用改进的阻塞区法分析梯形壳体中混合对流流体的熵产生

IF 0.5 Q4 ENGINEERING, MULTIDISCIPLINARY Journal of the Serbian Society for Computational Mechanics Pub Date : 2020-12-30 DOI:10.24874/JSSCM.2020.14.02.07
M. Atashafrooz, Mohsen Shafie
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引用次数: 2

摘要

在本研究中,对梯形外壳中混合对流流体的熵产生进行了数值分析。为了实现这一目标,详细研究了Grashof数、雷诺数和外壳侧壁倾角对速度场和温度场分布以及熵产生值和Bejan数的影响。Boussinesq近似用于计算浮力。此外,根据热力学第二定律计算熵产生数。此外,应用改进的分块区域法对梯形围护结构的斜墙进行了精确模拟。数值求解结果表明,在整个围挡计算域中,流动不可逆性的最大值与Grashof数、雷诺数和侧壁倾角最大值的情况有关。
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ANALYSIS OF ENTROPY GENERATION FOR MIXED CONVECTION FLUID FLOW IN A TRAPEZOIDAL ENCLOSURE USING THE MODIFIED BLOCKED REGION METHOD
In this research, analysis of entropy generation for mixed convection fluid flow in a trapezoidal enclosure is numerically investigated. To achieve this goal, the influences of Grashof number, Reynolds number and inclination angle of enclosure side walls on the distributions of the velocity and temperature fields and the values of entropy generation and Bejan numbers are examined with full details. The Boussinesq approximation is used to calculate the buoyancy force. Also, the entropy generation numbers are calculated according to the second law of thermodynamics. In addition, the modified blocked region method is applied to accurately simulate the diagonal walls of the trapezoidal enclosure. The results of numerical solution show that the maximum values of the flow irreversibility in the whole computational domain of the enclosure are related to the case with the highest values of Grashof number, Reynolds number and inclination angle of side walls.
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