列车动载作用下铁路有碴轨道系统三维有限元模型

Z. Alkaissi
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引用次数: 1

摘要

有必要建设铁路系统并升级其基础设施,以满足未来不断增长的需求。这将通过规划新的轨道路线来扩大铁路网,通过城市之间的高速列车运行行为来提高铁路运输的效率。跟踪/压载水;睡眠者;而路基基础系统是重要的上层建筑部件,需要进行升级和改进,以承受高列车速度。数值有限元技术对于模拟铁路有碴系统的动力响应影响,预测系统的变形和应力分布具有重要的意义。三维有限元程序PLAXIS。(20)已在本研究中用于分析列车加载下轨道的复杂行为。轨道/车轮接触点的垂直位移为3.8 mm,路基基础的垂直位移比路基路基的垂直位移分别大19%和37%。与列车荷载运动路径对应的竖向位移最大值横向上随着离轨道中心线距离的增加而减小。轨道荷载作用下,地表各点垂直加速度最大值为15.2 m/s2,随着路基深度的增加,垂直加速度逐渐减小,最小值为1.2 m/s2。在40 km/hr、50 km/hr和60 km/hr时,垂直变形分别为1.3 mm、2 mm和3.9 mm,当列车速度大于70 km/hr时,竖向变形迅速增加至15 mm,这是由于列车在更高速度下振动水平显著增加。观察到的列车临界速度为70公里/小时,这提高了振动水平,扩大了影响范围。
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Three Dimensional Finite Element Model of Railway Ballasted Track System under Dynamic Train Loading
There is a need for railway systems and upgrade their infrastructure to meet the future growing demand. This would expand the railway network by planning new track routes to increase the efficiency of railway transportation by running behavior of high train speeds between urban cities. The track/ballast; sleepers; and subgrade foundation system are important superstructure parts that need to be upgraded and improved to withstand high train speeds. A numerical finite element technique significantly benefits in simulating the impact of the dynamic response and predicting the deformation and stress distribution in the railway ballasted system. A three-dimensional finite element program PLAXIS ver. (20) have been utilized in this research to analyze the track of complex behavior under train loading. The vertical displacement of 3.8 mm was obtained at the rail/wheel contact point and greater than at the ballast embankment by about (19%) and (37%) for the subgrade foundation. Also, the maximum value of vertical displacement corresponds with the movement path of the train load is reduced laterally as the distance from the track centerline increases. The maximum vertical acceleration of 15.2 m/s2 was obtained at surface points under track loading and decreased gradually with increased depth below the ballast embankment layer to reach a minimum value of 1.2 m/s2. The vertical deformation was 1.3 mm, 2 mm, and 3.9 mm for 40 km/hr, 50 km/hr, and 60 km/hr respectively, and increased rapidly to 15 mm for train velocity greater than 70 km/hr due to the significant increase in train vibration level at higher speed. A critical train speed of 70 km/hr was observed that promoted the level of vibration and magnified the area of influence.
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