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Simplified inverse dynamics models for MR fluid dampers

机译:MR流体阻尼器的简化逆动力学模型

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摘要

The magnetorheological (MR) damper is considered to be one of the most promising semi-active control devices for reduction of structural vibration. Due to the damper's nonlinear characteristics, its inverse dynamics model is difficult to obtain. In this paper, a simplified approach, namely the simplified inverse dynamics (SID) model, has been developed for both the Bingham plasticity model and the Bouc-Wen hysteresis model. SID models have then been used to calculate the optimal fluid yield stress or input current, in order to realize the desirable control forces obtained from various optimal control algorithms. For each model, a piston velocity feedback (PVF) algorithm and a damper force feedback (DFF) algorithm have been formulated. The proposed model has been shown to be applicable to both small-scale and large-scale MR dampers. Also, different configurations of MR dampers, such as ones with different dimensions, coil resistances, types of MR fluid, have been employed to show the generic nature of the SID model. The effectiveness of force tracking using the SID model has been demonstrated through a series of numerical simulations. A multi-storey frame structure with MR damper-brace systems, using a large-scale 20-ton MR damper, has been adopted. Numerical results show that the MR damper with the proposed SID model can produce forces very close to the optimal control forces, and that the response reduction is very close to that for the case of fully active control. Also, equally high accuracy of force tracking for different shaking levels and frequency contents of ground motions can be observed. The results demonstrate that the SID model can be a simple, yet effective, tool for both research and application purposes.
机译:磁流变(MR)阻尼器被认为是减少结构振动的最有前途的半主动控制装置之一。由于阻尼器的非线性特性,很难获得其逆动力学模型。本文针对宾厄姆可塑性模型和Bouc-Wen磁滞模型开发了一种简化方法,即简化逆动力学(SID)模型。 SID模型随后已用于计算最佳流体屈服应力或输入电流,以实现从各种最佳控制算法获得的理想控制力。对于每个模型,已经制定了活塞速度反馈(PVF)算法和阻尼力反馈(DFF)算法。所提出的模型已显示适用于小型和大型MR阻尼器。同样,已采用了不同类型的MR阻尼器,例如具有不同尺寸,线圈电阻,MR流体类型的阻尼器,以显示SID模型的一般性质。通过一系列数值模拟,已经证明了使用SID模型进行力跟踪的有效性。采用了带有大型20吨MR阻尼器的MR阻尼器-支撑系统的多层框架结构。数值结果表明,采用所提出的SID模型的MR阻尼器可以产生非常接近最佳控制力的力,并且响应减小与完全主动控制的情况非常接近。同样,对于不同的震动水平和地面运动的频率含量,可以观察到同样高精度的力跟踪。结果表明,对于研究和应用目的,SID模型可以是一种简单而有效的工具。

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