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首页> 外文期刊>Engineering analysis with boundary elements >Application of a hybrid mesh-free method for shock-induced thermoelastic wave propagation analysis in a layered functionally graded thick hollow cylinder with nonlinear grading patterns
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Application of a hybrid mesh-free method for shock-induced thermoelastic wave propagation analysis in a layered functionally graded thick hollow cylinder with nonlinear grading patterns

机译:混合无网格方法在具有非线性渐变模式的分层功能渐变厚空心圆柱体中的激振热弹性波传播分析中的应用

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摘要

This article exploits a hybrid mesh-free method for coupled thermoelasticity analysis (without energy dissipation) and thermoelastic wave propagation analysis in layered FGMs subjected to shock loading. The presented hybrid mesh-free method is based on generalized finite difference (GFD) and Newmark finite difference (NFD) methods. The Green-Naghdi (GN) theory of coupled thermoelasticity is assumed to derive the governing equations for FG thick hollow cylinder. The layered FG cylinder is assumed to be under thermal shock loading. The mechanical properties of layered FG cylinder are considered to vary along the radial direction as nonlinear functions in terms of volume fraction. Thermoelastic wave propagations are studied in details at various time instants for various grading patterns of mechanical properties. The effects of nonlinear grading patterns on thermoelastic wave propagations are obtained and discussed using the presented effective mesh-free method.
机译:本文利用混合无网格方法对承受冲击载荷的分层FGM中的热弹性分析(不耗能)和热弹性波传播分析进行耦合。提出的混合无网格方法基于广义有限差分(GFD)和Newmark有限差分(NFD)方法。假设采用Green-Naghdi(GN)耦合热弹性理论来推导FG厚空心圆柱的控制方程。假定FG分层气缸处于热冲击载荷下。层状FG圆柱体的机械性能被认为是沿径向方向变化的非线性函数,即体积分数。对于各种力学性能的分级模式,将在不同的时刻详细研究热弹性波的传播。使用提出的有效的无网格方法,获得并讨论了非线性渐变模式对热弹性波传播的影响。

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