Problem-2 For the turbulent incompressible boundary layer, the velocity profile is given as u = g!/7 u/Ue, G y/8, Ue and d are boundary-layer edge velocity where, ū = and boundary layer thickness, respectively. Using momentum integral equation, prove that: 8/x = 0.383/Rep/5, 8,/x = 0.0479/Re, 1/5 and 0/x = 0.0372/Re. 1/5

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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Problem-2
For the turbulent incompressible boundary layer, the velocity profile is
given as
u/Ue, y = y/8, Ue and d are boundary-layer edge velocity
where, u =
and boundary layer thickness, respectively. Using momentum integral
equation, prove that:
8/x = 0.383/Re,/5
8% /x = 0.0479/Re/5
and 0/x = 0.0372/Re/5
Transcribed Image Text:Problem-2 For the turbulent incompressible boundary layer, the velocity profile is given as u/Ue, y = y/8, Ue and d are boundary-layer edge velocity where, u = and boundary layer thickness, respectively. Using momentum integral equation, prove that: 8/x = 0.383/Re,/5 8% /x = 0.0479/Re/5 and 0/x = 0.0372/Re/5
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