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You are given the velocity profile within a thin layer of liquid, draining from an inclined plane as vx = v0 (ay/h − y2/h2), where v0 is the surface velocity and a is a constant that needs to be determined. The height of the liquid film h = 2 cm and the flow rate is 1.8liters/minute. The plane has width 10 cm into the paper.(i). Determine the constant a by applying a suitable boundary condition at y = h.

You are given the velocity profile within a thin layer of liquid, draining from an inclined plane as vx = v0 (ay/h − y2/h2), where v0 is the surface velocity and a is a constant that needs to be determined. The height of the liquid film h = 2 cm and the flow rate is 1.8liters/minute. The plane has width 10 cm into the paper.(i). Determine the constant a by applying a suitable boundary condition at 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
Problem 1.1MA
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You are given the velocity profile within a thin layer of liquid, draining from an 
inclined plane as vx = v0 (ay/h − y2/h2), where v0 is the surface velocity and a is a constant that 
needs to be determined. The height of the liquid film h = 2 cm and the flow rate is 1.8
liters/minute. The plane has width 10 cm into the paper.
(i). Determine the constant a by applying a suitable boundary condition at y = h.

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