Calculate the dosage of activated carbon to reduce an influent concentration of 300 ug/L of chloroform to 100 ug/L (treatment objective) using powdered (PAC) and granular activated carbon (GAC). Assume for the GAC and PAC process that the carbons are saturated at the influent concentration and treatment objective, respectively. Givn: Q= 10 mgd. 0.625 ag of chloroform gof activated carbon K= 159- How long will the GAC last if the filter density p= 0.37 g/cm and EBCT = 15 min?

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15-11 Calculate the dosage of activated carbon to reduce an influent
concentration of 300 ug/L of chloroform to 100 ug/L (treatment
objective) using powdered (PAC) and granular activated carbon
(GAC). Assume for the GAC and PAC process that the carbons are
saturated at the influent concentration and treatment objective,
respectively. Given: Q = 10 mgd.
0.625
ug of chloroform
g of activated carbon ug
K = 159-
How long will the GAC last if the filter density p=0.37 g/cm" and
EBCT= 15 min?
Transcribed Image Text:15-11 Calculate the dosage of activated carbon to reduce an influent concentration of 300 ug/L of chloroform to 100 ug/L (treatment objective) using powdered (PAC) and granular activated carbon (GAC). Assume for the GAC and PAC process that the carbons are saturated at the influent concentration and treatment objective, respectively. Given: Q = 10 mgd. 0.625 ug of chloroform g of activated carbon ug K = 159- How long will the GAC last if the filter density p=0.37 g/cm" and EBCT= 15 min?
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