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On the wave propagation of the multi-scale hybrid nanocomposite doubly curved viscoelastic panel

机译:关于多尺度混合纳米复合双弯曲粘弹性板的波传播

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In this paper, wave propagation analysis of multi-hybrid nanocomposite (MHC) reinforced doubly curved panel embedded in the viscoelastic foundation is carried out. Higher-order shear deformable theory (HSDT) is utilized to express the displacement kinematics. The rule of mixture and modified Halpin-Tsai model are engaged to provide the effective material constant of the MHC reinforced doubly curved panel. By employing Hamilton's principle, the governing equations of the structure are derived and solved with the aid of an analytical method. Afterward, a parametric study is carried out to investigate the effects of the viscoelastic foundation, carbon nanotubes' (CNTs') weight fraction, various MHC patterns, radius to total thickness ratio, and carbon fibers angel on the phase velocity of the MHC reinforced doubly curved panel in the viscoelastic medium. The results show that, by considering the viscous parameter, the relation between wavenumber and phase velocity changes from exponential increase to logarithmic boost. A useful suggestion of this research is that the effects of fiber angel and damping parameter on the phase velocity of a doubly curved panel are hardly dependent on the wavenumber. The presented study outputs can be used in ultrasonic inspection techniques and structural health monitoring.
机译:本文采用了嵌入粘弹性基础中的多杂化纳米复合材料(MHC)增强双弯曲面板的波传播分析。高阶剪切可变形理论(HSDT)用于表达位移运动学。混合物和改性的Halpin-TSAI模型的规则与MHC加固双弯曲板的有效材料常数提供。通过采用汉密尔顿的原理,借助于分析方法来源和解决结构的控制方程。之后,进行参数研究以研究粘弹性基础,碳纳米管(CNTS')重量分数,各种MHC图案,总厚度比和碳纤维天使在MHC加强的倍增时弧形板在粘弹性介质中。结果表明,通过考虑粘性参数,波数与相速度之间的关系从指数增加到对数升压。本研究的一个有用建议是纤维天使和阻尼参数对双弯板的相速度的影响几乎不依赖于波数。所提出的研究输出可用于超声检查技术和结构健康监测。

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