1. Experimental study of single-row chevron-jet impingement heat transfer on concave surfaces with different curvatures
- Author
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Jing-zhou Zhang, Yuan-wei Lyu, Yong Shan, and Xi-chen Liu
- Subjects
Surface (mathematics) ,Jet (fluid) ,Curvilinear coordinates ,Materials science ,Mechanical Engineering ,Aerospace Engineering ,Reynolds number ,TL1-4050 ,Mechanics ,Curvature ,Nusselt number ,Physics::Fluid Dynamics ,symbols.namesake ,Heat transfer ,symbols ,Dimensionless quantity ,Motor vehicles. Aeronautics. Astronautics - Abstract
To address the curvature effect on single-row chevron-nozzle jet impingement heat transfer on concave surface, a series of experiments are conducted in the present investigation. Four concave surfaces including one semi-cylindrical concave surface and three parabolic concave surfaces with different width-to-depth ratios are tested under three typical Reynolds numbers (Re = 5000, 10000 and 15000) and several dimensionless nozzle-to-surface distances ranging from 1 to 8. The results show that the concave curvature has a clear impact on chevron-nozzle jet impingement heat transfer, tightly dependent on jet Reynolds number and impinging distance. In general, the semi-cylindrical concave surface produces the highest longitudinally-averaged Nusselt number at the leading line of concave surface. Under a low jet Reynolds number, the parabolic concave surface with a highly curved curvature produces higher longitudinally-averaged Nusselt number at the leading line and more uniform longitudinally-averaged Nusselt number distribution along the curvilinear direction. However, the longitudinally-averaged Nusselt number at the leading line of concave surface is the lowest for the highly curved surface under a high jet Reynolds number and large impinging distance. In comparison with the round-nozzle, chevron nozzle plays a more significant role on improving jet impingement heat transfer at small impinging distances. Keywords: Chevron nozzle, Concave surface, Experimental test, Heat transfer, Jet impingement
- Published
- 2019