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Short Quiz 7 in Hydraulics (CE 326)

Total questions: 10

Worksheet time: 11mins

Name
Class
Date
1.

At critical velocity, the Reynolds number is equal to ________

a)

More than 2100

b)

2000

c)

2100

d)

less than 2000

2.

Water having kinematic viscosity v=0.00013 m2/s flows in a 100-mm-diameter pipe at a velocity of 1.5 m/s. Is the flow laminar or turbulent?

a)

Unsteady

b)

Turbulent

c)

Laminar

d)

Steady

3.

Oil of specific gravity 0.81 flows in a 250mm diameter pipe. Find the critical velocity. Use μ=8.14 x 10-2 Pa-s.

a)

1.0175 m/s

b)

0.8039 m/s

c)

1.1075 m/s

d)

0.8309 m/s

4.

Determine the shear stress at the walls of a 300mm diameter pipe when water flowing causes a head lost of 5m in 90m pipe length.

a)

40.875 Pa

b)

20.02 Pa

c)

13.625 Pa

5.

Water flow at the rate of 200 lit/sec through 120m horizontal pipe having a diameter of 300mm. If the pressure difference between the end points is 280 mmHg, determine the friction factor.

a)

0.023

b)

0.002

c)

0.0032

d)

0.032

6.

Water flows from a tank through 160 feet of 4 inches diameter pipe and then discharges into air as shown in the figure. The flow of water in the pipe is 12 cfs. Assume n=0.013 and neglect minor losses. Determine the total head lost in the pipe in feet.

a)

6037.8 ft

b)

6361 ft

c)

6396.29 ft

7.

A pump draws 25 lit/sec of water from reservoir A to reservoir B as shown. Assuming f=0.02 for all pipes, compute the horsepower delivered by the pump.

a)

17.179 hp

b)

16.168 hp

c)

22.332 hp

d)

33.223 hp

8.

For a 250mm diameter concrete pipe 3,500 m long, find the diameter of a 300m long equivalent pipe. Assume the friction factor f be the same for both pipes.

a)

47.26 mm

b)

152.95 mm

c)

182.5 mm

d)

123.74 mm

9.

Two pipes 1 and 2 having the same length and diameter are in parallel. If the flow in pipe 1 is 750 lit/sec, what is the flow in pipe 2 if the friction factor f of the second pipe is twice that of the first pipe?

a)

655 lit/s

b)

585 lit/s

c)

530 lit/s

d)

620 lit/s

10.

Two pipes are in series. If the coefficient of roughness n2=2n1 and the diameter D1 = 550mm, find the diameter D2 if the slope of their energy grade lines are the same.

a)

684.24 mm

b)

648.42 mm

c)

626.33 mm

d)

662.33 mm