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Vibrations of a mass-spring system using a granular-material damper

机译:使用粒状材料阻尼器的质量弹簧系统的振动

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The control of vibrations of a mass-spring system with a damper made of granular material is modeled, numerically simulated and experimentally verified. The damper consists of a hermetically closed flexible sleeve filled with granular material. Pumping air out of or into the sleeve increases or decreases the under-pressure, which increases or decreases the compression of the granules, causing the system to become more or less rigid. This, in turn, increases or decreases the energy dissipation, which provides the damping control mechanism of the system's vibrations. The spring is assumed to be nonlinear and once the coils are fully compressed it becomes essentially rigid. The changes to the damping characteristics of the damper caused by the rearrangement and compacting of the granules are described by a 'damage-like' variable- the granules rearrangement function. The model consists of a nonlinear ordinary differential equation for the mass-spring-damper system and a differential inclusion for the granules rearrangement function. A numerical algorithm for the problem is presented and simulations of the system behavior depicted. In particular, the changes in the oscillations of the system as the grain rearrangement progresses are shown. Then, the predictions of a version of the model are compared to experimental results that are presented briefly. The numerical results are fully supported by the experiments. It is concluded that a granular material damper may be an easy to implement and cost effective way to dampen vibrations of a mechanical system.
机译:对带有粒状材料阻尼器的质量弹簧系统的振动进行了建模,数值模拟和实验验证。阻尼器由填充有颗粒材料的密闭柔性套筒组成。从套筒中抽出空气或将空气抽入套筒中会增加或减少负压,这会增加或减少颗粒的压缩,从而使系统变得或多或少变得刚性。反过来,这增加或减少了能量耗散,从而提供了系统振动的阻尼控制机制。假定弹簧是非线性的,并且一旦线圈被完全压缩,它就会变得基本上是刚性的。由颗粒的重排和压实引起的减振器阻尼特性的变化通过“损伤样”变量描述,即颗粒重排功能。该模型由质量-弹簧-阻尼器系统的非线性常微分方程和颗粒重排函数的微分包含组成。提出了用于该问题的数值算法,并描述了系统行为的仿真。特别地,示出了随着晶粒重排的进行系统的振荡的变化。然后,将模型版本的预测与简要介绍的实验结果进行比较。数值结果得到了实验的充分支持。结论是,粒状材料阻尼器可能是一种易于实施且具有成本效益的方式来阻尼机械系统的振动。

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