Background

Nowadays, vibration control is one of the limitless and major operating parameters in science and technology. The most promising and adaptive dynamic vibration absorber (DVA) with an air spring–air damper assembly is designed with a facility to change the spring rate and damping in the system to control the vibration.

Method

To optimize and effectively controlling the resonant amplitude ratio efficiently, a Maxwell-type air damper mathematical model is formulated for an SDOF vibrating system subjected to sinusoidal base excitation for better performance of DVA. Insight into the physics of such systems was carried out by mathematical modeling, design, and development of an air spring–air damper system for the SDOF vibrating system.

Result

Experimental investigation of an air spring–air damper for the primary mass displacement amplitude to optimize and effectively control the vibration. It will provide a compact and right platform for DVA among the current potential market and provide the major attention of the control community as a platform for the development of low-frequency nonlinear devices.

中文翻译：

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空气弹簧-空气阻尼器动态振动吸收器的数学建模和实验评估

背景

如今，振动控制已成为科学技术中无限且主要的工作参数之一。具有空气弹簧-空气阻尼器组件的最有前途和自适应动态减振器（DVA）的设计具有改变系统的弹簧刚度和阻尼以控制振动的功能。

方法

为了优化和有效地有效控制谐振振幅比，为经受正弦基础激励的SDOF振动系统建立了Maxwell型空气阻尼器数学模型，以提高DVA的性能。通过数学建模，设计和开发用于SDOF振动系统的空气弹簧-空气阻尼器系统，深入了解了此类系统的物理原理。

结果

空气弹簧-空气阻尼器用于主要质量位移幅度的实验研究，以优化并有效控制振动。它将为当前潜在市场中的DVA提供一个紧凑而正确的平台，并将作为开发低频非线性设备的平台而引起控制界的广泛关注。