Research on dynamic response of centrifugal pendulum vibration absorber based on hybrid damping model

Yi Zhang, Jie Qiu, Guangqiang Wu
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Abstract

The application of the centrifugal pendulum vibration absorber (CPVA) has expanded from the aerospace sector to the automotive sector. To date, in most previous studies, viscous damping has been assumed to be present between the absorber and rotor, and damping has been neglected in other studies. To reflect and control the dynamic behaviour of the CPVA in vehicular applications realistically, a hybrid damping model incorporating viscous damping and rolling resistance was developed in this study and validated by conducting tests. Under the combined action of the centrifugal force, gravity, viscous resistance, and rolling resistance, an equation of motion of the CPVA was established using the Lagrangian function equation of the second type. The wear state of the kinematic pair between the absorber and rotor, which is common in practical applications, was included into a mathematical model in which the rolling resistance coefficient changes with the travel of the absorber, whereas the viscous resistance coefficient remains unchanged. A model was established to simulate the response of the absorber under a wide range of working conditions, and corresponding tests were performed. Compared with the results obtained using only viscous damping as reported in other studies, those of the proposed hybrid damping model are more consistent with the experimental results. This work fills the existing research gap and lays a foundation for further control of the dynamic behaviour of CPVAs in the gravitational field, particularly at low rotational speeds.
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基于混合阻尼模型的离心摆式振动吸收器动态响应研究
离心摆式振动吸收器(CPVA)的应用已从航空航天领域扩展到汽车领域。迄今为止,在以前的大多数研究中,都假定吸收器和转子之间存在粘性阻尼,而在其他研究中则忽略了阻尼。为了真实反映和控制 CPVA 在车辆应用中的动态特性,本研究开发了一种包含粘性阻尼和滚动阻力的混合阻尼模型,并通过试验进行了验证。在离心力、重力、粘性阻力和滚动阻力的共同作用下,利用第二类拉格朗日函数方程建立了 CPVA 的运动方程。将实际应用中常见的吸收器和转子之间运动副的磨损状态纳入数学模型,其中滚动阻力系数随吸收器的行程而变化,而粘滞阻力系数保持不变。建立了一个模型来模拟吸收器在各种工作条件下的响应,并进行了相应的测试。与其他研究报告中仅使用粘滞阻尼得出的结果相比,所提出的混合阻尼模型的结果与实验结果更加一致。这项工作填补了现有研究的空白,为进一步控制 CPVA 在重力场中的动态行为,尤其是低转速下的动态行为奠定了基础。
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