Effect of vehicle velocity on the dynamic amplification of a vehicle crossing a simply supported bridge

被引:87
作者
Brady, Sean P. [1 ]
O'Brien, Eugene J.
Znidaric, Ales
机构
[1] Univ Coll Dublin, Dept Civil Engn, Dublin 2, Ireland
[2] Texcel Pty Ltd, Brisbane, Qld, Australia
关键词
dynamic analysis; velocity; trucks; amplification; bridges; highway; numerical models;
D O I
10.1061/(ASCE)1084-0702(2006)11:2(241)
中图分类号
TU [建筑科学];
学科分类号
0813 ;
摘要
Many writers, using both experimental tests and complex numerical models, have examined the effect of vehicle velocity on a highway bridge's dynamic amplification. Although these tests and models give valuable quantitative information on dynamic amplification, they give little insight into how amplification is affected by individual vehicle/bridge parameters. This paper uses relatively simple numerical models to investigate the effect of vehicle velocity on a bridge's dynamic amplification. A single vehicle crossing a simply supported bridge is modeled as a constant point force. A set of critical velocities are determined associated with peaks of dynamic amplification for all beams. The reasons for these large amplifications are discussed. A more complex finite element model, validated with field tests, is used to test the applicability of the conclusions obtained from the simple models to a realistic bridge/vehicle system.
引用
收藏
页码:241 / 249
页数:9
相关论文
共 19 条
[1]  
[Anonymous], THESIS TRINITY COLL
[2]  
[Anonymous], P FIN S PROJ WAVE MA
[3]  
BAUMGARTNER W, 1998, P 5 INT S HEAV VEH W
[4]   Effect of vehicle velocity on the dynamic amplification of two vehicles crossing a simply supported bridge [J].
Brady, Sean P. ;
O'Brien, Eugene J. .
JOURNAL OF BRIDGE ENGINEERING, 2006, 11 (02) :250-256
[5]  
BRADY SP, 2004, THESIS U COLL DUBLIN
[6]  
Cifuentes A.O., 1989, Finite Elements in Analysis and Design, V5, P237
[7]  
*DIVINE, 1997, P DIVINE CONCL C OTT
[8]   A general multi-axle vehicle model to study the bridge-vehicle interaction [J].
Fafard, M ;
Bennur, M ;
Savard, M .
ENGINEERING COMPUTATIONS, 1997, 14 (05) :491-&
[9]  
Fryba L., 1971, VIBRATION SOLIDS STR
[10]   Dynamic response of a flexural non-classically damped continuous beam under moving loadings [J].
Greco, A ;
Santini, A .
COMPUTERS & STRUCTURES, 2002, 80 (26) :1945-1953