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Sensitivity of friction-induced vibration in idealised systems

机译:理想系统中摩擦引起的振动的灵敏度

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Friction-induced vibration occurs in many contexts: vehicle brake squeal in particular remains surprisingly unpredictable and poorly understood. Testing theory against measurements has been hindered by the difficulty in obtaining repeatable results suggesting that the phenomenon is sensitive to small changes in parameters. This paper explores highly idealised cases as a starting point to understanding sensitivity. Using a stability criterion based on the roots of the characteristic equations of the system, the sensitivity of predictions to parameter changes is studied, focussing on a single-mode model. The effects of contact stiffness, non-proportional damping and a velocity-dependent coefficient of friction are considered. It is found that each physical effect can significantly alter predictions; each physical effect can lead to extreme sensitivity; and high sensitivity can sometimes occur when modal amplitudes are small such that they might normally be considered insignificant. With a large body of literature focussing on reduced-order models this study provides an important warning when interpreting their results. (c) 2008 Elsevier Ltd. All rights reserved.
机译:摩擦引起的振动在许多情况下都会发生:特别是车辆的制动尖叫令人惊讶地难以预测,并且了解甚少。由于难以获得可重复的结果,表明该现象对参数的微小变化敏感,因此阻碍了针对测量的测试理论的发展。本文探讨了高度理想化的案例,以此作为了解敏感性的起点。使用基于系统特征方程根的稳定性判据,研究了预测对参数变化的敏感性,重点是单模模型。考虑了接触刚度,非比例阻尼和与速度有关的摩擦系数的影响。已经发现,每种物理作用都可以显着改变预测。每种物理效应都可能导致极端敏感性;当模态振幅较小时,有时可能会发生高灵敏度,因此通常认为它们不重要。大量文献集中在降阶模型上,这项研究为解释其结果提供了重要的警告。 (c)2008 Elsevier Ltd.保留所有权利。

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