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High-order free vibration analysis of sandwich plates with both functionally graded face sheets and functionally graded flexible core

机译:具有功能梯度面板和功能梯度挠性芯的夹心板的高阶自由振动分析

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摘要

Free vibration analysis of functionally graded material sandwich plates is studied using a refined higher order sandwich panel theory. A new type of FGM sandwich plates, namely, both functionally graded face sheets and functionally graded flexible core are considered. The functionally graded material properties follow a power-law function. The first order shear deformation theory is used for the face sheets and a 3D-elasticity solution of weak core is employed for the core. On the basis of continuities of the displacements and transverse stresses at the interfaces of the face sheets and the core, equations of motion are obtained by using Hamilton's principle. The accuracy of the present approach is validated by comparing the analytical results obtained for a degradation model (functionally graded face sheets and homogeneous flexible core) with ones published in the literatures, as well as the numerical results obtained by finite element method and good agreements are reached. Then, parametric study is conducted to investigate the effect of distribution of functionally graded material properties, thickness to side ratio on the vibration frequencies.
机译:使用改进的高阶夹心板理论研究功能梯度材料夹心板的自由振动分析。考虑了一种新型的FGM夹心板,即功能梯度面板和功能梯度柔性芯。在功能上分级的材料属性遵循幂律函数。一阶剪切变形理论用于面板,而弱芯的3D弹性解决方案用于芯。根据面板和岩心界面处位移和横向应力的连续性,利用汉密尔顿原理获得运动方程。通过将退化模型(功能梯度面板和均质柔性芯)的分析结果与文献中发表的分析结果进行比较,以及通过有限元方法获得的数值结果和良好的一致性,可以验证本方法的准确性。到达。然后,进行参数研究,以研究功能梯度材料特性,厚度与边长比的分布对振动频率的影响。

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