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首页> 外文期刊>Journal of Sound and Vibration >Analysis of the dominant vibration frequencies of rail bridges for structure-borne noise using a power flow method
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Analysis of the dominant vibration frequencies of rail bridges for structure-borne noise using a power flow method

机译:用潮流法分析结构噪声的铁路桥梁主要振动频率

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The use of concrete bridges in urban rail transit systems has raised many concerns regarding low-frequency (20-200 Hz) structure-borne noise due to the vibration of bridges when subjected to moving trains. Understanding the mechanism that determines the dominant frequencies of bridge vibrations is essential for both vibration and noise reduction. This paper presents a general procedure based on the force method to obtain the power flows within a coupled vehicle-track-bridge system, the point mobility of the system and the dynamic interaction forces connecting various components. The general coupling system consists of multi-rigid-bodies for the vehicles, infinite Euler beams representing the rails, two-dimensional or three-dimensional elements of the concrete bridges, and spring-dashpot pairs to model the wheel-rail contacts, the vehicle suspensions, the rail pads and the bridge bearings. The dynamic interaction of the coupled system is solved in the frequency domain by assuming the combined wheel-rail roughness moves forward relative to the stationary vehicles. The proposed procedure is first applied to a rail on discrete supports and then to a real urban rail transit U-shaped concrete bridge. The computed results show that the wheel-rail contact forces, the power flows to the rail/bridge subsystem and the accelerations of the bridge are primarily dominated by the contents around the natural frequency of a single wheel adhered to the elastically supported rail.
机译:在城市轨道交通系统中使用混凝土桥梁引起了人们对低频(20-200 Hz)结构噪声的担忧,这是由于桥梁在行驶中受到振动而产生的振动。了解决定桥梁振动主要频率的机制对于降低振动和降低噪音至关重要。本文提出了一种基于力法的通用程序,以获取耦合的车辆-轨道-桥梁系统内的功率流,系统的点移动性以及连接各个组件的动态相互作用力。一般的耦合系统包括用于车辆的多刚体,代表轨道的无限欧拉梁,混凝土桥梁的二维或三维元素以及用于模拟轮轨接触的弹簧缓冲器对,车辆悬架,导轨垫和桥轴承。通过假设组合的轮轨粗糙度相对于固定车辆向前移动,可以在频域中解决耦合系统的动态相互作用。拟议的程序首先应用于离散支撑上的铁路,然后应用于实际的城市轨道交通U形混凝土桥梁。计算结果表明,轮轨接触力,流向铁轨/桥梁子系统的功率以及桥梁的加速度主要由附着在弹性支撑轨道上的单个车轮固有频率附近的含量决定。

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