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Coupled thermoelasticity and second sound in finite length functionally graded thick hollow cylinders (without energy dissipation)

机译:有限长度的功能梯度厚空心圆柱体中的热弹性和第二声耦合(不耗能)

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摘要

In this article, the coupled thermoelasticity behavior of functionally graded thick hollow cylinders is studied. The governing coupled thermoelasticity and the energy equations are solved for a finite length functionally graded cylinder subjected to thermal shock load. The coupled thermoelastic equations are considered based on Green-Naghdi theory. The mechanical properties of cylinder are graded across the thickness as a power law function of radius. The cylinder is assumed to be made of many isotropic sub-cylinders (layers) across the thickness. Functionally graded properties are created by suitable arrangement of layers and governing equations are expanded in longitudinal direction by means of trigonometric function expansion. The Galerkin Finite Element and Newmark Methods are used to analyze the cylinder. The dynamic behavior of temperature distribution, mechanical displacement and thermal stresses is obtained and discussed. The second sound and elastic wave propagation are determined for various kinds of variation in the mechanical properties. The comparison of present results with published data shows the excellent agreement.
机译:在本文中,研究了功能梯度厚空心圆柱体的耦合热弹性行为。求解了有限长的功能梯度圆柱体承受热冲击载荷的支配耦合热弹性和能量方程。基于Green-Naghdi理论考虑了耦合的热弹性方程。圆柱体的机械性能在整个厚度上分级为半径的幂律函数。假定圆柱体是由许多跨厚度的各向同性的子圆柱体(层)组成的。通过适当地布置层来创建功能渐变的属性,并通过三角函数扩展在纵向上扩展控制方程。 Galerkin有限元和New​​mark方法用于分析圆柱体。获得并讨论了温度分布,机械位移和热应力的动态行为。确定第二声波和弹性波的传播以用于机械性能的各种变化。将目前的结果与已发表的数据进行比较,可以得出很好的一致性。

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