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Mechanical and thermal post-buckling analysis of FGM rectangular plates with various supported boundaries resting on nonlinear elastic foundations

机译:非线性弹性基础上具有各种支撑边界的FGM矩形板的力学和热后屈曲分析

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Mechanical and thermal post-buckling analysis is presented for FGM rectangular plates resting on nonlinear elastic foundations using the concept of physical neutral surface and high-order shear deformation theory, and investigations on post-buckling behavior of FGM rectangular plates with two opposite simply supported edges and other two opposite clamped edges are also new. Approximate solutions of FGM rectangular plates are given out using multi-term Ritz method, and influences played by different supported boundaries, foundation stiffnesses, thermal environmental conditions and volume fraction index are discussed in detail. It is worth noting that the effect of nonlinear elastic foundation is small at the pre-buckling and initial post-buckling state and is significant with increasing deflection at the deep post-buckling state. Especially, comparisons of post-buckling for FGM rectangular plates resting on nonlinear elastic foundations with movable simply supported edge subjected to compression acting on the geometric middle surface and the physical neutral surface are innovative, and may be helpful to clarify typical mistakes in literature. (C) 2015 Elsevier Ltd. All rights reserved.
机译:利用物理中性面概念和高阶剪切变形理论,对非线性弹性地基上的FGM矩形板进行了力学和热后屈曲分析,并对具有两个相对简单支撑边的FGM矩形板进行了后屈曲研究。其他两个相对的夹紧边缘也很新。利用多项式Ritz方法给出了FGM矩形板的近似解,并详细讨论了不同支撑边界,地基刚度,热环境条件和体积分数指数的影响。值得注意的是,非线性弹性基础的作用在屈曲前和屈曲后的初始状态下很小,而在深屈曲后状态下随着挠度的增加而显着。尤其是,比较新颖的FGM矩形板在非线性弹性基础上的屈曲后屈曲具有创新意义,可以比较简单地支撑可移动的简单支撑边缘,使其受到压缩作用在几何中间表面和物理中性表面上,这可能有助于弄清文献中的典型错误。 (C)2015 Elsevier Ltd.保留所有权利。

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