Optimal fin geometry based on exergoeconomic analysis for a pin-fin array with application to electronics cooling

S.Z. Shuja
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引用次数: 38

Abstract

Exergoeconomic analysis for a pin-fin array involves the achievement of a balance between the entropy generation due to heat transfer and pressure drop, while considering the unit cost of entropy generation. This process yields the optimum fin operation parameters based on minimum cost. In this study, analytical equations are presented considering the cost of operation for a pin-fin array. The solution of these equations would give the optimum fin diameter and length that result in a fin array with minimum operational cost. In addition, the influence of important fin thermal, physical, geometrical and cost parameters on the optimum diameter and length is presented in graphical form for quick calculations and easy interpretation. The presented results are subjected to the constraint that L/D is of the order of 1 or greater than 1. A case is also presented to demonstrate the use of the model for conditions typically found in cooling of electronic components.

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基于耗功经济分析的引脚鳍阵列最佳翅片几何形状及其在电子冷却中的应用
在考虑熵产单位成本的前提下,对翼片阵列进行了热传导熵产和压降熵产的平衡分析。该过程在成本最小的基础上得到最佳的鳍操作参数。在这项研究中,给出了考虑运行成本的解析方程。这些方程的解将给出最佳的鳍直径和长度,从而产生最小的运行成本的鳍阵列。此外,还以图形形式给出了重要的翅片热、物理、几何和成本参数对最佳直径和长度的影响,以便快速计算和解释。所提出的结果受到L/D为1或大于1的约束。还提出了一个案例,以证明该模型在电子元件冷却条件下的典型应用。
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Author index Announcement Some thermodynamic remarks on non-equilibrium fluid streams The exergy flux of radiative heat transfer for the special case of blackbody radiation Work and entropy production aspects of irreversible processes in closed and steady-state open systems
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