. J Struct Eng, 1998, 124: 207–214
Chen Z S, Zhang C, Zhou J T, et al. Study of cable force of construction control and alignment control of main girders for long-span railway cable-stayed bridges. Mod Appl Sci, 2013, 7: p47
Sun Y, Sun J, Wan L, et al. An improved self-adaptive Kalman filter for underwater integrated navigation system based on DR. In: Proceedings of Interlligent Control and Information Processing. Harbin: IEEE, 2011. 993–998
Narasimhappa M, Rangababu P, Sabat S L, et al. A modified Sage-Husa adaptive Kalman filter for denoising fiber optic gyroscope signal. In: Proceedings of India Conference. Kochi: IEEE, 2012. 1266–1271
Khanam S, Dutt J K, Tandon N. Extracting rolling element bearing faults from noisy vibration signal using Kalman filter. J Vib Acoust, 2014, 136: 031008
Xue M, Yang L, Cheng J. Modern trams: Characteristics and development both at home and abroad. Urban Transport China, 2008, 6: 019
Clough R W, Penzien J. Dynamics of Structures. Berkeley: Computers & Structures, 1995
Li Q, Bu Y, Zhang Q. Whole-procedure adaptive construction control system based on geometry control method. China Civil Eng J, 2009, 42: 69–77
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Chen, Z., Zhou, J., Tse, K.T. et al. Alignment control for a long span urban rail-transit cable-stayed bridge considering dynamic train loads. Sci. China Technol. Sci. 59, 1759–1770 (2016). https://doi.org/10.1007/s11431-016-0330-1
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DOI: https://doi.org/10.1007/s11431-016-0330-1