3. An oil of viscosity 1.8 cp and relative density 0.8 is contained in an open tank located above the application site. A 1.5-inch diameter pipe extends vertically from the bottom of the tank and is 5 m long. The oil level in the tank remains constant at 3 m above the bottom of the tank. In a case with friction the discharge speed can be obtained in the form of the following Equation. Calculate the flow rate of oil discharged per hour. Assume that the pipe is commercial steel (ε=0.05 mm). V= 2gh √/1+ 1+f D

3. An oil of viscosity 1.8 cp and relative density 0.8 is contained in an open tank located above the application site. A 1.5-inch diameter pipe extends vertically from the bottom of the tank and is 5 m long. The oil level in the tank remains constant at 3 m above the bottom of the tank. In a case with friction the discharge speed can be obtained in the form of the following Equation. Calculate the flow rate of oil discharged per hour. Assume that the pipe is commercial steel (ε=0.05 mm). V= 2gh √/1+ 1+f D

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

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3. An oil of viscosity 1.8 cp and relative density 0.8 is contained in an
open tank located above the application site. A 1.5-inch diameter pipe
extends vertically from the bottom of the tank and is 5 m long. The oil
level in the tank remains constant at 3 m above the bottom of the tank.
In a case with friction the discharge speed can be obtained in the form
of the following Equation. Calculate the flow rate of oil discharged per
hour. Assume that the pipe is commercial steel (ε=0.05 mm).
V=
2gh
+f-

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