首页> 外文期刊>International journal of applied mechanics >Vibration, Buckling and Aeroelastic Analyses of Functionally Graded Multilayer Graphene-Nanoplatelets-Reinforced Composite Plates Embedded in Piezoelectric Layers
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Vibration, Buckling and Aeroelastic Analyses of Functionally Graded Multilayer Graphene-Nanoplatelets-Reinforced Composite Plates Embedded in Piezoelectric Layers

机译:压电层中嵌入功能梯度多层石墨烯 - 纳米型纳米纳薄增强复合板的振动,屈曲和空气弹性分析

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This paper deals with the vibration characteristics and nonlinear aeroelastic response of the functionally graded (FG) multilayer composite plate reinforced with graphene nanoplatelets (GPLs) subjected to in-plane excitations and applied voltage. The different GPL nanofillers distribution patterns across the thickness are discussed, in which the effective Young's modulus is determined by modified Halpin-Tsai model. Based on high-order shear deformation theory, the motion equations of the FG plate system considering the von Karman geometric nonlinearity are derived using the Hamilton's principle. The Galerkin method is applied to discretize the partial differential governing equations into the ordinary differential nonlinear system. The effects of many influential parameters, i.e., GPLs weight fraction, distribution pattern, geometry size, applied voltage and the number of layers, on the vibration and aeroelastic behaviors are presented in detail. Numerical results show that a small amount of GPLs reinforcement can have a significant enhancement effect on the performance of the composite plate structure. Moreover, the in-plane force and aerodynamic pressure play an opposite effect on the dynamic stability, and the jumping phenomena, quasi-periodic motion can be observed with the compressive force increased further.
机译:本文涉及功能梯度(FG)多层复合板的振动特性和非线性空气弹性响应,其具有面内激发和施加电压的石墨烯纳米片(GPLS)。讨论了横跨厚度的不同GPL纳米填充物分布图案,其中通过改性的Halpin-Tsai模型确定有效的杨氏模量。基于高阶剪切变形理论,考虑von Karman几何非线性的FG板系统的运动方程是使用Hamilton原理推导的。应用Galerkin方法以将部分差分控制方程离散到常规非线性系统中。详细介绍了许多影响力的影响,即GPLS重量分数,分布图案,几何尺寸,施加的电压和层数,在振动和空气弹性行为上施加。数值结果表明,少量的GPLS增强能力对复合板结构的性能具有显着的增强效果。此外,面内力和空气动力学压力发挥着对动态稳定性的相反影响,并且可以通过压缩力进一步增加跳跃现象,可以观察到准周期性运动。

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