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Calculations determining MSO2/FSO2 concentrations at different pH values
Relationship between molecular SO2, FSO2 and pH
Molecular SO2 ppm = FSO2 ppm * 101.77 - pH
This is derived from -
SO2 | + | H2O | < == > | HSO3- | + | H+ |
| | | | [HSO3 - ] [H + ] |
K | | = | | ---------------- | | | | ( K = 10 - 1.77) |
| | | | [SO2] | | | |
| | [HSO3 - ] [H + ] |
[SO2] | = | ---------------- | | | |
| | K | | | |
| | [HSO3 - ] [H + ] |
[SO2] | = | ---------------- | | | |
| | 10 - 1.77 | | | |
Since | pH | = | - log10 [H +] | | | | (i.e. If [H +] = 10 - 3.33 M , then pH = 3.3 ) |
Then | [H +] | = | 10 - pH |
| | | | 10 - pH | | * | | [HSO3 - ] |
[SO2] | | = | | ------- | -------- | ------ | - | --------- | |
| | | | | 10 - 1.77 | | | |
| [SO 2] | = | 10 - pH | * | [HSO3 - ] | * | 10 1.77 |
| Molecular SO 2 | ppm | = | FSO2 | ppm | * | 10 1.77 - pH | (since FSO2 approximates for [HSO3 - ] ) |
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