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M Ox
M
k 14
M
O 3
OH -
k 1 = 140
k 13
M +
O -•
HO
M
k 11
M Ox
× 10 9
k 2 = 1.6
ROO
O 2
k 10
O -•
O 3
R
H +
× 10 10
k 3 = 5
× 10 5
M
k 4 = 1.4
k 9
HO
OH
k 12
M
Φ
O 2
FIGURE 6.22 Radical chain reaction mechanism for ozone decomposition in impure water.
(Reprinted from Staehelin, J. and Hoigne, J. 1985. Environmental Science and Technology
19, 1206-1213. American Chemical Society. With permission.)
Applying the PSSA for O −•
2
,wehave
OH ][
OH ] ss
O 2 ss =
2 k 1 [
O 3 ]+
k 9 [
M
][
.
(6.110)
k 2 [
O 3 ]
Assuming PSSA for OH , we obtain
O 2
k 13 [
M
][
O 3 ]+
k 2 [
] ss [
O 3 ]
OH ] ss =
[
.
(6.111)
(k 9 + k 12 ) [
M
]
Solving the above equations, the steady-state concentration of the hydroxyl radical is
2 k 1 [
OH ]+
k 13 [
M
]
OH ] ss =
[
[
O 3 ]
.
(6.112)
k 12 [
M
]
Hence we have the following equation:
1
k 9
k 12
.
1
d
[
O 3 ]
d t =
k 9
k 12
OH ]
2 k 1 [
+
+
k 13 [
M
]
(6.113)
[
O 3 ]
 
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