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Postbuckling analysis of axially-loaded functionally graded GPL-reinforced composite conical shells

机译:轴向加载的功能梯度GPL增强复合圆锥壳的屈曲后分析

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In this study, a semi-analytical technique is employed to analyze the postbuckling of functionally graded graphene platelet reinforced composite (FG-GPLRC) conical shells under compressive meridional loading. The nonuniform distribution of graphene platelets (GPLs) along the shell thickness is considered and the modified Halpin-Tsai micromechanical model is implemented to determine the overall material properties of nanocomposite shell. The mechanical behavior of FG-GPLRC conical shell is modeled on the basis of first-order shear deformation theory (FSDT) and von-Karman's nonlinear strain-displacement relations. The governing equations are formulated in the variational framework. The semi-analytical solution based on the variational differential quadrature method (VDQM) and Fourier series is developed. To trace the postbuckling path, the pseudo arclength continuation scheme in conjunction with the load disturbance approach was employed. In order to analyze the influences of geometrical factors, weight fractions and dispersion patterns of GPLs on the postbuckling characteristics of FG-GPLRC conical shells, various numerical results are comparatively reported.
机译:在这项研究中,采用半分析技术来分析功能梯度石墨烯血小板增强复合材料(FG-GPLRC)锥形壳在压缩子午线载荷下的后屈曲。考虑了石墨烯血小板(GPL)沿壳厚度的不均匀分布,并采用改进的Halpin-Tsai微力学模型来确定纳米复合材料壳的总体材料性能。 FG-GPLRC圆锥壳的力学行为是基于一阶剪切变形理论(FSDT)和von-Karman的非线性应变位移关系建模的。控制方程是在变分框架中制定的。提出了基于变分求积法(VDQM)和傅里叶级数的半解析解。为了跟踪后屈曲路径,采用了伪弧长连续方案以及负载扰动方法。为了分析GPL的几何因素,重量分数和分散模式对FG-GPLRC圆锥壳的后屈曲特性的影响,比较报道了各种数值结果。

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