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Analysis of Rail Vehicle Suspension Spring with Special Emphasis on Curving, Tracking and Tractive Efforts

机译:轨道车辆悬架弹簧分析,特别强调弯曲,跟踪和牵引力

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The dynamics of the rail vehicle represents a balance between the forces acting between wheel and rail, the inertia forces and the forces exerted by suspension and articulation. Axial loading on helical spring causes vertical deflection at straight track but failures calls to investigate for lateral and longitudinal loading at horizontal and vertical curves respectively. Goods carrying vehicle has the frequent failures of middle axle inner suspension spring calls for investigation. The springs are analyzed for effect of stress concentration due to centripetal force and due to tractive and breaking effort. This paper also discusses shear failure analysis of spring at curvature and at uphill at various speeds for different loading condition analytically and by finite element analysis. Two mass rail vehicle suspension systems have been analyzed for vibration responses analytically using mathematical tool Matlab Simulink and the same will be evaluated using FFT vibration analyzer to find peak resonance in vertical, lateral and longitudinal direction. The results prove that the suspension acquires high repeated load in vertical and lateral direction due to tracking and curving causes maximum stress concentration on middle axle suspension spring as height of this spring is larger than end axle spring in primary suspension system and responsible for failure of middle axle suspension spring due to high stress acquisition.
机译:轨道车辆的动态表示在车轮和轨道之间作用的力,惯性力和通过悬浮和铰接施加的力的力之间的平衡。螺旋簧上的轴向装载导致直线轨道的垂直偏转,但故障调用分别在水平和垂直曲线处进行横向和纵向负载。货物搬运车具有中轴内悬架弹簧调用的频繁故障。分析弹簧由于向心力引起的应力集中的影响,并且由于牵引力和断裂施工。本文还讨论了曲率下弹簧的剪切失效分析,并以各种速度对不同的载荷条件进行了分析的各种速度,并通过有限元分析。已经使用数学工具分析了两种大通轨道车辆悬架系统,用于使用数学工具MATLAB模拟,使用FFT振动分析仪评估其相同,以在垂直,横向和纵向方向上找到峰值谐振。结果证明,由于跟踪和弯曲,悬浮液在垂直和横向方向上获得高重复载荷,导致中轴悬挂弹簧上的最大应力集中,因为该弹簧的高度大于主悬架系统的端轴弹簧,负责中间的失效由于高应力采集,轴悬架弹簧。

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