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Numerical investigation of turbulent forced convection in a duct with a trapezoidal cross section

机译:梯形管道中湍流强迫对流的数值研究

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摘要

The present work concerns development and application of turbulence models for forced convective heat transfer in trapezoidal ducts. The numerical approach is based on the finite volume technique with a non-staggered grid arrangement. The pressure-velocity coupling is handled by using the SIMPLEC-algorithm. Cyclic conditions in the main flow direction are imposed. The standard k-#epsilon# model with wall functions is used as a feference. The non-linear k-#epsilon# of Speziale is applied to calculate the turbulent shear stresses. The turbulent heat fluxes are calculated by the simple eddy diffusivity (SED) concept, the GGDH method and the WET method. The overall comparison between the methods is presented in terms of the friction factor and average Nusselt number. In particular the secondary flow field is investigated.
机译:本工作涉及梯形管道中强迫对流换热的湍流模型的开发和应用。数值方法是基于有限体积技术和无交错网格排列的。压力-速度耦合通过使用SIMPLEC算法进行处理。沿主流动方向施加循环条件。具有墙函数的标准k-#epsilon#模型用作参考。应用Speziale的非线性k-εε计算湍流剪切应力。湍流通量通过简单涡流扩散率(SED)概念,GGDH方法和WET方法计算得出。两种方法之间的总体比较以摩擦系数和平均努塞尔数表示。特别地,研究了次级流场。

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