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    輪軌異常磨耗下的動車組振動特性研究

    The vibration characteristics of EMU under abnormal wheel-rail wear

    • 摘要: 輪軌異常磨耗是引起車輛振動響應異常的重要原因,其中踏面凹磨和車輪多邊形是最常見的動車組(EMU)磨耗形式。為研究某型動車組在踏面磨耗和車輪多邊形下的振動響應規律,建立了非線性車輛動力學模型,采用短波分量與軌道譜疊加生成軌道不平順,利用磨耗參數生成不同磨耗程度的踏面文件,研究了不同組合工況下的振動響應規律。仿真結果表明:車輪多邊形的波深對車輛系統各層級的振動響應作用顯著,隨著車輪多邊形階數的增加,各層級的頻域響應幅值先增加後減小,當階數為7時,幅值達到最大值;踏面凹磨對各層級垂向頻譜分布影響較小,對構架層橫向頻譜分布影響顯著。隨著磨耗程度的加深,構架橫向主頻向右偏移,其6~30 Hz頻帶響應幅值增加明顯;車輪多邊形階數與波深對動車組各層級的垂向振動傳遞率影響不顯著,懸掛系統對高於2 Hz的頻帶有良好的衰減作用。

       

      Abstract: The abnormal wheel/rail wear is an important cause of abnormal vibration response of rail vehicles. The hollow-worn tread and wheel polygons are the most common forms in electric multiple unit (EMU) wheel wear. In order to study the vibration response of a special EMU with hollow worn or polygons, the nonlinear rail vehicle dynamics model was established, and track irregularity generated by superposition of short wave component and track spectrum, using abrasion definition parameters to generate different hollow-worn tread files, to study the vibration response characteristic under different combination conditions. The simulation results show that the wave depth of the wheel polygon has a significant effect on the vibration response of each level of the rail vehicle system. With the increasing the order of the wheel polygon, the response amplitude of each level in the frequency domain increases at first and then decreases. When the order is 7, the amplitude reaches the maximum value. Hollow-worn tread has little effect on vertical spectrum distribution of each level, but has significant effect on lateral spectrum distribution of bogie frame. With the depth of the wheel wear, the main frequency dominant of the bogie frame shifts to the right side, and the response amplitude of the 6-30 Hz frequency bandwidth increases significantly. The wheel polygon order and amplitude have no significant effect on the vertical vibration transmissibility of each EMU level, and the suspension system has a good attenuation effect on the frequency band beyond 2 Hz.

       

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