Determine the diameter of a sanitary sewer needed to serve a community with a population of 8,000 people and 300 liters per capita per day (lpcd) as water supply rate. Assume "n" value of 0.013 in the Manning's formula, slope of the sewer = 0.005, the return flow as 80%, peak discharge as 3 times the average sewage discharge and the sewer runs full. Further, find out how many extra persons can be served if the slope is doubled?
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Assume "n" value of 0.013 in the Manning's formula, slope of the sewer = 0.005, the return flow as 80%, peak discharge as 3 times the average sewage discharge .
Explanation:
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