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Transient thermo-mechanical analysis of FGM hollow cylindrical structures involving micro-scale effect

机译:FGM中空圆柱结构的瞬态热力学分析涉及微尺度效应的结构

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摘要

Thermo-mechanical properties of the functionally graded materials (FGMs) are the pivotal role to improve their service lives exposed to some extraordinary thermal circumstances. An analytical procedure to explore the thermo-mechanical interaction involving the micro-scale effect is proposed for the first time in this work. The governing equations are firstly constructed in a cylindrical coordinate in the context of the generalized Chandrasekharaiah-Tzou theory (C-T theory). An asymptotic approach, based on the Laplace transform technique and its limit theorem, is then employed to solve these equations analytically, in which a common linearization technique is prior to introduce to disperse the non-linear terms involving variable material properties with different gradient patterns. The layer-formed solutions of a typical FGM hollow cylindrical structure with its inner boundary subjected to a sudden temperature rise is finally obtained and validated. A detailed parametric study has been conducted to explore the effect of the micro-structure interaction, physical properties distribution patterns, and the structure size on the thermo-mechanical response. The results state that the effect of micro-structure interaction mainly focuses on the thermal wave propagation and is more significant for the ceramic-rich case. The delay effect on the heat transport induced by thermal inertia is also wakened significantly by the micro-structure interaction, which leads to a larger range of thermo-elastic response and smaller peak stress.
机译:功能分级材料(FGMS)的热电机械性能是改善其服务寿命暴露于某些非凡的热能的关键作用。在这项工作中首次提出了一种探索涉及微尺度效应的热机械相互作用的分析方法。首先在广义的Chandrasekharaiah-Tzou理论(C-T理论)的背景下的圆柱形坐标中构造了控制方程。基于LAPLACE变换技术及其限位定理的渐近方法被采用分析地解决这些方程,其中常用的线性化技术在介绍分散涉及具有不同梯度图案的可变材料特性的非线性术语。最终获得并验证了具有其内部边界的典型FGM中空圆柱形结构的层状溶液。已经进行了详细的参数研究以探讨微结构相互作用,物理性质分布图案和结构尺寸对热机械响应的影响。微结构相互作用的效果主要侧重于热波传播,对陶瓷的情况更加重要。通过微结构相互作用也显着地唤醒了由热惯性引起的热传输的延迟效应,这导致较大范围的热弹性响应和较小的峰值应力。

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