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Numerical study of a confined slot impinging jet with nanofluids.

Manca O, Mesolella P, Nardini S, Ricci D - Nanoscale Res Lett (2011)

Bottom Line: The dimensionless stream function contours show that the intensity and size of the vortex structures depend on the confining effects, given by H/W ratio, Reynolds number and particle concentrations.Furthermore, for increasing concentrations, nanofluids realize increasing fluid bulk temperature, as a result of the elevated thermal conductivity of mixtures.The required pumping power as well as Reynolds number increases and particle concentrations grow, which is almost 4.8 times greater than the values calculated in the case of base fluid.List of symbols.

View Article: PubMed Central - HTML - PubMed

Affiliation: Dipartimento di Ingegneria Aerospaziale e Meccanica, Seconda Università degli Studi di Napoli, Via Roma 29 - 81031 Aversa, Italy. oronzio.manca@unina2.it.

ABSTRACT

Background: Heat transfer enhancement technology concerns with the aim of developing more efficient systems to satisfy the increasing demands of many applications in the fields of automotive, aerospace, electronic and process industry. A solution for obtaining efficient cooling systems is represented by the use of confined or unconfined impinging jets. Moreover, the possibility of increasing the thermal performances of the working fluids can be taken into account, and the introduction of nanoparticles in a base fluid can be considered.

Results: In this article, a numerical investigation on confined impinging slot jet working with a mixture of water and Al2O3 nanoparticles is described. The flow is turbulent and a constant temperature is applied on the impinging. A single-phase model approach has been adopted. Different geometric ratios, particle volume concentrations and Reynolds number have been considered to study the behavior of the system in terms of average and local Nusselt number, convective heat transfer coefficient and required pumping power profiles, temperature fields and stream function contours.

Conclusions: The dimensionless stream function contours show that the intensity and size of the vortex structures depend on the confining effects, given by H/W ratio, Reynolds number and particle concentrations. Furthermore, for increasing concentrations, nanofluids realize increasing fluid bulk temperature, as a result of the elevated thermal conductivity of mixtures. The local Nusselt number profiles show the highest values at the stagnation point, and the lowest at the end of the heated plate. The average Nusselt number increases for increasing particle concentrations and Reynolds numbers; moreover, the highest values are observed for H/W = 10, and a maximum increase of 18% is detected at a concentration equal to 6%. The required pumping power as well as Reynolds number increases and particle concentrations grow, which is almost 4.8 times greater than the values calculated in the case of base fluid.List of symbols.

No MeSH data available.


Related in: MedlinePlus

Profiles of qw/q0w ratio along x/W: (a) H/W = 4, ϕ = 0%, Re = 5000, 10000, 15000 and 20000; (b) H/W = 4, Re = 5000, ϕ = 0, 1, 4 and 6%; (c) H/W = 4, 6, 8 and 10, ϕ = 0% and Re = 5000.
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Figure 7: Profiles of qw/q0w ratio along x/W: (a) H/W = 4, ϕ = 0%, Re = 5000, 10000, 15000 and 20000; (b) H/W = 4, Re = 5000, ϕ = 0, 1, 4 and 6%; (c) H/W = 4, 6, 8 and 10, ϕ = 0% and Re = 5000.

Mentions: In Figure 7, the variation of local qw/q0w ratio is shown. The qw/q0w value represents the local ratio between the local total heat flux and total heat flux at stagnation point for any case. The maximum value is reached at the stagnation point of any considered case. As Re increases, qw/q0w ratio increases. Difference in terms of qw/q0w is more significant passing from Re = 5000 to 10000 than the other considered Re. In fact, at x/W = 4, there is a difference of 0.12 in terms of qw/q0w while in the other cases, the largest difference is 0.9. The heat transfer augmentation is more significant near the stagnation point than in correspondence with the end of the impinged plate. In Figure 7b, it is observed as the nanofluid concentration has very little influence on qw/q0w. The effects of H/W are underlined in Figure 7c: near the stagnation point, qw/q0w ratio has almost the same value for all H/W. From x/W = 4 curves spread out and qw/q0w increases as H/W increases. This affects the results in terms of average Nusselt number, calculated at different H/W ratios.


Numerical study of a confined slot impinging jet with nanofluids.

