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Application of the decomposition method to thermal stresses in isotropic circular fmis with temperature-dependent thermal conductivity

机译:分解方法在热导率随温度变化的各向同性圆弧热应力中的应用

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摘要

A stress-field of a perfect elastic isotropic circular fin with variable thermal conductivity is obtained, The thermal conductivity is considered temperature dependent. The nonlinear conduction-convection-radiation heat transfer equation of the circular fins subjected to the nonlinear boundary conditions is solved by Adomian's double decomposition method. The thermal stress distribution is obtained by direct integration of the temperature distribution, For low temperature difference between the Fin base and the ambiance, the effect of thermal conductivity on pure convection and convection-radiation is important and can be negligible in pure radiation. [References: 14]
机译:获得具有可变热导率的完美弹性各向同性圆形翅片的应力场,该热导率被认为与温度有关。利用Adomian的双重分解法求解了圆形鳍片在非线性边界条件下的非线性传导-对流-辐射换热方程。热应力分布是通过温度分布的直接积分获得的。对于Fin基与周围环境之间的温差较小,热传导率对纯对流和对流辐射的影响很重要,在纯辐射中可以忽略不计。 [参考:14]

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