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Natural frequency and dynamic analyses of functionally graded saturated porous annular sector plate and cylindrical panel based on 3D elasticity

机译:基于3D弹性的功能梯度饱和多孔环形扇形板和圆柱形面板的固有频率和动态分析

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摘要

In this paper, natural frequencies and dynamic response of thick annular sector plates and cylindrical panels made of saturated porous materials are investigated for the first time. The structures have been modeled using 3D elasticity theory. Distribution of porosity along the thickness is considered in three different patterns, which are symmetric nonlinear, nonlinear asymmetric and uniform distributions. The relationship between stress and strain is based on the Biot constitutive law instead of simple Hook's law. Finite element method based on Rayleigh-Ritz energy formulation and Newark methods are used to solve the governing equations. The effect of different boundary conditions and various parameters such as porosity and Skempton coefficients, slenderness ratio, sector angle and different distribution of porosity on natural frequencies and transient responses have been studied. (C) 2019 Elsevier Masson SAS. All rights reserved.
机译:本文首次研究了厚环形扇形板和由饱和多孔材料制成的圆柱板的固有频率和动力响应。结构已经使用3D弹性理论进行了建模。沿着厚度的孔隙率分布在三种不同的图案中被认为是对称的非线性,非线性不对称和均匀的分布。压力和应变之间的关系是基于BIOS本构法而不是简单的钩子定律。基于Rayleigh-ritz能量配方和纽瓦克方法的有限元法用于解决控制方程。已经研究了不同边界条件和各种参数,例如孔隙率和铜绿系数,细长比,扇形角度和孔隙率不同的自然频率和瞬态反应的不同分布。 (c)2019年Elsevier Masson SAS。版权所有。

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