environmental engineeringquestion 1 sulfur


Environmental Engineering

Question 1: Sulfur dioxide (SO2) is a gas that is released from the burning of fossil fuels (in particular, coal that contains low concentrations of sulfur). The Henry’s law constant for SO2(g) is 1.23 [with implied units of mol/(L-atm)]. SO2(g) behaves very much like CO2(g), in that it combines with water to form an acid (sulfurous acid, H2SO3) that can release one or two H+ ions to solution. However, H2SO3 is a considerably stronger acid than H2CO3, as indicated by its Ka values:

H2SO3 <----> H+ + HSO3−                 Ka1 = 10−1.85

HSO3- <------> H+ +SO32-               Ka2 = 10-7.19

Calculate the pH of water in a cloud that has equilibrated with atmospheric CO2(g) (370 ppm) plus 1.0 ppm SO2(g). Compare the result with that shown in your book for equilibration with “pure” air containing CO2(g) but no SO2(g).

Question 2: Despite its toxicity, cyanide is used extensively in some industries. Hydrogen cyanide (HCN) and its conjugate base, cyanide ion (CN) are relatively harmless in solution (assuming that none of the workers drink the water!), but HCN can be dangerous if it enters the gas phase and is inhaled. A solution contains 2mg/L total cyanide (TOTCN) and is at pH 8.5. pKa for HCN is 9.21, and the Henry’s constant for HCN is 25.0 [(mol/L-atm)].

a. What is the concentration of HCN(aq) in the solution?

b. What would the partial pressure of HCN(g) be in the gas phase, if the gas equilibrated with the solution?

 

Question 3: In that problem, you were told to assume that all the Ba2+ in the original solution precipitated. In reality, we know that some Ba2+ must remain in solution for the solubility product of BaSO4(s) (pKsp = 9.98) to be satisfied. Test the assumption that you made in the original problem by calculating the fraction of Ba2+ that is expected to remain dissolved once equilibrium is reached.

 

Question 4: Phosphorus is a critical nutrient used in fertilizers, and the world’s supply of phosphorus rocks in mines is becoming limited, so phosphorus recovery from wastewater is increasingly attractive. The most common approach for recovering the phosphorus is to precipitate and purify it in a solid called ‘struvite’ with chemical formula MgNH4PO4(s). The dissolution reaction for struvite is

MgNH4PO4 (s) <-----> Mg2+ + NH4+ + PO4 3−         pKsp = 13.26

Both NH4 + and the PO4 3− participate in acid/base reactions, as follows:

NH4+ <--> H+ + NH3         pKa1 = 9.24

HPO42− <----> H+ + PO43−            pKa2 = 12.19

If a treated wastewater contains 20 mg/L TOTN (the total concentration of N, distributed between NH4 + and NH3) and 2 mg/L TOTP (the total concentration of P, distributed between HPO4 2− and PO4 3−) and is at pH 10.3, what concentration of Mg2+ is required for struvite to start precipitating?

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