Pum 2 cm I.D. Ball Valve Patm Problem 2: The drain on a large tank of liquid consists of a ball valve with a 2 cm inside diameter that connects to the tank with a well-rounded flow entrance. The height of the fluid surface above the valve entrance is denoted h. The pressure in the air space above the surface of the fluid is the same as that outside of the tank, Patm. Taking the losses to come solely from the ball valve and its entrance region, perform the following analysis: a. Find the velocity of the flow through the valve and the flow rate (in liters/sec) when h = 6 meters and the valve is fully open. b. Find the increase in fluid height h required to maintain the same flow rate as that found in Part a. with the ball valve 1/3 closed. c. How does the change in fluid height in Part b. compare with the increase in head loss caused by the partial closing of the valve?

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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Pum
2 cm I.D.
Ball Valve
Patm
Problem 2: The drain on a large tank of liquid consists of a ball valve with a 2 cm inside diameter that connects
to the tank with a well-rounded flow entrance. The height of the fluid surface above the valve entrance is
denoted h. The pressure in the air space above the surface of the fluid is the same as that outside of the tank,
Patm. Taking the losses to come solely from the ball valve and its entrance region, perform the following analysis:
a. Find the velocity of the flow through the valve and the flow rate (in liters/sec) when h = 6 meters and
the valve is fully open.
b. Find the increase in fluid height h required to maintain the same flow rate as that found in Part a. with
the ball valve 1/3 closed.
c. How does the change in fluid height in Part b. compare with the increase in head loss caused by the
partial closing of the valve?
Transcribed Image Text:Pum 2 cm I.D. Ball Valve Patm Problem 2: The drain on a large tank of liquid consists of a ball valve with a 2 cm inside diameter that connects to the tank with a well-rounded flow entrance. The height of the fluid surface above the valve entrance is denoted h. The pressure in the air space above the surface of the fluid is the same as that outside of the tank, Patm. Taking the losses to come solely from the ball valve and its entrance region, perform the following analysis: a. Find the velocity of the flow through the valve and the flow rate (in liters/sec) when h = 6 meters and the valve is fully open. b. Find the increase in fluid height h required to maintain the same flow rate as that found in Part a. with the ball valve 1/3 closed. c. How does the change in fluid height in Part b. compare with the increase in head loss caused by the partial closing of the valve?
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