Enhancement of Natural Convection Heat Transfer within Closed Enclosure Using Parallel Fins

A numerical study of natural convection heat transfer
in water filled cavity has been examined in 3-Dfor single phase liquid
cooling system by using an array of parallel plate fins mounted to one
wall of a cavity. The heat generated by a heat source represents a
computer CPU with dimensions of 37.5∗37.5mm mounted on
substrate. A cold plate is used as a heat sink installed on the opposite
vertical end of the enclosure. The air flow inside the computer case is
created by an exhaust fan. A turbulent air flow is assumed and k-ε
model is applied. The fins are installed on the substrate to enhance
the heat transfer. The applied power energy range used is between 15
- 40W. In order to determine the thermal behaviour of the cooling
system, the effect of the heat input and the number of the parallel
plate fins are investigated. The results illustrate that as the fin number
increases the maximum heat source temperature decreases. However,
when the fin number increases to critical value the temperature start
to increase due to the fins are too closely spaced and that cause the
obstruction of water flow. The introduction of parallel plate fins
reduces the maximum heat source temperature by 10% compared to
the case without fins. The cooling system maintains the maximum
chip temperature at 64.68°C when the heat input was at 40W that is
much lower than the recommended computer chips limit temperature
of no more than 85°C and hence the performance of the CPU is
enhanced.





References:
[1] Peterson, G. P., and Ortega, A., “Thermal control of electronic
equipment and devices,” In Advances in Heat Transfer, (Edited by
Hartnett, J. P., and Irvine, T. F.), 20, 1990, pp. 181-314.
[2] Ramaswamy, C., Joshi, Y., Nakayama, W., and Johnson, W., “Highspeed
visualization of boiling from an enhanced structure,” Int. J. Heat
and Mass Transfer, 45, 2002, pp. 4761- 4771.
[3] Ridouane, E. H., Campo, A., and Chang, J. Y., 2005 “Natural
convection patterns in right-angled triangular cavities with heated
vertical sides and cooled hypotenuses,” J. Heat Transfer, 127, 2005, pp.
1181–1186.
[4] Incropera, F. P., “Convection heat transfer in electronic equipment
cooling,” ASME J. Heat Transfer, 110, 1988, 1097–1111.
[5] Bar-Cohen, A., “Thermal management of electronic components with
dielectric liquids, Proceedings of the ASME/JSME Thermal
Engineering Joint Conference,” (Edited by J. R. Lloyd and Y.
Kurosaki), 2, pp. xvxxxix (1991).
[6] Heindel, T. J., Incropera, F. P., and Ramadhyani, S., “Conjugate natural
convection from an array of discrete heat sources: part 2 -- a numerical
parametric study,” Int. J. Heat and Fluid Flow, 16, 1995, pp. 511- 518.
[7] Hasnaoui, M., Bilgen, E., and Vasseur, P., “Natural convection heat
transfer in rectangular cavities heated from below,” J. Thermophysical
Heat Transfer, 6, 1992, pp. 255-264.
[8] Valencia, A., and Frederick, R., “Heat Transfer in square cavities with
partially active vertical walls,” Int. J. Heat and Mass Transfer, 32,
1989, pp. 1567-1574.
[9] Selamet, E., Arpaci, V. S., and Borgnakke, C., “Simulation of laminar
buoyancy driven flows in an enclosure,” Numerical Heat Transfer, 22,
1992, pp. 401-420.
[10] Incropera, F.P., “Liquid Cooling of Electronic Devices by Single-Phase
Convection,” John Wiley, New York, 1999.
[11] Hung, Y. H., and Lu, C. T., “Optimum-spacing design of vertical PCB
arrays in natural convection.In Transport Phenomena in Thermal
Control,” (Edited by G.-J. Hwang), pp. 151-161. Hemisphere, New
York (1989).
[12] Elenbaas, W., “ Heat dissipation of parallel plates by free convection,”
Physica, 9, 1942, pp. 1-28.
[13] Bar-Cohen, A., “Fin thickness for an optimized natural convection
array of rectangular fins,” J. Heat Transfer, 101, 1979, pp. 564-566.
[14] Bar-Cohen, A., and Jelinek, M., “Optimization of longitudinal finned
arrays--London's 25 KW power-tube revisited. In Compact Heat
Exchangers,” (Edited by R. K. Shah, A. D. Kraus and D. Metzger), pp.
105-120.Hemisphere, New York (1990).
[15] Heindel, T. J., Incropera, F. P., and Ramadhyani, S., “Enhancement of
natural convection heat transfer from an array of discrete heat sources,”
Int. J Heat and Mass Transfer, 39, 1996, pp. 479- 490.
[16] Gdhaidh, F. A., Hussain, K., and Qi, H. S., “Numerical Investigation of
Conjugate Natural Convection Heat Transfer from Discrete Heat
Sources in Rectangular Enclosure,” WCE 2014, 2-4 July, 2014,
London, U.K., Vol II, pp. 1304- 1309.
[17] Gdhaidh, F. A., Hussain, K., and Qi, H. S., “Numerical Study of
Conjugate Natural Convection Heat Transfer Using One Phase Liquid
Cooling,” Materials Science and Engineering, 65, 2014, 012012.
[18] Miksa deSorgo, “Thermal Interface Materials,” Electronics Cooling
Magazine September 1, 1996, No 3.