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Performance evaluation of vibration controller for piezoelectric smart structures in finite element environment

机译:有限元环境下压电智能结构振动控制器的性能评估

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摘要

This study focuses on performance evaluation of an active vibration controller in a closed loop finite element (FE) environment for piezoelectric smart structures by integrating a reduced-order-model-based controller into the FE model. Based on the first-order shear deformation theory, a coupled piezoelectric-mechanical FE model with electric potential variables is developed for the piezoelectric smart structure to provide a platform for vibration analysis and controller design. A system identification technique known as subspace identification method is employed to obtain a multi-input multi-output state space reduced-order model which can with sufficient accuracy predict the behavior of the piezoelectric smart structure under consideration from the inputs and outputs of FE simulations. A linear-quadratic regulator controller together with a Luenberger observer is designed based on the reduced-order model for the purpose of vibration control. The reduced-order-model-based controller is then integrated into an FE environment by updating the actuator voltages according to the controller at each time instant during the transient analysis of FE simulations. Eventually, the performance robustness characteristics of the proposed vibration controller are evaluated in case of structural parameter variations and taking the sensor or actuator offline in a closed loop FE environment. Numerical examples are presented to demonstrate the efficiency of the proposed scheme for evaluating the vibration controller performance of piezoelectric smart structures in a closed loop FE environment.
机译:这项研究的重点是通过将基于降阶模型的控制器集成到FE模型中,对压电智能结构的闭环有限元(FE)环境中的主动振动控制器进行性能评估。基于一阶剪切变形理论,为压电智能结构开发了具有电位变量的压电机械有限元耦合模型,为振动分析和控制器设计提供了平台。采用一种称为子空间识别方法的系统识别技术来获得多输入多输出状态空间降阶模型,该模型可以足够准确地从有限元模拟的输入和输出中预测所考虑的压电智能结构的行为。基于降阶模型,设计了线性二次调节器控制器和Luenberger观测器,以进行振动控制。然后,通过在有限元仿真的瞬态分析过程中,在每个时刻根据控制器更新执行器电压,将基于降阶模型的控制器集成到有限元环境中。最终,在结构参数变化的情况下,在闭环有限元环境中,传感器或执行器脱机,从而评估了所提出的振动控制器的性能鲁棒性。数值算例表明了所提出方案在闭环有限元分析环境下评估压电智能结构振动控制器性能的效率。

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