Expected concentration of fluoride released from PFAA

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SUMMARY

The discussion centers on the calculation of fluoride concentration resulting from the complete mineralization of perfluorooctanesulfonic acid (PFOS) in a 200 mL solution at 10 mg/L concentration. The experimentally determined fluoride concentration is 5.6 mg/L. The calculations reveal that the number of fluoride atoms in solution is derived from the number of PFOS molecules, which contains 17 fluoride atoms each. The final concentration of fluoride calculated is approximately 6.5 mg/L, confirming the expected concentration is within the experimental value.

PREREQUISITES
  • Understanding of basic chemistry concepts, including molarity and molecular weight.
  • Familiarity with the ideal gas law and Avogadro's number (NA).
  • Knowledge of perfluorinated compounds, specifically perfluorooctanesulfonic acid (PFOS).
  • Ability to perform stoichiometric calculations involving chemical reactions.
NEXT STEPS
  • Study stoichiometry in chemical reactions to enhance calculation accuracy.
  • Learn about the environmental impact and degradation of PFOS and other perfluorinated compounds.
  • Explore analytical techniques for measuring fluoride concentrations in aqueous solutions.
  • Investigate the chemistry of fluoride ions and their interactions in various solutions.
USEFUL FOR

Chemistry students, environmental scientists, and professionals involved in water quality analysis or the study of perfluorinated compounds will benefit from this discussion.

rwooduk
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Homework Statement


You have 200 mL of perfluorooctanesulfonic acid with a concentration of 10 mg/L. If the PFOS is completely mineralised in solution what is the expected concentration of fluoride in solution?

The experimentally determined fluoride concentration is 5.6 mg/L

Homework Equations


n=m/M
C=n/v
No. of molecules = nNA

The Attempt at a Solution


I seem to have forgotten my basic chemistry, kind of worrying but would appreciate if someone could quickly advise.##m = CV = (200 mL)* 10 \frac{mg}{L} = 0.002g##

##n = \frac{m}{M} = \frac{0.002}{500\frac{g}{mol}} = 4 * 10^{6} mol##

##no. \enspace of \enspace molecules = N_{A}*n = (4*10^{6}mol)(6.022*10^{23})=2.4*10^{30}\enspace PFOS\enspace molecules##

PFOS has 17 fluoride atoms per molecule therefore:

##No.\enspace of\enspace fluoride\enspace atoms\enspace in\enspace solution = 17 * 2.4*10^{30} = 4*10^{31} fluoride\enspace atoms##

Now if I work backwards to find the fluoride concentration in solution...

##
n = \frac{no.\enspace of \enspace molecules}{N_{A}} = \frac{4 * 10^{31}}{6*10^{23}}= 6.67*10^{7} mols####m= nM = (6.67*10^{7} mols)(19\frac{g}{mol})= 1.27*10^{9}g##

Oh dear, that's a lot of fluoride, any pointers where I went wrong appreciated.
 
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What is 0.002 divided by 500? Is it more or less than 1?
 
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TeethWhitener said:
What is 0.002 divided by 500? Is it more or less than 1?
Ooops good point! Late Friday!
 
Yep, get around 6.5 mg/L so within the answer value. Thanks for the spotted mistake!
 

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