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首页> 外文期刊>International journal of applied mechanics >Large Amplitude Dynamic Analysis of FGM Cylindrical Shells on Nonlinear Elastic Foundation Under Thermomechanical Loads
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Large Amplitude Dynamic Analysis of FGM Cylindrical Shells on Nonlinear Elastic Foundation Under Thermomechanical Loads

机译:在热机械负载下非线性弹性基础上FGM圆柱壳的大幅度动态分析

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Nonlinear dynamic characteristics of functionally graded material (FGM) cylindrical shells surrounded by nonlinear elastic foundation under axial static and lateral dynamic loads in thermal environment are investigated in the current paper. The main emphasis is on the simulation of the elastic foundation model and thermal loads. Nonlinear tri-parametric elastic foundation including linear and nonlinear parameters is used to model the reaction of the elastic foundation on the cylindrical shell. Different thermal loading scenarios are applied to the system to study the effects of thermal environment, including uniform, linear and nonlinear temperature distribution across the shell thickness. Governing equations are derived based on the Donnell's thin shell theory. Material properties of the FGM are assumed to be variable through the shell thickness according to a power law function. Discretization of the obtained governing equations is performed using the Galerkin's method. An averaging method and the Runge-Kutta method are applied to obtain the frequency-amplitude relation and time-deflection relation, respectively. Comprehensive numerical results are given for investigating the effects of thermo-mechanical loads, material and geometrical properties and nonlinear elastic foundation parameters on nonlinear dynamic characteristics of the functionally graded cylindrical shells (FGCSs). Present formulations are validated by comparing the results with the published data for some specific cases.
机译:目前纸张研究了在热环境中的轴向静态和横向动态负荷下由非线性弹性基础围绕的功能渐变材料(FGM)圆柱形壳体的非线性动态特性。主要重点是弹性基础模型和热负荷的模拟。包括线性和非线性参数的非线性三参数弹性基础用于模拟弹性基础对圆柱形壳体的反应。应用于系统的不同热负荷方案以研究热环境的影响,包括横跨壳体厚度的均匀,线性和非线性温度分布。基于Donnell的薄壳理论导出控制方程。假设FGM的材料特性通过根据功率法函数通过壳体厚度可变。使用Galerkin的方法进行获得的控制方程的离散化。应用平均方法和跳动库方法以分别获得频率幅度关系和时偏转关系。给出了综合数值结果,用于研究热机械载荷,材料和几何特性和非线性弹性基础参数对功能梯度圆柱壳(FGCS)的非线性动态特性的影响。通过将结果与已发表的数据进行比较,验证了现有的制剂,以获得一些特定的情况。

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