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Non-local modeling for fluid flow coupled with heat transfer by using peridynamic differential operator

机译:使用绕动力学微分算子对流体流动与传热耦合进行非局部建模

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摘要

The problem of a fluid flow coupled with heat transfer is encountered in many engineering applications. In this study, a non-local model is developed towards such problems by using the peridynamic differential operator. The classical governing equations are reformulated from their differential forms into their integral forms. Furthermore, the non-local model is also cast into the non-dimensional form. Finally, the developed model is applied to simulate pure heat conduction, natural convection, and mixed convection problems. The simulation results are compared with the ones from ANSYS and the published literature. The validity of the proposed model is demonstrated good agreements. The non-local model developed in this study provides an alternative approach for the numerical simulations of the fluid flow coupled with heat transfer problems.
机译:在许多工程应用中都遇到了流体流动与传热相关的问题。在这项研究中,通过使用绕动力学微分算子针对此类问题开发了非局部模型。将经典的控制方程式从它们的微分形式转换为它们的积分形式。此外,非局部模型也被转换为无量纲形式。最后,将开发的模型应用于模拟纯热传导,自然对流和混合对流问题。仿真结果与ANSYS和已发表的文献进行了比较。所提出模型的有效性证明了良好的一致性。本研究中开发的非局部模型为流体流动与传热问题的数值模拟提供了一种替代方法。

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