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The influence of mechanical uncertainties on the free vibration of functionally graded graphene-reinforced porous nanocomposite shells of revolution

机译:机械不确定性对功能梯度石墨烯增强多孔纳米复合材料壳体自由振动的影响

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This paper is concerned with the analysis of uncertainty propagation in the free vibration response of functionally graded porous (FGP) nanocomposite shells of revolution reinforced with graphene platelet (GPL). In this regard, the effects of uncertainties in the material properties as well as the geometry of the reinforcements on the free vibration responses of the FGP-GPL shells with different types of Gaussian curvature are assessed. The propagation of uncertainty and frequency sensitivity of the shells of revolution are examined for various GPL dispersions and porosity distributions. For this purpose, the interval analysis method which is an appropriate technique for the uncertainty analysis of systems with bounded uncertainties is utilized. In order to solve the equations of motion based on the higher-order shear deformation theory and to obtain the free vibration responses of the shells of revolution, the Fourier Differential Quadrature (FDQ) technique is employed. According to the analysis results, the shells' type of curvature has a significant effect on the trend of uncertainty propagation and the sensitivity of the vibration frequencies in terms of various sources of uncertainty. Moreover, the results show that the uncertainty propagation and sensitivity are different in the frequencies corresponding to different modes of vibration.
机译:本文涉及用石墨烯血小板(GPL)加固旋转功能梯度多孔(FGP)纳米复合壳的自由振动响应中的不确定振动繁殖分析。在这方面,评估了材料特性中的不确定性的影响以及对具有不同类型的高斯曲率的FGP-GPL壳的自由振动响应的增强物的几何形状。针对各种GPL分散体和孔隙度分布检查旋转壳的不确定度和频率敏感性的传播。为此目的,利用是利用具有有界不确定性的系统不确定性分析的适当技术的间隔分析方法。为了解决基于高阶剪切变形理论的运动方程,并获得旋转壳的自由振动响应,采用傅里叶差分正交(FDQ)技术。根据分析结果,壳体的曲率类型对不确定繁殖的趋势和振动频率在各种不确定性源方面具有显着影响。此外,结果表明,不确定的传播和灵敏度在对应于不同振动模式的频率中不同。

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