The effects of the convex surface curvature on the local heat transfer from an axisymmetric impinging jet were investigated. The flow at the nozzle exit has a fully developed velocity profile. The jet Reynolds number (Re) ranges from 11,000 to 50,000, the dimensionless nozzle-to-surface distance (L/
Flow visualizations and heat transfer measurements for a rotating pin-fin heat sink with a circular impinging jet
β Scribed by Tzer-Ming Jeng; Sheng-Chung Tzeng; Hong-Ru Liao
- Publisher
- Elsevier Science
- Year
- 2009
- Tongue
- English
- Weight
- 592 KB
- Volume
- 52
- Category
- Article
- ISSN
- 0017-9310
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β¦ Synopsis
This work experimentally investigated the fluid flow and heat transfer behaviors of jet impingement onto the rotating heat sink. Air was used as impinging coolant, while the square heat sinks with uniformly inline arranged 5 Γ 5 and 9 Γ 9 pin-fins were employed. The side length (L) of the heat sink equaled 60 mm and was fixed. Variable parameters were the relative length of the heat sink (L/d = 2.222 and 4.615), the relative distance of nozzle-to-fin tip (C/d = 0-11), the jet Reynolds number (Re = 5019-25,096) and the rotational Reynolds number (Re r = 0-8114). Both flow characteristics of stationary and rotating systems were illustrated by the smoke visualization. Besides, the results of heat transfer indicate that, for a stationary system with a given air flow rate, there was a larger average Nusselt number (Nu 0 ) for the 9 Γ 9 pin-fin heat sink with L/d = 4.615 and C/d = 11. For a rotating system, a bigger Re r meant a more obvious heat transfer enhancement (Nu X /Nu 0 ) in the case of smaller Re, but Nu X /Nu 0 decreased with increasing Re. In this work, Nu X /Nu 0 in L/d = 2.222 is higher than in L/d = 4.615; among the systems in L/d = 2.222, bigger Nu X /Nu 0 exists in the case of C/d = 9-11, but among the systems in L/d = 4.615, bigger Nu X /Nu 0 exists in the case of C/d = 1-3. Finally, according to the base of Nu X /Nu 0 P 1.1, the criterion of the substantial rotation was suggested to be Re r /Re P 1.154.
π SIMILAR VOLUMES
In this paper, modified similarity solutions for velocity and temperature distributions in the heat sink subject to a uniformly impinging jet are presented. A heat sink is modeled as a fluid-saturated porous medium and a similarity transformation is employed. The Brinkman-extended Darcy equations fo
## Abstract The flow field around a circular cylinder elastically suspended with a cantileverβtype plate spring in the jet impingement region was visualized to investigate the mechanism of the impingement heat transfer. The impingement distance __H__ was kept constant at 3 or 5 times as large as th