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A New Method For Calculating Vibration Characteristics of Elevated Slab Ballastless Track

机译:一种升高板坯碴轨道振动特性的一种新方法

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In this study, a new finite element model for elevated slab ballastless track is proposed in which the new model can be used for modeling the track structural constituents of elevated slab track. Using finite element method and Hamilton theory, the coupled equation of vehicle-track-bridge can be established and the program has been implemented via Matlab software. As an example, the wheel-rail interaction forces induced by "China Star" vehicle were calculated. Specifically, the four-layer beam model for elevated slab ballastless track has shown high performance in the numerical example of previous research. As an application, the impact of fastenings stiffness on track dynamic responses is investigated. The results show that fastenings stiffness will produce impact on both vibration acceleration amplitude and vibration level. And with the improvement of fastenings' stiffness, vibration acceleration amplitude of rail and the wheel-rail interaction forces will be increased more prominent but the displacement of rail will decrease. The vibration level of rail, in range of 1 ~ 40Hz will decrease prominently with fastenings stiffness increase and in range of above 50 Hz will increase with fastenings stiffness increase. The vibration level of slab, in range of 25 ~ 80Hz will decrease prominently with fastenings stiffness decrease. The average decreased value is 3.5dB and the effect of vibration attenuation will increase with decrease of fastening stiffness. The vibration level of bridge, in range of above 40Hz will decrease prominently with fastenings stiffness decrease. The decrease value can reach 12. 6dB and the effect of vibration attenuation will increase with fastenings stiffness decrease.
机译:在本研究中,提出了一种用于高升高的板坯碴轨道的有限元模型,其中新模型可用于建模升高的板轨道的轨道结构成分。使用有限元方法和汉密尔顿理论,可以建立车辆轨道桥的耦合方程,并且通过MATLAB软件实现了程序。例如,计算“中国星星”车辆引起的轮轨相互作用力。具体地,在先前研究的数值示例中,升高的平板缩放轨道的四层光束模型显示出高性能。作为一个应用,研究了紧固刚度对轨道动态响应的影响。结果表明,紧固刚度将产生对振动加速度幅度和振动水平的影响。随着系列刚度的改善,轨道的振动加速度幅度和轮轨相互作用力将增加,但轨道的位移将减小。轨道的振动水平,在1〜40Hz的范围内将突出地减小紧固刚度增加,并且在50Hz的范围内将随着紧固刚度增加而增加。平板的振动水平,在25〜80Hz的范围内,突起将突出地减小突起刚度降低。平均降低的值为3.5dB,振动衰减的效果随着紧固刚度的降低而增加。桥梁的振动水平,在40Hz以上的范围内将突出地减小紧固刚度降低。减少值可以达到12. 6dB,并且振动衰减的效果将随紧固刚度降低而增加。

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