A layer of Oil of specific gravity SG = 0.85 and dynamic viscosity µ = 0.123 Pa.s flows steadily down a street having an incline of 30°with the horizontal. A scrap of paper on the surface of oil moves at a rate of U=1 The street is 20 m wide, and the oil depth is h = 50 cm. For the given velocity profiles, determine the magnitude and direction of the shear stress that acts on the solid surface (i.e., y = 0) and at y = The y-coordinate is normal to the solid surface, with y = 0 at the solid surface, and y = h at the free surface of the flow. Street is 20 m wide. A- 50 cm 30 (0) 0-(358-15점) (e) (2.5yh - 1.5y² +) cos@

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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A layer of Oil of specific gravity SG = 0.85 and dynamic viscosity µ = 0.123 Pa.s flows steadily
down a street having an incline of 30°with the horizontal.
A scrap of paper on the surface of oil moves at a rate of
U = 1. The street is 20 m wide, and the oil depth is h =
50 cm. For the given velocity profiles, determine the
magnitude and direction of the shear stress that acts on the
solid surface (i.e., y = 0) and at y = . The y-coordinate is
normal to the solid surface, with y = 0 at the solid surface,
and y = h at the free surface of the flow.
paper
%3!
Street is 20 m wide.
h= 50 cm
%3!
30
(-(35%-15)
(0) = (25yh - 1.5y²+) cos0
Transcribed Image Text:A layer of Oil of specific gravity SG = 0.85 and dynamic viscosity µ = 0.123 Pa.s flows steadily down a street having an incline of 30°with the horizontal. A scrap of paper on the surface of oil moves at a rate of U = 1. The street is 20 m wide, and the oil depth is h = 50 cm. For the given velocity profiles, determine the magnitude and direction of the shear stress that acts on the solid surface (i.e., y = 0) and at y = . The y-coordinate is normal to the solid surface, with y = 0 at the solid surface, and y = h at the free surface of the flow. paper %3! Street is 20 m wide. h= 50 cm %3! 30 (-(35%-15) (0) = (25yh - 1.5y²+) cos0
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