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Oxidation-reduction reactions
6
We see from Table . 2 that the reaction
2H20(1)� 0 2 (g) + 4H + (aq) + 4e - (6.27)
y
has a strong oxidizing potential <E!!x = - 1 . 229 V). Consequentl , any
system with a redox potential greater than 1 . 229 V can be reduced by
u
water, with the liberation of oxygen. Th s , oxygen in air is the most
common oxidant in natural environments. This is illustrated by the
following example. U n der standard conditions the F2(s) - F - (aq) sys
tem has a redox potential of 2.87 V (see Table 6.2). Therefore, it is
reduced by water
2H20(1)� 02(g) + 4H + (aq) + 4e - E!!x = - ( 1 . 2 29 V)
2F2(s) + 4e - � 4F - (aq) e.> e d = 2 . 8 7 V
Net: 2H20(1) + 2Fz(s� 02 + 4H + (aq) + 4F- (aq) men= l . 64 1 V
indicates that the reaction is spontane
where the positive value of men
ous from left to right.
s
For nonstandard condition , the redox potential of the 0 2 (g)
H20(1) system is, from Eq. (6.26)
0 . 0 591 l
E ell = 1 . 22 9 - -- log [Oz(g)] [H + (aq)] 4
c
4
= l . 229 + 0.0 1 4 8 log[02(g)] + 0.059 1 log[H + (aq)]
=
Therefore, since in air [0 (g)] 0 . 2 atm and log[H + (aq)] = - pH
2
E ell = 1 . 22 - 0 . 0 1 0 - 0.059 1 pH
9
c
or,
Ecen = I . 2 2 - 0.059 1 pH (6.28)
Th s , redox potentials in natural environments will generally be less
u
that the value of Ecen given by Eq. (6.28).
In the limit considered above, water acted as a reductant to limit the
oxidation that can occur in nature. Water also acts as an oxidant to
limit the reduction that can occur in nature. In this case, the half
reaction involving water is
2H 2 0(1) + 2e - � H 2(g) + 20H - (aq) (6.29)
which , from Table 6 . 2 , has a standard electrode potential of - 0 .828
s
V. Under standard condition , Reaction (6.29) can combine spontane-