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Assessment of higher order transverse shear deformation theories for modeling and buckling analysis of FGM plates using RBF based meshless approach

机译:使用基于RBF的无网格方法评估FGM板的建模和屈曲分析的高阶横向剪切变形理论

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Purpose - The purpose of this paper is to assess different five variables shear deformation plate theories for the buckling analysis of FGM plates. Design/methodology/approach - Governing differential equations (GDEs) of the theories are derived by employing the Hamilton Principle. A polynomial radial basis function (RBF)-based Meshless method is used to discretize the GDEs, and a MATLAB code is developed to solve these discretize equations. Findings - Numerical results are obtained for buckling loads. The results are compared with other available results for validation purpose. The effect of the span-to-thickness ratio and grading index is observed. It is observed that some theories underpredict the deflection for thick plates, while at the same time they seem to be in good agreement with other theories for thin plates. Originality/value - This paper assesses the different theories with the same method to determine their applicability.
机译:目的-本文的目的是评估FGM板屈曲分析的五个变量剪切变形板理论。设计/方法/方法-理论的控制微分方程(GDE)是通过采用汉密尔顿原理得出的。基于多项式径向基函数(RBF)的无网格方法用于离散化GDE,并开发了MATLAB代码来求解这些离散化方程。结果-获得屈曲载荷的数值结果。将结果与其他可用结果进行比较以进行验证。观察到跨度比和分级指数的影响。可以看出,有些理论低估了厚板的挠度,而同时它们似乎与薄板的其他理论完全吻合。原创性/价值-本文使用相同的方法评估不同的理论,以确定其适用性。

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