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A constant-thickness film of viscous liquid flows in laminar motion down a plate inclined at angle 0, as in Fig. P4.36. The velocity profile is u =Cy(2h-y) v=w=0 Find the constant C in terms of the specific weight and viscosity and the angle 0. Find the volume flux Q per unit width in terms of these parameters. Also, what are the appropriate boundary conditions (i) at the bottom y = 0 and (ii) at the surface y = h? €

A constant-thickness film of viscous liquid flows in laminar motion down a plate inclined at angle 0, as in Fig. P4.36. The velocity profile is u =Cy(2h-y) v=w=0 Find the constant C in terms of the specific weight and viscosity and the angle 0. Find the volume flux Q per unit width in terms of these parameters. Also, what are the appropriate boundary conditions (i) at the bottom y = 0 and (ii) at the surface y = h? €

Elements Of Electromagnetics
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
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A constant-thickness film of viscous liquid flows in laminar motion down a plate inclined at angle 0, as in Fig. P4.36. The velocity profile is u =Cy(2h-y) v=w=0 Find the constant C in terms of the specific weight and viscosity and the angle 0. Find the volume flux Q per unit width in terms of these parameters. Also, what are the appropriate boundary conditions (i) at the bottom y = 0 and (ii) at the surface y = h? €
Transcribed Image Text:A constant-thickness film of viscous liquid flows in laminar motion down a plate inclined at angle 0, as in Fig. P4.36. The velocity profile is u =Cy(2h-y) v=w=0 Find the constant C in terms of the specific weight and viscosity and the angle 0. Find the volume flux Q per unit width in terms of these parameters. Also, what are the appropriate boundary conditions (i) at the bottom y = 0 and (ii) at the surface y = h? €
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