REJECTION OF HARMONIC AND TRANSIENT DISTURBANCES OF A SMART STRUCTURE WITH PIEZOELECTRIC ACTUATORS

F. Duarte, Pablo Ballesteros, Xinyu Shu, C. Bohn
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引用次数: 1

Abstract

Light flexible structures are easily prone to vibrate due to external forces or due to forces generated in the inner structure. This situation is common in machinery or mechanical structures with rotational devices. The unwanted vibration of such structures can be compensated with the addition of piezoelectric actuators for active vibration control (AVC). The rejection of harmonic disturbances is frequently done with controllers based on the internal model principle. The goal of this research is to reduce the effect of harmonic disturbances with known (measured) time-varying frequencies acting on a system as well as to increase the damping of the system for the transient response (first mode of vibration). The experimental setup is made up of a slender aluminium flexible beam, a pair of piezoelectric actuators, an accelerometer and two DC motors, as well as the data acquisition and signal conditioning equipment. The harmonic disturbance is generated by DC motors. The control design utilizes an augmented description of the plant. The plant including the disturbance is modelled as a polytopic linear parameter-varying (pLPV) system. An observer-based gain-scheduling controller is calculated based on quadratic stability and the stability is guaranteed for the specified range of variation of the scheduling parameters, also restriction in the performance is introduced in the sense of the H 2 -norm. Experimental results show very good disturbance cancellation.
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压电驱动智能结构的谐波和瞬态扰动抑制
轻柔性结构容易由于外力或内部结构产生的力而产生振动。这种情况在带有旋转装置的机械或机械结构中很常见。这种结构的不必要的振动可以通过增加压电致动器进行主动振动控制(AVC)来补偿。谐波干扰的抑制通常由基于内模原理的控制器来完成。本研究的目标是减少已知(测量)时变频率的谐波干扰对系统的影响,并增加系统的瞬态响应(第一模态振动)的阻尼。实验装置由细长的铝柔性梁、一对压电致动器、一个加速度计和两个直流电机以及数据采集和信号调理设备组成。谐波扰动由直流电机产生。控制设计利用了对工厂的扩充描述。将包含扰动的对象建模为一个多面体线性变参系统。基于二次稳定性计算了一种基于观测器的增益调度控制器,在给定的调度参数变化范围内保证了控制器的稳定性,并引入了H 2范数意义上的性能约束。实验结果表明,该方法能很好地消除干扰。
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来源期刊
International Journal of Mechanics and Control
International Journal of Mechanics and Control Engineering-Computational Mechanics
CiteScore
2.10
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