Geometric Evaluation of Bluff Bodies Arrangement under Turbulent Flows with Mixed Convection Heat Transfer

IF 1.3 4区 工程技术 Q3 ENGINEERING, MECHANICAL
F. B. Teixeira, G. Lorenzini, L. A. Isoldi, E. D. dos Santos, L. A. O. Rocha
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Abstract

This work consists of a numerical evaluation of the geometry of an arrangement of square heated obstacles under mixed convective turbulent flows. The geometry is evaluated using the Constructal Design method. The geometry has two degrees of freedom: the longitudinal distance ratio between the frontal bluff body and the posterior ones and the ratio of the transversal distance between the posterior bluff bodies. The flow is also evaluated for three Richardson number values. In all simulations, Reynolds and Prandtl numbers are considered equal to \(Re_{D}= 22,000\) and \(Pr= 0.71\), respectively. The problem is modeled through the classical turbulence modeling with the SST—\(\kappa\)-\(\omega\) closure model. The main objective of the study is to evaluate how the variation in geometry of the arrangement of bluff bodies and different conditions of mixed convection influences the mean drag coefficient and Nusselt number on the arrangement. The variation of mixed convection conditions led to different effects of longitudinal and transversal pitches over the performance indicators, demonstrating that the mechanism of mixed convection strongly influences the arrangement design. For Ri = 1.0, the solutions for the drag coefficient and Nusselt number curves are smoothed due to the natural convection being in the auxiliary flow direction, which thins the boundary layers. The opposite is noticed for \(Ri= -1.0\), where the opposing forces between natural and forced convection intensified the free shear flow, increasing the thickness of turbulent boundary layers.

Abstract Image

混合对流换热湍流条件下钝体排列的几何评价
这项工作包括对混合对流湍流中方形加热障碍物排列的几何形状进行数值评估。使用结构设计方法评估几何形状。该几何结构有两个自由度:正面钝体与背面钝体之间的纵向距离比和背面钝体之间的横向距离比。流也评估了三个理查德森数值。在所有的模拟中,雷诺兹数和普朗特数被认为分别等于\(Re_{D}= 22,000\)和\(Pr= 0.71\)。通过经典的湍流模型,用SST - \(\kappa\) - \(\omega\)闭包模型对问题进行了模拟。研究的主要目的是评价钝体排列几何形状的变化和不同混合对流条件对平均阻力系数和努塞尔数排列的影响。混合对流条件的变化导致纵向节距和横向节距对性能指标的影响不同,表明混合对流机制对布置设计的影响较大。当Ri = 1.0时,由于自然对流处于辅助流动方向,使得边界层变薄,使得阻力系数和努塞尔数曲线的解变得平滑。\(Ri= -1.0\)的情况正好相反,自然对流和强迫对流之间的反作用力加强了自由剪切流动,增加了湍流边界层的厚度。
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来源期刊
Journal of Engineering Thermophysics
Journal of Engineering Thermophysics THERMODYNAMICS-ENGINEERING, MECHANICAL
CiteScore
2.30
自引率
12.50%
发文量
0
审稿时长
3 months
期刊介绍: Journal of Engineering Thermophysics is an international peer reviewed journal that publishes original articles. The journal welcomes original articles on thermophysics from all countries in the English language. The journal focuses on experimental work, theory, analysis, and computational studies for better understanding of engineering and environmental aspects of thermophysics. The editorial board encourages the authors to submit papers with emphasis on new scientific aspects in experimental and visualization techniques, mathematical models of thermophysical process, energy, and environmental applications. Journal of Engineering Thermophysics covers all subject matter related to thermophysics, including heat and mass transfer, multiphase flow, conduction, radiation, combustion, thermo-gas dynamics, rarefied gas flow, environmental protection in power engineering, and many others.
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