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A novel optimum constructal fork-shaped fin array design for simultaneous heat and mass transfer application in a space-constrained situation

机译:一种新的最佳构造叉形翅片阵列设计,用于在空间受限情况下进行热量传递应用

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The present study deals with the design and analysis of an array of constructal fork-shaped fins adhered to a circular tube and operating under fully wet conditions. Fork-shaped fin arrays with two and three numbers of branches are considered in the current work. The mass transfer process is calculated by using a cubic relation between the humidity ratio of saturated air and the corresponding fin surface temperature. The governing equations are highly non-linear and hence they are solved by using a semi-analytical technique called Homotopy Perturbation method. The optimisation is done by maximising the net heat transfer rate of the fin array and unfinned surface and by imposing certain constraints. The constraints are taken such that the radial space limitations fin material limitations, as well as the minimum fin gap considerations, are taken into account. As the present problem involves a large number of design parameters as well as the interrelated constraints, a bioinspired metaheuristic algorithm called the Firefly Algorithm has been employed for obtaining the optimum condition. The analysis has been performed for different operating conditions and the results have been compared with the corresponding rectangular fin array. From the study, it has been seen that the heat transfer rate from the optimum fork-shaped fin array with two branches is higher than that from the optimum rectangular fin array. However, in a few cases, it has been found that there is marginal difference in heat transfer rate between the optimum fork-shaped fin array with two branches and the rectangular fin array but the total length of each fin for the former case is found to be smaller and hence fork-shaped fin array with two branches would be a better selection than the rectangular fin array. However, increasing the number of branches of the fork-shaped fins from two to three does not provide any benefit in terms of either lower fin length or higher heat transfer rate.
机译:本研究涉及构造叉形翅片的阵列的设计和分析,粘附在圆管上,并在完全湿润的条件下操作。在当前的工作中考虑了具有两个和三个分支的叉形翅片阵列。通过使用饱和空气的湿度比与相应的翅片表面温度之间的立方关系来计算传质过程。控制方程是高度非线性的,因此通过使用称为同型扰动方法的半分析技术来解决它们。通过最大化翅片阵列和未突出的表面的净传热速率以及施加某些约束来完成优化。考虑到约束,使得径向空间限制鳍片物质限制以及最小鳍片注意事项。如本问题所涉及大量的设计参数以及相互关联的约束,所谓的生物算法已经采用了称为萤火虫算法的生物算法来获得最佳条件。已经针对不同的操作条件进行了分析,并将结果与​​相应的矩形翅片阵列进行了比较。从研究来看,已经看到,具有两个分支的最佳叉形翅片阵列的传热速率高于最佳矩形翅片阵列。然而,在几种情况下,已经发现,具有两个分支和矩形翅片阵列的最佳叉形翅片阵列之间的传热速率的边际差异,但是发现前壳体的每种鳍的总长度因此,具有两个分支的叉形翅片阵列是比矩形翅片阵列更好的选择。然而,从两到三个增加叉形翅片的分支的数量在较低的翅片长度或更高的传热速率方面都不提供任何益处。

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