2020
DOI: 10.1007/s42452-020-2733-0
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Effect of vehicle speed and road surface roughness on the impact factor of simply supported bridges due to IRC Class A and B loading

Abstract: Indian Road Congress (IRC)-06 specifies consideration of impact factor for dynamic analysis of bridge loaded with Class A and Class B vehicles. As per IRC-06 specifications, the impact factor is estimated based only on the span length of the bridge. In the present study, the effect of vehicle speed, road surface roughness condition and span length of the bridge on the impact factor is investigated. The dynamic response of a simply supported bridge loaded with IRC Class A and Class B vehicle loads are considere… Show more

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Cited by 5 publications
(2 citation statements)
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“…As the electrified railway transportation industry develops rapidly, to be er adapt to the complexity of railway networks, railway construction often employs elevated railway bridges instead of traditional roadbeds, significantly increasing the proportion of bridges in the railway network. Therefore, research on the dynamics of vehicle-track-bridge coupled systems becomes more necessary and urgent [7][8][9]. Models of railway bridges and vehicles based on three-dimensional finite element and multibody dynamics were constructed, and the influences of speed, load, and damping on the dynamic response of the system were studied through numerical analysis [10].…”
Section: Introductionmentioning
confidence: 99%
“…As the electrified railway transportation industry develops rapidly, to be er adapt to the complexity of railway networks, railway construction often employs elevated railway bridges instead of traditional roadbeds, significantly increasing the proportion of bridges in the railway network. Therefore, research on the dynamics of vehicle-track-bridge coupled systems becomes more necessary and urgent [7][8][9]. Models of railway bridges and vehicles based on three-dimensional finite element and multibody dynamics were constructed, and the influences of speed, load, and damping on the dynamic response of the system were studied through numerical analysis [10].…”
Section: Introductionmentioning
confidence: 99%
“…For instance, in the Rayleigh method, inaccuracy will rise when the dynamic system is nonlinear, which will cause the damping forces to have an unrealistically large value compared to the restoring forces. Also, in the very recent work done by Nunia and her colleagues [19], the Newmark-beta method is used to solve the coupled dynamic equation of motion of the bride-vehicle. However, the Newmark-beta method is suitable for linear elastic systems, and its performance in nonlinear systems is still not clear.…”
Section: Introductionmentioning
confidence: 99%