A small town produces 0.15 MGD of wastewater. How many acres in size would an aerated lagoon need to be to treat this wastewater assuming a depth of 8 feet and a detention time of 6 days? (7.48 gal/ft3; 43,560 ft2/acre)
Theory: We need to determine the total voume of water for the complete detention time. Aerate lagoon must have this much of volume.
SOlution: Water flow rate = 0.15 MGD = milliongallon /day
1 million = 106
water mass flow rate = 0.15x106 gallon/day.
Water volume flow rate = mass flow rate /density = 0.15x106/7.48 = 20053.48 ft3/day.
Total volume of loagoon needed = water volumetric flow rate* detention time
=200053.48*6 = 120320.86 ft3
Total surface area of loagoon needed = volume/depth = 120320.86/8 = 15040.11 ft2
as given 1 arcre = 43560 ft2 or 1 ft2 = 1/43560
Total surface area of loagoon needed = 15040.11/43560 = 0.345 acre.
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