Page 272 - Materials Chemistry, Second Edition
P. 272

Groundwater Remediation                                          255



             Assuming no nutrients are available in the groundwater for bioremedia-
           tion and the optimal molar C:N:P ratio has been determined to be 100:10:1,
           determine the amount of nutrients needed to support the biodegradation of
           gasoline. If the plume is to be flushed with 100 pore volumes of oxygen- and
           nutrient-enriched water, what would be the required nutrient concentration
           in the water for reinjection?


              Solution:
              Basis: 1 m  of aquifer
                       3
               (a)  From Example 6.14, the total mass of gasoline in the aquifer =
                   225 g/m 3

               (b)  Assume that the gasoline has a formula the same as heptane,
                   C H :
                       16
                     7
                   MW of gasoline = 7 × 12 + 1 × 16 = 100
                   Moles of gasoline = 225/100 = 2.25 g-mole
               (c)  Determine the number of moles of C:
                   Since there are 7 carbon atoms in each gasoline molecule, as indi-
                       cated by its formula, C H , then:
                                           7
                                             16
                       Moles of C = (2.25)(7) = 15.8 g-mole
               (d)  Determine the number of moles of N needed (using the C:N:P
                   ratio of 100:10:1):
                   Moles of N needed = (10/100)(15.8) = 1.58 g-mole
                   Amount of nitrogen needed = 1.58 × 14 = 22.1 g/m  of aquifer
                                                                3
                   Moles of (NH ) SO  needed = 1.58 ÷ 2
                                    4
                               4 2
                       = 0.79 g-mole (each mole of ammonium sulfate contains two
                          moles of N)
                   Amount of (NH ) SO  needed = (0.79)[(14+4)(2) + 32 + (16)(4)]
                                      4
                                  4 2
                       = 104 g/m  of aquifer
                                3
               (e)  Determine the number of moles of P needed (using the C:N:P
                   ratio of 100:10:1):
                   Moles of P needed = (1/100)(15.8) = 0.158 g-mole
                   Moles of Na PO ⋅12H O needed = 0.158 g-mole
                                  4
                              3
                                      2
                   Amount of phosphorus needed = 0.158 × 31 = 4.9 g/m  of aquifer
                                                                  3
                   Amount of Na PO ⋅12H O needed
                                        2
                                    4
                                3
                       = (0.158)[(23)(3) + 31 + (16)(4)+ (12)(18)]
                       = 60 g/m  of aquifer
                               3
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