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首页> 外文期刊>International Journal of Advanced Structural Engineering >Vibration control of bridge subjected to multi-axle vehicle using multiple tuned mass friction dampers
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Vibration control of bridge subjected to multi-axle vehicle using multiple tuned mass friction dampers

机译:使用多重调谐质量摩擦阻尼器的多轴车辆桥梁振动控制

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The effectiveness of tuned mass friction damper (TMFD) in reducing undesirable resonant response of the bridge subjected to multi-axle vehicular load is investigated. A Taiwan high-speed railway (THSR) bridge subjected to Japanese SKS (Salkesa) train load is considered. The bridge is idealized as a simply supported Euler–Bernoulli beam with uniform properties throughout the length of the bridge, and the train’s vehicular load is modeled as a series of moving forces. Simplified model of vehicle, bridge and TMFD system has been considered to derive coupled differential equations of motion which is solved numerically using the Newmark’s linear acceleration method. The critical train velocities at which the bridge undergoes resonant vibration are investigated. Response of the bridge is studied for three different arrangements of TMFD systems, namely, TMFD attached at mid-span of the bridge, multiple tuned mass friction dampers (MTMFD) system concentrated at mid-span of the bridge and MTMFD system with distributed TMFD units along the length of the bridge. The optimum parameters of each TMFD system are found out. It has been demonstrated that an optimized MTMFD system concentrated at mid-span of the bridge is more effective than an optimized TMFD at the same place with the same total mass and an optimized MTMFD system having TMFD units distributed along the length of the bridge. However, the distributed MTMFD system is more effective than an optimized TMFD system, provided that TMFD units of MTMFD system are distributed within certain limiting interval and the frequency of TMFD units is appropriately distributed.
机译:研究了调谐质量摩擦阻尼器(TMFD)在减少桥梁承受多轴车辆载荷的不期望共振响应方面的有效性。考虑承受日本SKS(Salkesa)火车载荷的台湾高铁(THSR)桥。桥梁被理想化为简单支撑的Euler–Bernoulli梁,并在整个桥梁长度范围内具有均匀的特性,并且火车的车辆载荷被建模为一系列移动力。车辆,桥梁和TMFD系统的简化模型已被认为可以导出运动的耦合微分方程,该方程可以使用Newmark的线性加速度方法进行数值求解。研究了桥梁经受共振振动的临界列车速度。对于三种不同的TMFD系统布置,分别研究了桥梁的响应,即安装在桥梁中跨的TMFD,集中在桥梁中跨的多重调谐质量摩擦阻尼器(MTMFD)系统以及具有分布式TMFD单元的MTMFD系统沿着桥的长度。找出每个TMFD系统的最佳参数。已经证明,集中在桥的中跨的优化的MTMFD系统比具有相同总质量的相同位置的优化的TMFD更有效,而具有沿桥的长度分布的TMFD单元的优化的MTMFD系统更有效。但是,分布式MTMFD系统比优化的TMFD系统更有效,只要MTMFD系统的TMFD单元在一定的限制间隔内分布并且TMFD单元的频率适当地分布即可。

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