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Agglomeration effects on free vibration characteristics of three-phase CNT/polymer/fiber laminated truncated conical shells

机译:基于三相CNT /聚合物/纤维层压截圆壳的自由振动特性的凝聚作用

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This paper investigates the effect of carbon nanotubes (CNTs) agglomeration on the free vibration characteristics of three-phase CNT/polymer/fiber laminated truncated conical shells surrounded by an elastic foundation. The shell material is considered to be composed of a CNT-reinforced polymer enriched by the oriented reinforcing fibers. The material density and the effective elastic properties are calculated based on the rule of the mixture, and the Eshelby-Mori-Tanaka scheme along with Hahn's homogenization technique, respectively. The third-order shear deformation theory (TSDT) is used for the analysis of the shear flexible shell and the foundation is modeled based upon the Winkler-Pasternak theory. A set of governing equations are derived using Hamilton's principle, and solved numerically by the generalized differential quadrature method (GDQM). After confirming the convergence and accuracy of the results, a parametric study is carried out to examine the influences of various parameters on the natural frequencies of the three-phase CNT/polymer/fiber laminated truncated conical shells such as boundary conditions, circumferential mode number, the geometrical parameters including the ratios of thickness/length to radius, and the semi-vertex angle, the material parameters contain the mass fractions of CNTs and fibers, chiral numbers as well as the agglomeration characteristics of CNTs, and finally the foundation parameters including the Winkler stiffness and shearing layer stiffness.
机译:本文研究的碳纳米管的三相CNT /聚合物/纤维的自由振动特性(CNT)的凝聚的效果层压截断由弹性地基包围锥壳。壳材料被认为是由通过取向增强纤维富集的CNT增强聚合物。材料的密度和有效弹性性能是基于混合物的规则,并用哈恩的均质化技术中,分别沿着的Eshelby-森田中方案计算。三阶剪切变形理论(TSDT)用于剪切柔性壳体的分析和基础是基于温克勒-帕斯捷尔纳克理论建模。一组控制方程的使用Hamilton原理导出的,并且通过广义微分求积法(GDQM)数值求解。确认结果的收敛性和准确性后,参数研究被执行以检查对三相CNT /聚合物/纤维层叠截短圆锥壳如边界条件,圆周模式数的自然频率的各种参数的影响,的几何参数,包括厚度/比值长度半径,和半顶角,材料参数包含CNT和纤维的质量分数,手性号码以及碳纳米管的附聚特性,最后的基础参数,包括温克勒刚度和剪切层的刚度。

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