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Temperature and stress distribution in hollow annular disk of uniform thickness with quadratic temperature-dependent thermal conductivity

机译:厚度均一且具有二次温度相关导热系数的空心环形圆盘中的温度和应力分布

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摘要

In this article, homotopy analysis method (HAM) is used to evaluate the thermal behavior of a hollow annular disk with quadratic temperature-dependent thermal conductivity and to determine the temperature and stress distribution within the fin. The nonlinear equations for convective heat transfer from the fin, the eciency of fin, and the thermal stress in the fin are derived and solved using HAM. After convergence analyses of the method, the numerical results are validated against the other available numerical methods. The numerical heat transfer results are obtained for various values of Biot numbers. Also, the effects of various geometric and material properties are studied separately. After that, using the obtained temperature gradients in the fin, a closed-form solution is obtained for the eciency and the thermal stress field associated with temperature gradients in the fin. Then, the results for stress domain are validated against the available data in the literature. Finally, new results taking into account the effects of various parameters are presented. The thermal stress field results are presented in the form of contour plots.
机译:在本文中,使用同伦分析方法(HAM)来评估空心圆盘的热行为,该圆盘具有与温度呈二次方关系的导热系数,并确定散热片内的温度和应力分布。利用HAM推导并求解了翅片对流传热,翅片的效率以及翅片中的热应力的非线性方程。在对该方法进行收敛分析之后,将数值结果与其他可用的数值方法进行验证。对于各种毕奥数值,获得了数值传热结果。此外,还将分别研究各种几何和材料特性的影响。之后,使用鳍片中获得的温度梯度,获得与鳍片中温度梯度相关的效率和热应力场的封闭形式解。然后,根据文献中的可用数据验证应力域的结果。最后,提出了考虑各种参数影响的新结果。热应力场结果以等高线图的形式表示。

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