A) Figure (2) shows the velocity distribution for flow of water between two parallel plates. Velocity profile: u = 10(0.01y - y²). Figure (2) Find: 1) The value of Y. 2) Shear stress at the wall. 3) Shear stress at 20μm from the wall. 4) Location of zero shear stress 5) Location of maximum velocity. B) The laminar flow velocity profile in pipe for Newtonian fluid is given by: Ux = 2ū = 2ū [1 − (²7) ²], where u, is point velocity at any radial position (r). Use the above relation to find the expression for velocity gradient at the pipe wall. water at 20°C

Principles of Heat Transfer (Activate Learning with these NEW titles from Engineering!)
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Chapter6: Forced Convection Over Exterior Surfaces
Section: Chapter Questions
Problem 6.34P
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A) Figure (2) shows the velocity distribution for flow of water between two parallel plates.
Velocity profile: u = 10(0.01y - y²).
Figure (2)
Find:
1) The value of Y.
2) Shear stress at the wall.
3) Shear stress at 20μm from the wall.
4) Location of zero shear stress
5) Location of maximum velocity.
B) The laminar flow velocity profile in pipe for Newtonian fluid is given by:
Ux = 2ū
i [1 − (²7)²], where u, is point velocity at any radial position (r). Use the above relation to find the
expression for velocity gradient at the pipe wall.
water at
20°C
Transcribed Image Text:A) Figure (2) shows the velocity distribution for flow of water between two parallel plates. Velocity profile: u = 10(0.01y - y²). Figure (2) Find: 1) The value of Y. 2) Shear stress at the wall. 3) Shear stress at 20μm from the wall. 4) Location of zero shear stress 5) Location of maximum velocity. B) The laminar flow velocity profile in pipe for Newtonian fluid is given by: Ux = 2ū i [1 − (²7)²], where u, is point velocity at any radial position (r). Use the above relation to find the expression for velocity gradient at the pipe wall. water at 20°C
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