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A METHOD TO CHARACTERIZE CYCLIC ERROR IN THE TRACK GEOMETRY WAVEFORM

机译:一种表征轨迹几何波形中循环误差的方法

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A method [1] has been found to identify the presence of multiple cycles of harmonic error within track geometry measurement waveforms. This cyclic track geometry error can produce a buildup of resonant motion in vehicles, but may not be readily apparent from viewing the geometry error because it is often masked by the complexity of the waveform. However, due to the resulting large accelerations and poor ride quality, the dynamic rail vehicle response to the cyclic error will be unmistakable when the wavelength is at or close to a resonant frequency of the car body. Cyclic geometry error usually is unobserved and left uncorrected by maintenance because the associated mid-chord offset geometry error is typically far less than the safety limit per FRA. However, by using a band-pass filtering function on profile and alignment space curve data from the Amtrak geometry car, the presence and magnitude of any cyclic error becomes apparent. Further, it was found that shortcomings in the software used to calculate instructions for the tamper limit the effectiveness of tampers to remove the longer wavelengths commonly associated with this cyclic error. Therefore, improved methods to surface track with longer wavelength error are also being investigated.
机译:已经发现一种方法[1]来识别磁道几何形状测量波形中多个谐波误差周期的存在。该循环轨道几何误差会在车辆中产生共振运动的累积,但是从观察几何误差时可能不容易看出,因为它经常被波形的复杂性所掩盖。但是,由于产生的大加速度和较差的行驶质量,当波长等于或接近车身的共振频率时,动态轨道车辆对周期误差的响应将是无误的。循环几何误差通常是无法观察到的,并且在维护时无法纠正,因为相关的和弦偏移几何误差通常远小于每个FRA的安全极限。但是,通过对来自Amtrak几何车的轮廓和对准空间曲线数据使用带通滤波功能,任何循环误差的存在和大小都会变得明显。此外,发现用于计算篡改指令的软件的缺陷限制了篡改去除通常与该循环误差相关的更长波长的有效性。因此,也正在研究具有更长波长误差的表面跟踪的改进方法。

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