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Numerical simulation of the natural, forced and mixed convection in a tunnel with a flat track of sinusoidal shape and a roof opening

机译:平坦正弦曲线和顶棚开口的隧道中自然,强迫和混合对流的数值模拟

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In this work, we studied the mixed convection of the airflow in a tunnel open at both ends. The tunnel has a sinusoidal trace and the horizontal ceiling is provided with an opening in the center. The tunnel floor is uniformly heated. Although of interest for many industrial applications, the configuration of this study has been studied very little from an academic point of view. Coupled equations of Naiver-Stokes and energy are solved numerically by the finite volume method with the Boussinesq hypothesis. We analyzed the effect of the parameters that characterize heat transfer, and the flow structure. Several situations have been considered by varying the Richardson number (1.3610-3≤Ri≤2.17.104) for a Prandtl number Pr = 0.71.
机译:在这项工作中,我们研究了两端开放的隧道中气流的混合对流。隧道具有正弦曲线,水平天花板的中央设有开口。隧道地板被均匀加热。尽管许多工业应用都感兴趣,但是从学术角度来看,对本研究的配置研究很少。利用Boussinesq假设,通过有限体积法数值求解了Naiver-Stokes与能量的耦合方程。我们分析了表征传热的参数和流动结构的影响。对于普朗特数Pr = 0.71,通过改变Richardson数(1.3610-3≤Ri≤2.17.104)已经考虑了几种情况。

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