Enhancement of Fin Efficiency: a New Proposal

Nabil L. K. Al-Saffar, Hayder Kraidi Rashid Nasrawi, M. K. Hamza, M. Jabbar
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Abstract

The heat dissipation by fins is very important in many technological systems. The thermal efficiency of fins can be improved depending on many characteristics; one of them is the surface area. This work presents a new fin shapes model used to increase the surface area, keeping the same volume. However, three different fin geometries are used (cylinder, a new fin geometry consisting of cutting cone with hemisphere and an egg (oval) shape fin). A numerical investigation is used to analyze the thermal efficiency of these three types of fins under free convection consideration. The Finite Element Method (FEM) is used as a numerical analysis in order to compute unsteady temperature distribution and heat flux on the surface, based on Ansys Ver.16.1. The new fin shape presented in this study can increase the efficiency by 4%, compared with classical types. The thermal results show that the egg fins have the best thermal efficiency. Moreover, the result is validated and approved by other researchers.
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提高金融效率:一个新建议
翅片散热在许多工艺系统中都是非常重要的。翅片的热效率可以根据许多特性来提高;其中之一是表面积。这项工作提出了一种新的翅片形状模型,用于增加表面积,保持相同的体积。然而,使用了三种不同的鳍几何形状(圆柱体,由带半球的切割锥和卵(椭圆形)形鳍组成的新鳍几何形状)。用数值方法分析了在自由对流条件下这三种翅片的热效率。采用有限元法(FEM)进行数值分析,计算非定常温度分布和表面热流密度,基于Ansys Ver.16.1。与传统鳍型相比,本文提出的新型鳍型效率可提高4%。热分析结果表明,卵鳍具有最佳的热效率。并且,该结果得到了其他研究人员的验证和认可。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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