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Dynamic stability and nonlinear vibration of rotating sandwich cylindrical shell with considering FG core integrated with sensor and actuator

机译:考虑传感器和致动器的FG芯旋转夹层圆柱形外壳的动态稳定性与非线性振动

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摘要

In this research, the dynamic stability and nonlinear vibration behavior of a smart rotating sandwich cylindrical shell is studied. The core of the structure is a functionally graded material (FGM) which is integrated by functionally graded piezoelectric material (FGPM) layers subjected to electric field. The piezoelectric layers at the inner and outer surfaces used as actuator and sensor, respectively. By applying the energy method and Hamilton's principle, the governing equations of sandwich cylindrical shell derived based on first-order shear deformation theory (FSDT). The Galerkin method is used to discriminate the motion equations and the equations are converted to the form of the ordinary differential equations in terms of time. The perturbation method is employed to find the relation between nonlinear frequency and the amplitude of vibration. The main objective of this research is to determine the nonlinear frequencies and nonlinear vibration control by using sensor and actuator layers. The effects of geometrical parameters, power law index of core, sensor and actuator layers, angular velocity and scale transformation parameter on nonlinear frequency-amplitude response diagram and dynamic stability of sandwich cylindrical shell are investigated. The results of this research can be used to design and vibration control of rotating systems in various industries such as aircraft, biomechanics and automobile manufacturing.
机译:在该研究中,研究了智能旋转夹层圆柱壳的动态稳定性和非线性振动行为。该结构的核心是一种功能渐变的材料(FGM),其由经过电场的功能梯度压电材料(FGPM)层集成。内表面和外表面处的压电层分别用作致动器和传感器。通过施加能量法和汉密尔顿原理,基于一阶剪切变形理论(FSDT)来源的夹层圆柱壳的控制方程。 Galerkin方法用于区分运动方程,并且在时间方面将等式转换为常微分方程的形式。采用扰动方法来找到非线性频率与振动幅度之间的关系。本研究的主要目的是通过使用传感器和致动器层来确定非线性频率和非线性振动控制。研究了几何参数,芯,传感器和致动器层,角速度和刻度转换参数对夹层圆柱壳的非线性频率幅度响应图的角速度和刻度变换参数的影响。该研究的结果可用于设计和振动控制飞机,生物力学和汽车制造等各种行业的旋转系统。

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