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Analysis of non symmetric FG sandwich plates under Thermo-mechanical loading using a novel shear deformation theory with stretching effect

机译:新型拉伸效应剪切变形理论分析非对称FG夹芯板在热力作用下的变形

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The analysis of non-symmetric functionally graded sandwich plates under thermo-mechanical loading is developed using a novel hyperbolic shear deformation theory and considering thickness stretching effects. This theory accounts for adequate distribution of the transverse shear strains in the thickness of the plate and satisfies the traction free boundary conditions on the top and bottom surface of the plates, thus a shear correction factor is not required. The governing equations of equilibrium of non-symmetric functionally graded sandwich plates can be obtained using virtual work principle and the closed form solutions are obtained by using Navier technique. The accuracy of the present results is established by comparing those with well known trigonometric shear deformation theories. The results are presented for deflections and stresses of non-symmetric simply supported square plates.
机译:利用新颖的双曲线剪切变形理论并考虑厚度拉伸效应,开发了在热机械载荷下非对称功能梯度夹层板的分析方法。该理论考虑了在板的厚度中横向剪切应变的适当分布,并且满足了板的顶表面和底表面上的牵引自由边界条件,因此不需要剪切校正因子。利用虚功原理可以得到非对称功能梯度夹层板的平衡控制方程,利用Navier技术可以得到闭式解。通过与众所周知的三角剪切变形理论进行比较,可以确定本结果的准确性。给出了非对称简支方形板挠度和应力的结果。

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