Abstract:
Experimental investigation were carried out to verify the pressure
distribution and the local Nusselt number due to circular wall jet over
uniformly heated rough flat surfaces. The present investigation shows
the dependence of the pressure on jet exit Reynolds number and
relative roughness of the surfaces. It was observed that the overall
pressure co-efficient, Cp decreases with the increase of jet exit
Reynolds number and also decreases with the increase of surface
roughness. The present investigation shows the local Nusselt number
distribution with various Reynolds number and relative roughness of
the surfaces. Jet exit Reynolds numbers of 8799, 10777, 16849 and
18804 as well as relative surface roughness of smooth, 0.01371,
0.01435, 0.01581 and 0.01613 were considered for this investigation.
The coefficient of pressure decreases with the increase of jet exit
Reynolds number because of the fluid moving with higher kinetic
energy initially and decays along the length of the surface due to
frictional effect and decreases with the increase of relative surface
roughness because the effect of friction increases with the increase of
relative roughness. It was observed that the local Nusselt number
increases with the increase of jet exit Reynolds number and also
increases with the increase of surface roughness. Because of higher
Reynolds number turbulence is generated in the laminar sub-layer,
which is mixed in the buffer layer of the boundary layer.
The average Nusselt number was calculated and a correlation
developed in terms of jet Reynolds number and relative roughness of
the surface. The correlation yields ± 10% accuracy with experimental
findings. Experimental results provided useful information, which have
significant and potential industrial applications regarding the heat
transfer area and surface roughness for maximizing the average Nusselt
number.
Description:
This thesis is submitted to the Department of Mechanical Engineering, Khulna University of Engineering & Technology in partial fulfillment of the requirements for the degree of Master of Science in Mechanical Engineering, Jaunary 2003.
Cataloged from PDF Version of Thesis.
Includes bibliographical references (pages 62-66).