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Failure physics analysis of the thermoelastic instability in automotive wet friction disks based on pressure distributions of return springs

机译:基于复位弹簧压力分布的汽车湿摩擦盘热弹性不稳定性的失效物理分析

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Wet friction disks are important components in automotive clutch. Return springs along circumferential direction are widely used to release the friction disks in the disengagement process of clutch. The failures of few springs will lead to non-uniform pressure distributions along circumferential direction, so pressure disturbances are induced. When the clutch engages, the superposition of thermal loads and mechanical loads under pressure disturbances may give rise to some hot spots in contact region. The temperatures of these hot spots grow sharply and the thermal-mechanical feedback processes become unstable. Then thermal elastic instability failure takes place immediately, and the friction disks are damaged. In this paper, typical pressure disturbances in friction disks along the circumferential direction caused by the failures of return springs are obtained by finite element statics calculation. Then the pressure disturbances are expressed as a product of two functions: one is exponential function of time, the other is Fourier function of circumferential temperature. After that, the expressions of pressure disturbances are put into the heat transfer - elastic mechanics coupling equations, and the physics model of thermo elastic instability failure in friction disks is developed by temperature growth rate, disturbances wave number, critical speed, and geometry parameters. The finite element method is used to get the critical speed and temperature field of friction disks when thermo elastic instability failure occurs under pressure disturbances. Finally, the influences of the number and positions of failure return springs on the thermo elastic instability of friction disks are investigated.
机译:湿摩擦盘是汽车离合器中的重要组件。在离合器分离过程中,沿圆周方向的复位弹簧被广泛用于释放摩擦盘。少数弹簧的故障会导致沿圆周方向的压力分布不均匀,从而引起压力干扰。当离合器接合时,在压力干扰下的热负荷和机械负荷的叠加可能会在接触区域中引起一些热点。这些热点的温度急剧上升,热机械反馈过程变得不稳定。然后立即发生热弹性不稳定性破坏,并且摩擦盘损坏。通过有限元静力计算,得到了回位弹簧失效引起的摩擦盘沿周向的典型压力扰动。然后将压力扰动表示为两个函数的乘积:一个是时间的指数函数,另一个是圆周温度的傅立叶函数。然后,将压力扰动的表达式输入到传热-弹性力学耦合方程中,并根据温度增长率,扰动波数,临界速度和几何参数,建立了摩擦盘热弹性失稳的物理模型。在压力扰动下发生热弹性不稳定性破坏时,采用有限元法获得摩擦盘的临界速度和温度场。最后,研究了故障复位弹簧的数量和位置对摩擦片热弹性不稳定性的影响。

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