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Experimental study on dynamics of an oblique-impact vibrating system of two degrees of freedom

机译:二自由度斜碰振动系统动力学的实验研究

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The paper presents a detailed experimental study of an oblique-impact vibration system of two degrees of freedom. The primary objective of the study is to verify the hypothesis of instantaneous impact in the oblique-impact process of two elastic bodies such that the incremental impulse method works for computing the nonlinear dynamics of the oblique-impact vibrating systems. The experimental setup designed for the objective consists of a harmonically excited oscillator and a pendulum, which obliquely impacts the oscillator. In the study, the dynamic equation of the experimental setup was established first, and then the system dynamics was numerically simulated by virtue of the incremental impulse method. Afterwards, rich dynamic phenomena, such as the periodic vibro-impacts, chaotic vibro-impacts and typical bifurcations, were observed in a series of experiments. The comparison between the experimental results and the numerical simulations indicates that the incremental impulse method is reasonable and successful to describe the dynamics during an oblique-impact process of two elastic bodies. The study also shows the limitation of the hypothesis of instantaneous impact in an oblique-impact process. That is, the hypothesis only holds true in the case when the impact angle is not too large and the relative approaching velocity in the normal direction is not too low. Furthermore, the paper gives the analysis of the tangential rigid-body slip on the contact surface in the case of a large impact angle, and explains why there exist some discrepancies between the numerical simulations and the experimental results.
机译:本文介绍了两个自由度的斜冲击振动系统的详细实验研究。该研究的主要目的是验证两个弹性体的斜冲击过程中的瞬时冲击的假设,从而使增量脉冲法可用于计算斜冲击振动系统的非线性动力学。为物镜设计的实验装置包括一个谐波激发振荡器和一个会倾斜影响振荡器的摆锤。在研究中,首先建立了实验装置的动力学方程,然后利用增量脉冲法对系统动力学进行了数值模拟。之后,在一系列实验中观察到了丰富的动力学现象,例如周期性的振动冲击,混沌的振动冲击和典型的分叉。实验结果与数值模拟的比较表明,增量脉冲法是合理的,并且成功地描述了两个弹性体在斜冲击过程中的动力学。该研究还显示了斜冲击过程中瞬时冲击假说的局限性。也就是说,该假设仅在冲击角不太大且法线方向上的相对接近速度不太低的情况下成立。此外,本文对大冲击角情况下接触表面的切向刚体滑移进行了分析,并解释了为什么数值模拟与实验结果之间存在差异。

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