This paper introduces a compact model to predict the interfin velocity and the resulting pressure drop across a longitudinal fin heat sink with tip bypass. The compact model is based on results obtained from a comprehensive study into the behavior of both laminar and turbulent flow in longitudinal fin heat sinks with tip bypass using CFD analysis. The new compact flow prediction model is critically compared to existing compact models as well as to the results obtained from the CFD simulations. The results indicate that the new compact model shows at least a 4.5% improvement in accuracy predicting the pressure drop over a wide range of heat sink geometries and Reynolds numbers simulated. The improved accuracy in velocity distribution between the fins also increases the accuracy of the calculated heat transfer coefficients applied to the heat sinks.

1.
Gauche, P., Coetzer, C. B., and Visser, J. A., 1998, “Characteristics of heat sink flow bypass for thermal modelling,” Proc., 5th Int. Conf. For Advanced Computational Methods in Heat Transfer, Poland, pp. 307–316.
2.
Obinelo, I. F., 1997, “Characterization of thermal and hydraulic performance of longitudinal fin heat sinks for system level modelling using CFD methods,” ASME.
3.
Gavali, S., Patankar, S., 1993, “Effect of heat sink on forced convection cooling of electronic components: A numerical study,” Advances in Electronic Packaging, ASME, EEP-Vol. 4-2.
4.
Bar-Cohen, A., 1997, “Air-Cooled heat sinks–Trends and future directions,” Advances in Electronics Packaging, ASME, EEP-Vol. 19-2.
5.
Butterbaugh, M. A., and Kang, S. S., 1995, “Effect of airflow bypass on the performance of heat sinks in electronic cooling,” Advances in Electronic Packaging, ASME, EEP-Vol. 10-2.
6.
Visser, J. A., and Gauche, P., 1996, “A computer model to simulate heat transfer in heat sinks,” Proc. 4th Int. Conf. For Advanced Computational Methods in Heat Transfer, Udine, pp 105–114.
7.
Gopalakrishna, S., 1991, “Numerical and experimental study of forced convection over power supply heat sinks,” ASME Winter Annual Meeting, pp. 1–6, Dec.
8.
Kim, S. J., Lee, S., 1997, “On Heat sink measurement and characterization,” INTERPACK’97, Hawaii, pp. 1903–1909.
9.
Wirtz
,
R. A.
, and
Chen
,
W.
, 1994, “Effect of Flow Bypass on the Performance of Longitudinal Fin Heat Sinks,” Trans. ASME, 116 Sept.
10.
Kays
,
W. M.
, 1950, “Loss coefficients for abrupt changes in flow cross section with low Reynolds number flow in single and multiple tube systems,” Trans. ASME, pp. 1067–1074 Nov.
11.
Sam
,
R. G.
,
Lessman
,
R. C.
,
1979
, “
An experimental study of flow over a rectangular body
,”
J. Fluids Eng.
,
101
, Dec., pp.
443
448
.
12.
“FLOTERM REFERENCE MANUAL,” Flomerics Limited, England 1995.
13.
Mills, A. F., 1995, Basic heat and mass transfer, Donnoly and Sons Co.
14.
White, F. M., “Fluid Mechanics,” Second Edition, McGraw Hill, New York, 1988.
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