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DYNAMIC WHEEL-RAIL FORCES ON MISMATCHED JOINTS WITH RAMPS

机译:动态轮轨力与坡道的错配关节

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The discontinuity between rail ends at a joint creates dynamic wheel-rail forces (i.e. high impact forces and wheel unloading) that can result in a range of problems including wear, deterioration, and early failure of the track structure, its components, and passing equipment. The response and magnitude of the dynamic wheel-rail forces generated at joints depend upon the form of the discontinuity (e.g. battered rail ends, ramps, gaps, mismatches, etc.) and the support condition. Joints with battered rail ends, which result from degradation due to repeated impact loading, have been extensively analyzed using closed form expressions developed by Jenkins to estimate P1 and P2 impact forces. While appropriate for analyzing joints with battered rail ends, P1 and P2 forces are not directly applicable to other forms of discontinuity at joints such as mismatches in which the rail ends are offset vertically when installed. Under certain circumstances, railroads are introducing ramps (by grinding or welding) to reduce the mismatch discontinuity and produce a smoother transition in order to mitigate these dynamic wheel-rail forces. In this paper, analyses are conducted to estimate dynamic wheel-rail forces at joints having ramps and mismatches of various sizes using simplified models along with detailed NUCARS models for comparative purposes. The Federal Railroad Administration (FRA) Track Safety Standards (49 CFR Part213) limit the maximum mismatch at joints by Track Class in order to minimize the impact forces which deteriorate the track structure, its components, and equipment, and may ultimately lead to derailment. Parametric studies are conducted to examine the effects of ramp length, direction of travel, mismatch height, and equipment speed (track class). Plots of primary shock-response-spectrum (maximum impact force on the ramp), residual shock-response-spectrum (maximum impact force after the ramp), and minimum wheel force (i.e. wheel unloading) are developed to provide guidelines on ramp length (H-rule) in order to control the maximum force by track class.
机译:在接头轨端部之间的不连续性造成动态轮轨力(即,高的冲击力和车轮卸载),其可导致一系列的问题,包括磨损,劣化,轨道结构,其组成部分早期失效,并传递设备。在接头处产生的动轮轨力的响应和幅度取决于不连续(例如,殴打导轨端部,坡道,间隙,错配等)和支撑条件的形式。与殴打的钢轨的端部,从降解从而导致由于重复的冲击载荷的关节,已经使用由詹金斯开发封闭形式的表达式来估计P1和P2的冲击力被广泛地进行分析。而适合于与轨殴打的两端分析关节,P1和P2的力不直接适用于其它形式的在接头处不连续的,如不匹配,其中当安装在轨道的端部垂直偏移。在某些情况下,铁路被引入斜面(通过研磨或焊接)以减小失配的不连续性,并且为了减轻这些动态轮轨力产生更平滑的过渡。在本文中,分析是在进行具有坡道和使用具有详述NUCARS模型用于比较目的沿着简化模型各种大小的错配接头来估计动态轮轨力。联邦铁路管理局(FRA)轨道安全标准(49 CFR Part213)限制在由轨道类接头的最大不匹配,以最小化的冲击力,其恶化的轨道结构,其组成部分,和设备,并可能最终导致脱轨。参数研究以检查斜坡长度,行进方向,错配的高度,和设备速度(轨道类)的影响。初级冲击响应谱(在坡道上最大冲击力),残留的冲击响应谱(后斜最大冲击力),和最小车轮力(即车轮卸载)的曲线图的开发,以提供斜坡长度(准则H-规则,以控制由轨道类的最大动力)。

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