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Influence of piezoelectric nonlinearity on active vibration suppression of smart laminated shells using strong field actuation

机译:压电非线性对使用强大场致动的智能层压壳主动振动抑制的影响

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摘要

In this work, we study the effect of piezoelectric nonlinearity on shape and active vibration control of smart piezolaminated composite and sandwich shallow shells under strong field actuation. An efficient finite element model with advanced laminate kinematics and full electromechanical coupling is developed for this purpose. The nonlinearity is modeled using a rotationally invariant quadratic constitutive relationship for the piezoelectric material. For the laminate kinematics, a recently developed efficient layerwise theory, which is computationally as efficient as an equivalent single-layer theory, and has been shown to yield very accurate results in comparison with three-dimensional piezoelasticity based solutions for linear electromechanical response of hybrid laminated shells, has been employed. The nonlinear static response for shape control is obtained using the direct iteration method, and the active vibration control response with linear quadratic Gaussian controller is obtained by using the feedback linearization approach through control input transformation. It is shown that the linear model significantly overestimates the voltage required for shape or vibration control, when the applied electric field is beyond the threshold limit of the actuator. Thus, the use of the nonlinear model is essential for designing the control system utilizing the full actuation authority of the actuators. The effects of actuator thickness, radius of curvature to span ratio and applied loading on the relative difference between linear and nonlinear predictions are illustrated for shape and vibration control of smart cylindrical and spherical shells.
机译:在这项工作中,我们研究了压电非线性对智能压扎复合材料和三明治浅壳体的形状和主动振动控制在近场致动下的浅壳。为此目的开发了一种具有先进层压运动学和全机电耦合的高效有限元模型。使用针对压电材料的旋转不变的二次组成型关系进行建模非线性。对于层压运动学,最近开发的高效层状理论,其作为等效单层理论的计算上有效,并且已经显示出与三维压电性基于基于三维压电性的基于线性机电响应的解决方案产生非常精确的结果贝壳,已被雇用。使用直接迭代方法获得形状控制的非线性静态响应,通过使用控制输入变换,通过使用反馈线性化方法获得线性二次高斯控制器的有源振动控制响应。结果表明,当施加的电场超出致动器的阈值极限时,线性模型显着高估了形状或振动控制所需的电压。因此,使用非线性模型对于利用致动器的完全致动权限来设计控制系统是必不可少的。致动器厚度的效果,曲率半径与跨越线性和非线性预测之间的相对差异的施加,用于智能圆柱形和球形壳的形状和振动控制。

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