A reservoir, Figure 4, is circular in plan and the sides slope at an angle of tan-1 (1/5) to the horizontal. When the reservoir is full the diameter of the water surface is 50 m. Discharge from the reservoir takes place through a pipe of diameter 0.65 m, the outlet being 4 m below top water level. Determine the time for the water level to fall 2 m assuming the discharge to be 0.75a/2gH m'/s where ais the cross sectional area of the pipe in m and His the head of water above the outlet in m. 50m H Figure 4: To be used for Que. Sa Using continuity and the Bernoulli equation, derive the expression that can be used to measure actual flow rate with a Venturimeter.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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solve a and b.

a) A reservoir, Figure 4, is circular in plan and the sides slope at an angle of tan- (1/5)
to the horizontal. When the reservoir is full the diameter of the water surface is 50 m.
Discharge from the reservoir takes place through a pipe of diameter 0.65 m, the outlet
being 4 m below top water level. Determine the time for the water level to fall 2 m
assuming the discharge to be 0. 75a/2gH m/s where a is the cross sectional area of the
pipe in m and His the head of water above the outlet in m.
50m
H
Figure 4: To ke used for Que. Sa.
b) Using continuity and the Bernoulli equation, derive the expression that can be used to
measure actual flow rate with a Venturimeter.
Transcribed Image Text:a) A reservoir, Figure 4, is circular in plan and the sides slope at an angle of tan- (1/5) to the horizontal. When the reservoir is full the diameter of the water surface is 50 m. Discharge from the reservoir takes place through a pipe of diameter 0.65 m, the outlet being 4 m below top water level. Determine the time for the water level to fall 2 m assuming the discharge to be 0. 75a/2gH m/s where a is the cross sectional area of the pipe in m and His the head of water above the outlet in m. 50m H Figure 4: To ke used for Que. Sa. b) Using continuity and the Bernoulli equation, derive the expression that can be used to measure actual flow rate with a Venturimeter.
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