04 - Redox¶
Rainwater from Central Oklahoma, evaporated to a twentieth of its volume, and what the redox chemistry does while that happens.
Two things are being shown. Evaporation as a reaction – removing water rather than adding a reactant – and what happens to a solution that contains both an oxidised and a reduced form of nitrogen when it is asked to come to redox equilibrium.
Evaporation by removing water¶
TITLE Example 4a.--Rainwater evaporation
SOLUTION 1 Precipitation from Central Oklahoma
units mg/L
pH 4.5 # estimated
temp 25.0
Ca .384
Mg .043
Na .141
K .036
Cl .236
C(4) .1 CO2(g) -3.5
S(6) 1.3
N(-3) .208
N(5) .237
REACTION 1
H2O -1.0
52.73 moles
SAVE solution 2
END
TITLE Example 4b.--Factor of 20 more solution
MIX
2 20.
SAVE solution 3
END
There is no “evaporate” keyword. Evaporation is written as a reaction with a negative coefficient:
REACTION 1
H2O -1.0
52.73 moles
– 52.73 moles of water taken out, which is the amount that concentrates the
solution twentyfold. The second simulation then uses MIX with a factor of
20 to scale the result back to a kilogram of water, so that the concentrations
are reported in the usual units.
This is worth seeing because it is how PHREEQC handles most processes that
are not obviously a reaction. Anything expressible as adding or removing a
quantity of something is a REACTION, and the sign is the whole
difference.
The redox part¶
The rainwater analysis carries nitrogen in two oxidation states at once –
N(-3) as ammonium, 0.208 mg/l, and N(5) as nitrate, 0.237 mg/l. In
the real rainwater they coexist; thermodynamically they should not, because
ammonium and nitrate are not at equilibrium with each other in an oxidising
solution.
When PHREEQC is asked for an equilibrium distribution it resolves this: the two are brought to the same redox potential, which in practice means the reduced form is largely oxidised. The nitrogen total is conserved, and how it is divided between the states changes.
This is the general caution about redox in geochemical models. A measured analysis records what was there; an equilibrium model reports what would be there if the couples had come to equilibrium, which in natural waters they very often have not. The difference is not an error in either – it is what the two are for. 01 - Speciation calculation shows the other side of it, where particular elements are told which couple governs them.
The result¶
Solution number |
Mass of water (kg) |
Cl, micromole |
Cl, micromole/kgw |
Nitrate [N(5)], micromole/kgw |
Dissolved nitrogen [N(0)], micromole/kgw |
Ammonium [N(-3)], micromole/kgw |
Calcite saturation index |
Dolomite saturation index |
Gypsum saturation index |
|---|---|---|---|---|---|---|---|---|---|
1 |
1 |
6.656718505788 |
6.656718505788 |
16.92051974431 |
0 |
14.85007640007 |
-9.207140224891 |
-19.02456064954 |
-5.379168511906 |
1 |
0.05001680422005 |
6.656718505789766 |
133.0896407636 |
160.1200489895 |
475.0783936074 |
0 |
-9.36850322028 |
-19.35516674588 |
-2.933461616629 |
1 |
1.000336084401 |
133.13437011579535 |
133.0896407636 |
160.1200489895 |
475.0783936074 |
0 |
-9.36850322028 |
-19.35516674588 |
-2.933461616629 |
The table gives the evaporated composition and the redox-equilibrated distribution.
Source¶
Parkhurst, D. L. and Appelo, C. A. J. (2013). Description of input and examples for PHREEQC version 3. U.S. Geological Survey Techniques and Methods, book 6, chapter A43. This is Example 4 of that manual, using a precipitation analysis from Central Oklahoma.