Research on the Dynamic Response of a Continuous Steel Box Girder Bridge Based on the ANSYS Platform
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Published:2022-08-26
Issue:17
Volume:14
Page:10638
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ISSN:2071-1050
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Container-title:Sustainability
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language:en
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Short-container-title:Sustainability
Author:
Wang BaitianORCID,
Jia Yudong,
Zhao Hongjuan,
Wang Simeng,
Jin Zhengchuang,
Yang Jinfeng
Abstract
Under the action of various dynamic loads, bridges will experience large deflections and stress. When the situation is difficult, it will affect the regular use of the bridge and even cause it to collapse suddenly. This article generated a sample of road surface irregularities based on the Chinese national standard. An ANSYS model was used to create the vehicle–bridge coupling model. In order to meet the actual engineering calculations, an essential but valuable analytical approach is presented here. The node coupling method established the time-varying vehicle axle coupling system. The moving tire force was applied to the axle coupling system. The ANSYS parametric design language was adopted to realize the process of the vehicle approach and exit of the bridge. Combined with the actual data of dynamic and static load experiments, the model’s accuracy was verified. The influence of different vehicle driving speeds, road irregularities, vehicle driving position, and vehicle driving state are analyzed in this paper. The vehicle speed had no significant influence on the displacement time-history and the force of the middle wheel of the vehicle at a specific driving position. The pavement grade significantly influenced the bridge’s displacement time-history and acceleration spectrum.
Subject
Management, Monitoring, Policy and Law,Renewable Energy, Sustainability and the Environment,Geography, Planning and Development,Building and Construction
Reference22 articles.
1. Nonlinear analysis of cable bridge bridge coupling vibration;Wang;Appl. Mech.,2008
2. Research on the dynamic performance of railway large-span continuous rigid structure bridge;Wei;Vib. Impact,2009
3. CV. On the forced vibrations of bridges
4. Forced Vibration of Prismatics;Timoshenko,1908
5. A Mathematical Treatise on Vibrations in Railway Bridges;Inglis,1934