Heat Transfer and Fluid Flow in Concentric Annular Ducts Using the Galerkin-Based Integral Method: A Numerical Study

Valdecir A.S. Júnior, S. Neto, A. G. B. de Lima
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Abstract

In this paper, we cope with the problem of presents a numerical analysis for heat transfer in a duct with geometry circular annular elliptical using the Galerkin-based integral method. The analysis is performed for different geometries of the duct (circular annular circular and circular annular elliptical), and the method is validated for circular cylindrical geometry. Parameters such as mean temperature and mean and location Nusselt numbers for two boundary conditions: constant wall temperature and axial constant heat flux in the wall with constant wall temperature are presented and analyzed.
基于伽辽金积分法的同心环形管道传热与流体流动数值研究
本文用伽辽金积分法对几何圆形环形椭圆管道内的换热问题进行了数值分析。对不同几何形状的管道(圆形环形和圆形环形椭圆)进行了分析,并对圆形圆柱几何形状的方法进行了验证。给出并分析了壁面温度恒定和壁面轴向热流密度恒定两种边界条件下的平均温度和平均位置努塞尔数等参数。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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