基于特征的交叉分流板圆柱热流分析

IF 0.9 Q4 THERMODYNAMICS
S. Razavi, T. Adibi, Hussein Hassanpour
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引用次数: 1

摘要

在本工作中,分析了通过具有两个交叉隔板的圆柱体的层流。基于特征的方法已与非结构化网格一起使用。目前的研究是根据发生最佳传热的几何参数来检测合适的条件。几何控制参数是分流板的角度(θ)和分流板的长度与圆柱体半径的比率(n=L/D)。研究发现,在雷诺数小于100的情况下,使用双分支分流板是不明智的,因为它对流动特性的影响很小。在两个板之间的角度为30°时,相对于其他角度,阻力最小。不建议使用角度大于60°的双分支分流器,这将显著增加总阻力。由于分流板的增加,气缸和分流装置的整体传热得到了增强。当尺寸长度为0.75时,圆柱体上的阻力最小,对流降最大。在无量纲长度1.25和1.5之间,努塞尔数以最小的振幅振荡,并且当两个分离器相距60°时也观察到这种行为。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Thermo-flow Analysis of Cylinder with Crossed Splitter Plates with a Characteristics-based Scheme
In the present work, the laminar flow through a circular cylinder with two crossed splitter plates is analyzed. The characteristic-based method has been used along with the unstructured grid. The current research has been done to detect the proper conditions according to the geometrical parameters in which the optimal heat transfer is taking place. Geometric control parameters are the angle of splitter plates (\theta) and the ratio of length of the splitter plate to cylinder radius (n=L/D). It was found that the use of a two-branched splitter plate is not wise in Reynolds number less than 100 due to its insignificant effect in flow properties. In angle 30° between two plates, the least drag force is witnessed with respect to other angles. Application of double branched splitter with angles more than 60° is not recommended, which will increase the total drag significantly. Since the splitter plate increases, the overall heat transfer from the cylinder and splitter set is enhanced. Minimum drag over the cylinder, and maximum convection drop from it is taken place when the dimension length is 0.75. Between dimensionless lengths 1.25 and 1.5, the Nusselt number oscillates with least amplitude and such behavior is also observed when two splitters are 60°apart.
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来源期刊
CiteScore
1.50
自引率
12.50%
发文量
35
期刊介绍: The purpose and scope of the International Journal of Thermodynamics is · to provide a forum for the publication of original theoretical and applied work in the field of thermodynamics as it relates to systems, states, processes, and both non-equilibrium and equilibrium phenomena at all temporal and spatial scales. · to provide a multidisciplinary and international platform for the dissemination to academia and industry of both scientific and engineering contributions, which touch upon a broad class of disciplines that are foundationally linked to thermodynamics and the methods and analyses derived there from. · to assess how both the first and particularly the second laws of thermodynamics touch upon these disciplines. · to highlight innovative & pioneer research in the field of thermodynamics in the following subjects (but not limited to the following, novel research in new areas are strongly suggested): o Entropy in thermodynamics and information theory. o Thermodynamics in process intensification. o Biothermodynamics (topics such as self-organization far from equilibrium etc.) o Thermodynamics of nonadditive systems. o Nonequilibrium thermal complex systems. o Sustainable design and thermodynamics. o Engineering thermodynamics. o Energy.
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