On vehicle response under non-Gaussian road profile excitation

Fei Xu, Huixian Yang, Kjell Ahlin
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Abstract

Gaussian road profile is widely used to study vehicle response and fatigue damage potential, while field measured road profile often is non-Gaussian. In this paper, a new amplitude modulation method which has full control of cutoff frequency (denoted as Wcut) and amplitude of the amplitude modulation signal is firstly presented to synthesize non-Gaussian road profile with different kurtosis. The forced response of a quarter vehicle under non-Gaussian road profile excitation is then calculated using the ramp invariant digital filter method. The relationship between the vehicle response characteristics and the kurtosis of input non-Gaussian road profile are developed. A case study is used to verify the proposed method. The results show that a small Wcut should be selected so that the high kurtosis of the non-Gaussian road profile is correctly transferred to the vehicle response. The FDS of the vehicle response increases over the entire frequency range as the kurtosis of the input road profile increases.
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非高斯路面轮廓激励下的车辆响应
高斯路面轮廓被广泛用于研究车辆响应和疲劳损伤可能性,而现场测量的路面轮廓往往是非高斯的。本文首先提出了一种新的振幅调制方法,该方法可完全控制振幅调制信号的截止频率(记为 Wcut)和振幅,以合成具有不同峰度的非高斯路面轮廓。然后使用斜坡不变数字滤波器方法计算四分之一车辆在非高斯路面激励下的强制响应。车辆响应特性与输入非高斯道路轮廓峰度之间的关系也得到了发展。通过案例研究验证了所提出的方法。结果表明,应选择较小的 Wcut,以便将非高斯道路剖面的高峰度正确转移到车辆响应中。随着输入路面轮廓峰度的增加,车辆响应的 FDS 在整个频率范围内都会增加。
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