4. Compare the copper 2+ ion concentration in the eluent after 15 and 30 minutes to the copper 2+ ion concentration in the wastewater tank at the 15- and 30-minute mark. Single Pass Recovery is defined as: SPR= Cin-Cout Cin x 100 Where: Cin copper concentration entering the EMR cell Cout copper concentration leaving the EMR cell (4-1) The EMR cell has a total volume capacity of 12 Liters. In Run 1, at a flow rate of 0.8 LPM, the Single Pass Recovery Time would be: (12 Liters/0.8 LPM) = 15 minutes. From your analysis of the copper concentration of the eluent after 15 minutes and assuming C= 100 ppm copper, calculate the SPR for this EMR cell for Run 1.

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4. Compare the copper 2+ ion concentration in the eluent after 15 and 30 minutes to
the copper 2+ ion concentration in the wastewater tank at the 15- and 30-minute
mark.
Single Pass Recovery is defined as:
SPR =
Cin-Cout
Cin
x 100
Where: Cin= copper concentration entering the EMR cell
Cout= copper concentration leaving the EMR cell
(4-1)
The EMR cell has a total volume capacity of 12 Liters. In Run 1, at a flow rate of 0.8
LPM, the Single Pass Recovery Time would be: (12 Liters/0.8 LPM) = 15 minutes.
From your analysis of the copper concentration of the eluent after 15 minutes and
assuming Cin= 100 ppm copper, calculate the SPR for this EMR cell for Run 1.
Transcribed Image Text:4. Compare the copper 2+ ion concentration in the eluent after 15 and 30 minutes to the copper 2+ ion concentration in the wastewater tank at the 15- and 30-minute mark. Single Pass Recovery is defined as: SPR = Cin-Cout Cin x 100 Where: Cin= copper concentration entering the EMR cell Cout= copper concentration leaving the EMR cell (4-1) The EMR cell has a total volume capacity of 12 Liters. In Run 1, at a flow rate of 0.8 LPM, the Single Pass Recovery Time would be: (12 Liters/0.8 LPM) = 15 minutes. From your analysis of the copper concentration of the eluent after 15 minutes and assuming Cin= 100 ppm copper, calculate the SPR for this EMR cell for Run 1.
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