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Enhancement of thermal buckling strength of laminated sandwich composite panel structure embedded with shape memory alloy fibre

机译:形状记忆合金纤维包埋层合夹芯复合板结构的热屈曲强度的提高

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The present article reported the thermal buckling strength of the sandwich shell panel structure and subsequent improvement of the same by embedding shape memory alloy (SMA) fibre via a general higher-order mathematical model in conjunction with finite element method. The geometrical distortion of the panel structure due to the temperature is included using Green-Lagrange strain-displacement relations. In addition, the material nonlinearity of SMA fibre due to the elevated thermal environment also incorporated in the current analysis through the marching technique. The final form of the equilibrium equation is obtained by minimising the total potential energy functional and solved computationally with the help of an original MATLAB code. The convergence and the accuracy of the developed model are demonstrated by solving similar kind of published numerical examples including the necessary input parameter. After the necessary establishment of the newly developed numerical solution, the model is extended further to examine the effect of the different structural parameters (side-to-thickness ratios, curvature ratios, core-to-face thickness ratios, volume fractions of SMA fibre and end conditions) on the buckling strength of the SMA embedded sandwich composite shell panel including the different geometrical configurations.
机译:本文报道了三明治壳面板结构的热屈曲强度及其随后的改进,方法是通过一般的高阶数学模型结合有限元方法嵌入形状记忆合金(SMA)纤维。使用格林-拉格朗日应变-位移关系包括了由于温度导致的面板结构的几何变形。此外,由于行进温度升高,SMA纤维的材料非线性也通过行进技术纳入当前的分析中。平衡方程的最终形式是通过使总势能函数最小化而获得,并借助原始MATLAB代码进行计算求解。通过解决类似类型的已公开数值示例(包括必要的输入参数),证明了所开发模型的收敛性和准确性。在必要地建立了新开发的数值解之后,对该模型进行了进一步扩展,以检查不同结构参数(侧面对厚度比,曲率比,芯对面厚度比,SMA纤维的体积分数和末端条件)对SMA嵌入式三明治复合材料壳板的屈曲强度(包括不同的几何构型)。

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