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A 3D computational meshfree model for the mechanical and thermal buckling analysis of rectangular composite laminated plates with embedded delaminations

机译:3D计算无网格模型,用于带有分层结构的矩形复合层压板的机械和热屈曲分析

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A three-dimensional (3D) semi-analytical model is developed by introducing meshfree local radial point interpolation method into a Hamilton system to analyze the mechanical and thermal buckling behavior of rectangular laminated plates with embedded delaminations. A modified Hamiltonian function for mechanical and thermal buckling analysis of rectangular laminated composite plates subjected to in-plane axial compressive or thermal loads is proposed. The final governing equation is deduced with the transfer matrix technique and a spring layer model based on the modified Hellinger-Reissner variational principle. One of the main superiorities of the present model is that the scale of final governing equation, which involves only the so-called state variables at the top and bottom surfaces, is insensitive to the thickness and the number of layers of composite laminates. Several relevant numerical examples are carried out to validate the present model, and the present results are in good agreement with pre-existing results.
机译:通过将无网格局部径向点插值方法引入汉密尔顿系统,以分析带有嵌入式分层的矩形层压板的机械和热屈曲行为,建立了三维(3D)半分析模型。提出了一种修正的哈密顿函数,用于矩形叠层复合板在平面内轴向压缩或热载荷下的机械和热屈曲分析。最终的控制方程由传递矩阵技术和基于改进的Hellinger-Reissner变分原理的弹簧层模型推导得出。本模型的主要优点之一是最终控制方程的标度对复合层压板的厚度和层数不敏感,该方程仅涉及顶部和底部表面的所谓状态变量。进行了几个相关的数值算例,以验证本模型,并且本结果与已有的结果非常吻合。

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