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Thermal postbuckling behavior of FG-GRC laminated cylindrical panels with temperature-dependent properties

机译:具有温度相关特性的FG-GRC层压圆柱板的热后屈曲行为

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The current study deals with thermal postbuckling behavior of graphene-reinforced composite (GRC) laminated cylindrical panels resting on elastic foundations. The GRC layers of the panel are arranged in a piece-wise functionally graded (FG) distribution along the thickness direction, and each layer of the panel contains different volume fractions of graphene reinforcement. The temperature dependent material properties of GRCs are estimated by the extended Halpin-Tsai micromechanical model with graphene efficiency parameters being calibrated against the GRC material properties obtained from the molecular dynamics simulations. The nonlinear governing equations for the thermally-loaded GRC laminated cylindrical panels are derived based on the higher order shear deformation theory and include the geometric nonlinearity effects in the sense of the von Karman nonlinear kinematic assumptions. The panel-foundation interaction and thermal effects are also considered. The thermal postbuckling equilibrium paths for the perfect and geometrically imperfect GRC laminated cylindrical panels are obtained by applying a singular perturbation method in conjunction with a two-step perturbation approach. An iterative scheme is developed to obtain the numerical thermal postbuckling solutions of the panels. We observe that the piece-wise functionally graded distribution of graphene reinforcement can enhance the thermal postbuckling strength of the GRC laminated cylindrical panel under a uniform temperature field.
机译:当前的研究涉及搁置在弹性基础上的石墨烯增强复合材料(GRC)层压圆柱板的热屈曲行为。面板的GRC层沿厚度方向呈分段功能梯度(FG)分布,面板的每一层都包含不同体积分数的石墨烯增强材料。通过扩展的Halpin-Tsai微力学模型估算GRC的温度相关材料特性,并根据分子动力学模拟获得的GRC材料特性对石墨烯效率参数进行校准。基于高阶剪切变形理论推导了热加载GRC叠层圆柱板的非线性控制方程,并从von Karman非线性运动学假设的角度考虑了几何非线性效应。还考虑了面板-基础相互作用和热效应。通过采用奇异摄动方法结合两步摄动方法,可获得用于完美且几何形状不完美的GRC层压圆柱板的热后屈曲平衡路径。开发了一种迭代方案以获得面板的数值热后屈曲解。我们观察到,石墨烯增强材料的分段功能梯度分布可以增强GRC层压圆柱板在均匀温度场下的热后屈曲强度。

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