The
oxidation of ferrous ions in acidic sulfate solutions at elevated
air pressures was investigated. The effect of the Fe2+ concentration,
Fe3+ concentration, H2SO4 concentration,
and partial oxygen pressure on the reaction rate were determined at
three different temperatures, that is, T = 90, 70,
and 50 °C. A second order of reaction in Fe2+ and
a first order of reaction in O2 were determined, respectively.
A slight inhibition by Fe3+ on the Fe2+ oxidation
reaction was observed. The reaction is first order in Fe3+ in the kinetic term for the inhibition by Fe3+. Concentrations
of H2SO4 up to 1 M result in a fractional negative
order of −0.6; concentrations of H2SO4 above 1 M result in a zero order. One kinetic equation for the oxidation of Fe2+ was postulated,
in which the order of reaction in H2SO4 is changed
depending on the H2SO4 concentration. R
FE2+
= −d[Fe2+]/dt = k[Fe2+]2
P
O2
[H2SO4]
c
/(1 + A[Fe3+]),
with c = −0.6 for [H2SO4] < 1 M, and c = 0 for [H2SO4] > 1 M. The activation energy was determined to be E
A = 62.1 kJ/mol. The order c in H2SO4 is either −0.6 or zero, depending on
the H2SO4 concentration.