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Friction-Induced Vibration by Stribeck's Law: Application to Wiper Blade Squeal Noise

机译:斯特里贝克定律引起的摩擦振动:在刮水片刮水噪声中的应用

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This paper is concerned with the squeal noise of a wiper/windscreen contact. It is shown that squeal noise stems from friction-induced self-excited vibrations in the context of Stribeck's law for friction coefficient. The study is specifically focussed on the instability range of velocities and not on the amplitude of limit cycles. The studied dynamic system consists of a single degree-of-freedom mass-spring-damper oscillator submitted to a velocity-dependent frictional force which follows the Stribeck law. The local stability is analyzed by the first Lyapunov method and results in a stability criterion. Experiments have been performed on a glass/elastomer contact lubricated with water. The tribometer 'LUG' provides measurements of the vibrational velocity and friction force versus sliding speed. It is found that the instability appears during the transition between boundary and elastohydrodynamic regimes where the negative gradient of the friction versus velocity curve is steep. The apparition and vanishing of instability are correctly predicted by the steady-state stability criterion.
机译:本文涉及刮水器/挡风玻璃触点的尖叫声。结果表明,在斯特里贝克摩擦系数定律的背景下,尖叫声源于摩擦引起的自激振动。该研究专门针对速度的不稳定性范围,而不是极限循环的幅度。所研究的动力系统包括一个单自由度的质量弹簧-阻尼器振荡器,该振荡器承受遵循斯特里贝克定律的与速度有关的摩擦力。用第一种Lyapunov方法分析局部稳定性,并得出稳定性判据。已经对用水润滑的玻璃/弹性体接触进行了实验。摩擦计“ LUG”提供了振动速度和摩擦力与滑动速度之间的关系的测量值。发现在边界与弹性流体动力状态之间的过渡过程中会出现不稳定性,在这种状态下,摩擦系数与速度曲线的负梯度变陡。不稳定状态的消失和消失可以通过稳态稳定性标准正确地预测。

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