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Aspects of Railway Vehicles Vibrations with Nonlinear Spring Suspension Characteristics

机译:具有非线性弹簧悬架特性的铁路车辆振动的方面

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Random vibrations in railway vehicles with nonlinear characteristics of the spring suspension are considered to be nonstationary. The paper examines a method that allows to account for nonlinear vibrational system different aspects by the example of research of railway vehicle random vibrations with nonlinear characteristics of transverse forces that are close to a cubic parabola. Probabilistic characteristics of such oscillations are determined on the basis of the procedure of averaging over many realizations. In this case the correlation function and the spectral density is three-dimensional. In the spectral densities, in addition to the main maximum, which lies in the main plane on the diagonal, there are also side peaks corresponding to ultraharmonic vibrations of nonlinear systems. Taking into account that the amplitudes of the side peaks are smaller than those of the main maximums it can be said that in this nonlinear system ultraharmonic vibrations appear on frequencies that are about twice as high as the frequencies of the main maximums.
机译:具有弹簧悬架的非线性特性的铁路车辆中的随机振动被认为是非营养的。本文审查了一种方法,该方法允许通过利用接近立方抛物线的横向力的非线性特征的铁路车辆随机振动的研究示例来考虑非线性振动系统的不同方面。基于在许多实现的过程的基础上确定这种振荡的概率特性。在这种情况下,相关函数和光谱密度是三维的。在光谱密度中,除了位于对角线上的主平面的主要最大值之外,还存在对应于非线性系统的超声振动的侧峰。考虑到侧峰的振幅比主最大值可以说,在这种非线性系统高次谐波的振动出现在该大约高达主最大值的频率的两倍的频率小。

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