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January 2010, Vol. 22, No.1
Certification Quiz
Flows and Pumping
Multiple Choice Questions:
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Calculate the peak-hour flow rate, given the following information.
Population = 50,000 people.
Wastewater generation rate = 85 gal per person/d.
Additional inflow and infiltration = 10 gal per person/d.
Ratio of average daily flow to maximum daily flow = 2.5.
A. 4.75 mgd
B. 11.9 mgd
C. 15 ft3/s
D. 37.5 ft3/s
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What is the most accurate way to determine the flow velocity in a pipe?
A. Measure it directly.
B. Calculate it with the Hazen–Williams equation.
C. Calculate it with the Manning equation.
D. Estimate it using d/D ratio tables.
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As population increases and the size of the collection area expands, what happens to the peaking factor used to estimate peak-hour flows?
A. It decreases.
B. It increases.
C. It remains about the same.
D. It depends on the number of lift stations in the system.
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What is the flow velocity in a 15-in. sewer line that is flowing half full when the flow rate is 3 ft3/s?
A. 1.8 ft/s.
B. 2.4 ft/s.
C. 4.9 ft/s.
D. 22.5 ft/s.
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What is the flow rate, in gallons per minute, of a 16-in.-diameter force main with a flow velocity of 5 ft/s that is flowing full?
A. 7.05 gal/min.
B. 12.9 gal/min.
C. 3132 gal/min.
D. 3530 gal/min.
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What is the flow rate, in gallons per minute, from a pump with a discharge diameter of 6 in. and a velocity of 5 ft/s?
A. 44 gal/min.
B. 198 gal/min.
C. 338 gal/min.
D. 441 gal/min.
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Dynamic head — also called headlosses or frictional losses — depends on pipe diameter, pipe material, and what other parameter?
A. Suction head.
B. Velocity of the water through the pipe.
C. Atmospheric pressure.
D. Pump discharge diameter.
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If the maximum number of pump on–off cycles per hour desired is three, what capacity, in gal/min, pump should be installed in the following lift station?
Wet well diameter = 8 ft.
Low water level = 2 ft.
High water level = 10 ft.
Rate of water entering the lift station = 10 gal/min.
A. 1012 gal/min.
B. 30 gal/min.
C. 45 gal/min.
D. 160 gal/min.
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Wet well sizes must be large enough to minimize what but small enough to do whatelse?
A. Pump cycles per hour — minimize the accumulation of solids in the wet well.
B. Overflow of wastewater — minimize hydrogen sulfide generation.
C. The pump size required — minimize the accumulation of solids in the wet well.
D. Pump cycles per hour — maximize the release of toxic gases.
Questions developed by
Sidney Innerebner
, owner of Indigo Water Group (Littleton, Colo.),and reviewed by the Association of Boards of Certification (Ames, Iowa) Validation and Examination Committee.
Answer Key:
Click here to show or hide the answer key
1. b. Population (wastewater generation rate + inflow and infiltration rate) = average daily flow. Average daily flow × ratio of average to maximum daily flow = maximum daily flow. So, 50,000 (85 + 10) = 4.75 mgd. 4.75 mgd × 2.5 = 11.9 mgd.
2. a.
3. a.
4. c. Flow velocity = flow rate ÷ flow area. To calculate the flow area, find the area of the pipe and divide by 2 (because the pipe is running half full). A = πr2 = 3.14 × (7.5 in.)2 = 176.6 in.2 And, 176.6 in.2 ÷ 2 = 88.31 in.2 = 0.613 ft2. So, flow velocity = 3 ft3/s ÷ 0.613 ft2 = 4.9 ft/s.
5. c. Flow rate = flow velocity × flow area. Area = πr2 = 3.14 × (8 in.)2 = 200.96 in.2 = 1.396 ft2. So, flow rate = 5 ft/s × 1.396 ft2 = 6.98 ft3/s. Convert to gal/min: 6.98 ft3/s × (60 s/min) × (7.48 gal/ft3) = 3132 gal/min.
6. d. Flow rate = flow velocity × flow area. Area = πr2 = 3.14 × (3 in.)2 = 28.27 in.2 = 0.196 ft2. So, flow rate = 5 ft/s × 0.196 ft2 = 0.982 ft3/s. Convert to gal/min: 0.982 ft3/s × (60 s/min) × (7.48 gal/ft3) = 441 gal/min.
7. b.
8. d. Use the following equation to solve the problem: Cycle time in minutes = storage volume in gal ÷ (pump capacity in gal/min – wet well inflow in gal/min). Storage volume = πr2 × depth of the wet well × conversion factor from ft3 to gal = (3.14)(4)2 × (10 – 2) × 7.48 = 3006 gal. Plug that storage volume into the equation to get the following: 20 min = 3006 ÷ (pump capacity – 10). Solving for pump capacity yields 160 gal/min.
9. a.
References:
California State University–Sacramento (1996). Operation and Maintenance of Wastewater Collection Systems, A Field Study Program, Volumes 1 and 2, Fifth Edition. Sacramento, Calif.: California State University.
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