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Stress Analysis of Functional Graded Sandwich Beams Subjected to Thermal Shock

机译:经受热冲击的功能分级夹层光束的应力分析

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摘要

A finite element formulation for thermal stresses analysis of functionally graded material (FGM) sandwich beam subjected to thermal shock is presented. A layerwise higher-order theory is used to obtain the stress-strain relationship for three layered functionally graded material sandwich beam. The solution of temperature profile is obtained by using Crank-Nicolson method and a continuity of temperature is maintained across the layer interface. Top and bottom layers of the three layered beam is assumed to be made of ceramic and metal, whereas the core is made of FGM and the elastic properties of FGM core are varied according to a power-law function. The top surface is exposed to a thermal shock and the bottom surface of the panel is either kept at a reference temperature or thermally insulated. The governing equations are solved using Newmark average acceleration method. Parametric studies have been carried out to investigate behavior of transient stresses under varying geometric and thermal boundary conditions.
机译:提出了一种用于经受热冲击的功能梯度材料(FGM)夹层梁的热应力分析的有限元配方。层状高阶理论用于获得三层功能梯度夹层梁的应力 - 应变关系。通过使用曲柄 - 尼古尔森方法获得温度曲线的溶液,并在层界面上保持温度的连续性。假设三层梁的顶层和底层由陶瓷和金属制成,而芯由FGM制成,并且根据动力法函数改变FGM芯的弹性性能。顶表面暴露于热冲击,并且面板的底表面可保持在参考温度或热绝缘。使用纽马克平均加速法解决了管理方程。已经进行了参数研究以研究不同几何和热边界条件下的瞬态应力的行为。

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