Manca O, Mesolella P, Nardini S, Ricci D - Nanoscale Res Lett (2011)

Profiles of qw/q0w ratio along x/W: (a) H/W = 4, ϕ = 0%, Re = 5000, 10000, 15000 and 20000; (b) H/W = 4, Re = 5000, ϕ = 0, 1, 4 and 6%; (c) H/W = 4, 6, 8 and 10, ϕ = 0% and Re = 5000.
© Copyright Policy - open-access
Related In: Results  -  Collection

License
Show All Figures
getmorefigures.php?uid=PMC3211241&req=5

Figure 7: Profiles of qw/q0w ratio along x/W: (a) H/W = 4, ϕ = 0%, Re = 5000, 10000, 15000 and 20000; (b) H/W = 4, Re = 5000, ϕ = 0, 1, 4 and 6%; (c) H/W = 4, 6, 8 and 10, ϕ = 0% and Re = 5000.
Mentions: In Figure 7, the variation of local qw/q0w ratio is shown. The qw/q0w value represents the local ratio between the local total heat flux and total heat flux at stagnation point for any case. The maximum value is reached at the stagnation point of any considered case. As Re increases, qw/q0w ratio increases. Difference in terms of qw/q0w is more significant passing from Re = 5000 to 10000 than the other considered Re. In fact, at x/W = 4, there is a difference of 0.12 in terms of qw/q0w while in the other cases, the largest difference is 0.9. The heat transfer augmentation is more significant near the stagnation point than in correspondence with the end of the impinged plate. In Figure 7b, it is observed as the nanofluid concentration has very little influence on qw/q0w. The effects of H/W are underlined in Figure 7c: near the stagnation point, qw/q0w ratio has almost the same value for all H/W. From x/W = 4 curves spread out and qw/q0w increases as H/W increases. This affects the results in terms of average Nusselt number, calculated at different H/W ratios.

Bottom Line: The dimensionless stream function contours show that the intensity and size of the vortex structures depend on the confining effects, given by H/W ratio, Reynolds number and particle concentrations.Furthermore, for increasing concentrations, nanofluids realize increasing fluid bulk temperature, as a result of the elevated thermal conductivity of mixtures.The required pumping power as well as Reynolds number increases and particle concentrations grow, which is almost 4.8 times greater than the values calculated in the case of base fluid.List of symbols.

View Article: PubMed Central - HTML - PubMed

Affiliation: Dipartimento di Ingegneria Aerospaziale e Meccanica, Seconda Università degli Studi di Napoli, Via Roma 29 - 81031 Aversa, Italy. oronzio.manca@unina2.it.

ABSTRACT

Background: Heat transfer enhancement technology concerns with the aim of developing more efficient systems to satisfy the increasing demands of many applications in the fields of automotive, aerospace, electronic and process industry. A solution for obtaining efficient cooling systems is represented by the use of confined or unconfined impinging jets. Moreover, the possibility of increasing the thermal performances of the working fluids can be taken into account, and the introduction of nanoparticles in a base fluid can be considered.

Results: In this article, a numerical investigation on confined impinging slot jet working with a mixture of water and Al2O3 nanoparticles is described. The flow is turbulent and a constant temperature is applied on the impinging. A single-phase model approach has been adopted. Different geometric ratios, particle volume concentrations and Reynolds number have been considered to study the behavior of the system in terms of average and local Nusselt number, convective heat transfer coefficient and required pumping power profiles, temperature fields and stream function contours.

Conclusions: The dimensionless stream function contours show that the intensity and size of the vortex structures depend on the confining effects, given by H/W ratio, Reynolds number and particle concentrations. Furthermore, for increasing concentrations, nanofluids realize increasing fluid bulk temperature, as a result of the elevated thermal conductivity of mixtures. The local Nusselt number profiles show the highest values at the stagnation point, and the lowest at the end of the heated plate. The average Nusselt number increases for increasing particle concentrations and Reynolds numbers; moreover, the highest values are observed for H/W = 10, and a maximum increase of 18% is detected at a concentration equal to 6%. The required pumping power as well as Reynolds number increases and particle concentrations grow, which is almost 4.8 times greater than the values calculated in the case of base fluid.List of symbols.

No MeSH data available.


Related in: MedlinePlus