In a message dated 3/25/01 4:21:53 AM EST, [email protected] writes:

<< Subj:     Re: CS>Re: saturated solution 
 Date:  3/25/01 4:21:53 AM EST
 From:  [email protected] (Ivan Anderson)
 Reply-to:  [email protected]
 To:    [email protected]
 
 Frank,
 
 I am a bit confused.
 
 I do not see why anions are required at all for silver ions to go into
 solution. The ions will be solvated, surrounded by water molecules. If
 there are no anions, there will be nothing for the silver to complex
 with and so the saturation point will depend upon the interaction
 between the ions themselves.
 
 There is 10^-7mol/L OH- ions in water at pH 7, which will allow Ag+ ions
 to reach a concentration of 0.15mol/L which is about 16.2g/L or 16.2ppt,
 given that the solubility constant of AgOH is 1.5 x 10^-8
 
 The solubility constant of Ag2Co3 is 6.2 x 10^-12 which gives a
 concentration of 2.32 x 10^-4 mol/L of Ag+ which is about 25mg/L.
 In any event CO2 will dissolve in water to a concentration of about
 10^-5M and result in a pH of 6.3 

Ivan: Is your figure 10-5 mol/L solubility of CO2 in water for 1 atm pressure 
of CO2, or for air which has, I believe, 0.03 atm partial pressure CO2?.

However the CO2 exists primarily as a hydrated species, of which about 0.1% 
reacts to form H2CO3. 

Ivan: Couldn't that figure (0.1%) be altered by the presence of other species 
that could form complex molecules encorporating CO2 in their matrix?

change This gives us about 10^-8M of CO3, which gives about 2.4 x 10^-2M of 
Ag+ (2.5g/L).
 
 So it is not the concentration of the anions which limit the solubility
 of silver at far greater than normal CS levels. How do you explain the
 13.3ppm limit?

Ivan: As I recall, calculations to determine the solubility of (for example) 
silver in an aqueous medium containing multiple ionic species must be done by 
seeking the SIMULTANEOUS algebraic solution from solubility product data 
which account for ALL species present. What you have done is to treat each 
solubility product calculation separately. This shortcut MAY turn out to be 
an approximation to the actual silver solubility values, BUT how could we 
have an a priori knowledge of such a possibility? The long way is the best 
way to provide an accurate estimate of silver solubility. The only 
assumptions inherent in such a calculation would be that (1) species 
concentrations are dilute (Dilute solutions are required to avoid first and 
second order interactions which could effect their respective activity 
coefficients. In other words, the assumption that concentration equals 
activity would NOT be valid. However, we are in very good shape here.), (2) 
that all species are in, if fact, present, and in equilibrium. Anyway, with 
your computer finesse, I wouldn't be surprised if you had an algorithm or two 
waiting in the wings ready to expedite such a calculation. Roger
 
 


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