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pH variations with reaction pressure and temperature
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Topic: pH variations with reaction pressure and temperature (Read 1206 times)
Franco Galarce
Contributor
Posts: 8
pH variations with reaction pressure and temperature
«
on:
August 12, 2021, 09:00:12 AM »
Hi,
I simulated the rise of a geothermal fluid sample through a well: from 255 ° C, 130 bar pressure -->to 100 ° C with 7 bar pressure.
First I depressurized and then I cooled down. However, curiously the pH increases during cooling, instead of decreasing.
Why could this happen?
Input:
temp 255
pressure 128.3
pH 6.89
pe -3.8
redox pe
units mg/l
density 1.017
Al 0.5
As 71
B 273
Br 10.4
Ca 543
Cl 10066
Cs 32
F 10.9
Fe 0.33
K 871
Li 59
Mg 0.17
Na 5182
Rb 9.5
S(6) 22
Sb 9.5
Si 531 as SiO2
Sr 13.4
Ti 0.01
C(4) 34
-water 1 # kg
EQUILIBRIUM_PHASES 1
Ar(g) -4.5686 10
CH4(g) -5.0528 10
CO(g) -5.5864 10
CO2(g) -0.2749 10
H2(g) -3.5433 10
H2O(g) -0.3373 10
H2S(g) -2.4823 10
He(g) -5.1215 10
N2(g) -2.2720 10
REACTION_PRESSURE 1
128.3 6.8 in 100 steps
REACTION_TEMPERATURE 1
255 100 in 100 steps
Regards
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dlparkhurst
Top Contributor
Posts: 3716
Re: pH variations with reaction pressure and temperature
«
Reply #1 on:
August 14, 2021, 12:03:44 AM »
The gases H2, CO, CO2, and CH4 are reacting.
2H2 + 2CO = CO2 + CH4
You have defined 10 moles of each are available to react, so all of the H2 and CO have reacted to make 5 moles of CO2 and 5 moles of CH4. The addition of the CO2 decreases the pH.
Consider whether 10 moles of each of these gases is available to react.
You may also want partial equilibrium, where some of these gases are present, but you do not want them to react with each other. phreeqc.dat has definitions for unreactive versions of H2 (Hdg), O2 (Oxg), CH4 (Mtg), H2S (Sg), and N2 (Ntg). It would be possible to define a similar CO.
You may also want to consider using a fixed pressure or fixed volume GAS_PHASE. Currently, you are allowing 10 moles of each gas to react with the solution to attain specified partial pressures. With GAS_PHASE, you can allow the solution to equilibrate with an initially absent gas phase. For fixed pressure, a gas bubble (of a calculated volume) will form if the sum of the partial pressures of the gases exceeds the specified total pressure. For fixed volume, a gas phase will always be present in equilibrium with the solution, but the pressure of the gas phase will vary.
Note also that phreeqc.dat and pitzer.dat use the Peng-Robinson equation of state for calculations, rather than the ideal gas law. You may want to consider the effects of the PR approach for your temperatures and pressures by using a system simplified to elements and gases available in these databases.
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