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EFFECT OF BUOYANCY DRIVEN STREAM LOOP NUMBERS ON HEAT TRANSFER AND ENTROPY GENERATION

机译:浮力驱动的流循环数对传热和熵产生的影响

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Free convection in a cavity filled with a fluid-saturated porous medium is from prime importance in many technological applications. Transient free convection in a rectangular cavity filled with a porous medium is numerically studied in this paper. Uniformly and non-uniformly sinusoidal heated bottom wall and adiabatic side walls maintaining constant temperature of cold top wall has been performed. Investigation of problems with this boundary condition is very complicated, as there are a limited number of studies available in the literature dealing with this problem. The finite volume numerical method is used to solve the non-dimensional governing equations. The numerical procedure has been done over a range of Rayleigh number, Ra, 10 ≤ Ra ≤ 103 and Prandtl number, Pr, 0.71 and Aspect ratio, AR, 0.25≤ AR ≤8 and effect of them is investigated on heat transfer and entropy generation. For uniform heating of the bottom wall, the heat transfer rate or Nub is high at the edges of the bottom wall due to the discontinuities present in the temperature boundary conditions at the edges and reduces towards the center of the bottom wall with the minimum value at the center. Effect of streamline loop numbers on heat transfer is shown for various aspect ratios in this study. The present paper analyzes entropy generation induced by free convection and effect of different parameters on entropy generation is studied. Relation of Nusselt number and Bejan number with aspect ratio is given that is due to effect of stream loops number. In lower Ra, because of weak stream, entropy generation is more due to heat transfer irreversibility (HHI).
机译:在许多技术应用中,充满流体饱和多孔介质的空腔中的自由对流至关重要。本文对填充有多孔介质的矩形腔内的瞬态自由对流进行了数值研究。已经进行了均匀且不均匀的正弦加热底壁和绝热侧壁,以维持冷顶壁的恒定温度。关于这种边界条件的问题的研究非常复杂,因为有关该问题的文献数量有限。有限体积数值方法用于求解无量纲控制方程。在瑞利数Ra,10≤Ra≤103和普朗特数Pr,0.71和长宽比,AR,0.25≤AR≤8的范围内进行了数值程序,并研究了它们对传热和熵产生的影响。为了均匀加热底壁,由于在边界处的温度边界条件中存在不连续性,因此底壁边缘处的传热速率或Nub较高,并且朝底壁中心减小,最小值为中心。在这项研究中,显示了流线回路数对传热的影响,涉及各种纵横比。本文分析了自由对流引起的熵产生,并研究了不同参数对熵产生的影响。由于流循环数的影响,给出了Nusselt数和Bejan数与长宽比的关系。在较低的Ra中,由于流动较弱,因此,由于传热不可逆性(HHI),更多地产生了熵。

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