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Large amplitude vibration of FGM plates in thermal environment subjected to simultaneously static pressure and harmonic force using multimodal FEM

机译:使用多模态有限元法同时承受静压和谐波力的热环境中FGM板的大振幅振动

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摘要

A nonlinear finite element modeling is proposed to study the dynamic response of functionally graded material (FGM) plates subjected simultaneously to thermal, static, and harmonic loads. The material properties depended on the temperature are assumed to vary continuously in the thickness direction according to a simple power law distribution. Third-order shear deformation theory (HST) of Reddy is modified for FGM plates by considering physical exact neutral surface. Extended Hamilton's principle is used to obtain the equations of motion in structural nodes degree of freedom (DOF). Using exact neutral surface in equations of motion, the in-plane and out of plane motions of FGM plates can be separated similar to homogenous plates. The order of equations of motion is reduced using modal reduction method. Shooting method is used to obtain the initial conditions for periodic response. Three bucked equilibrium positions (BEPs) are obtained for FGM plates with immovable boundaries under thermal load. The obtained BEPs are compared with those obtained if the middle surface formulation is used. Also the effects of initial conditions and static pressure on the dynamic response of the system are investigated. It is found that the FGM plate has different responses with the same frequency and amplitude of excitation. (C) 2016 Elsevier Ltd. All rights reserved.
机译:提出了一种非线性有限元建模方法,以研究功能梯度材料(FGM)板同时承受热,静态和谐波载荷的动力响应。假设取决于温度的材料特性根据简单的幂律分布在厚度方向上连续变化。 Reddy的三阶剪切变形理论(HST)通过考虑物理精确的中性表面而修改为FGM板。扩展汉密尔顿原理用于获得结构节点自由度(DOF)中的运动方程。在运动方程中使用精确的中性表面,FGM板的平面内和平面外运动可以类似于均质板进行分离。使用模态简化方法可以简化运动方程的阶数。射击方法用于获得周期性响应的初始条件。对于在热载荷下具有固定边界的FGM板,获得了三个弯曲的平衡位置(BEP)。将获得的BEP与使用中间表面配方的获得的BEP进行比较。还研究了初始条件和静压力对系统动态响应的影响。发现FGM板在相同的激发频率和振幅下具有不同的响应。 (C)2016 Elsevier Ltd.保留所有权利。

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