J
JosephKK
JosephKK said:PH per se is a separate issue from redox.
It is, but they are all equilibria. ;-)
Since we're going to invoke chemistry, I'm just going to go overboard and
rattle off some stuff here: ;-)
Hydroxy:
Fe(OH)3 <--> Fe(3+) + 3 OH- pKs = 38.8
Fe(3+) + H2O <--> FeOH(2+) + H+ pKa = 2.19
Fe(OH)(2+) + H2O <--> Fe(OH)2(+) + H+ pKa = 2.41
Fe(OH)2(+) + H2O <--> Fe(OH)3(aq) + H+ pKa = 7.97
(Note this doesn't include the solubility of the Fe(OH)3 species.)
Chelates:
Fe(3+) + EDTA(4-) <--> [FeEDTA]- pKf = -25.1
Chlorides:
Fe(3+) + Cl- <--> FeCl(2+) pKf1 = -1.48
FeCl(2+) + Cl- <--> FeCl2(+) pKf2 = -0.65
FeCl2(+) + Cl- <--> FeCl3(aq) pKf3 = 1.00
Oxalates:
Fe(3+) + C2O4(2-) <--> [FeC2O4]+ pKf1 = -7.54
[FeC2O4]+ + C2O4(2-) <--> [Fe(C2O4)2)]- pKf2 = -7.05
[Fe(C2O4)2]- + C2O4(2-) <--> [Fe(C2O4)3)](3-) pKf3 = -5.41
(So total pKf = 20.00.)
Citrate:
Fe(3+) + Cit(3-) <--> [FeCit](aq) pKf = -11.8
Redox:
Fe(3+) + e- <--> Fe(2+) Eo = 0.771 V
SO4(2-) + H2O + 2e- <--> SO3(2-) + 2OH- Eo = -0.936 V
(Hmm, that's in alkali.)
So: Fe(OH)3 is damned insoluble; Fe(3+) is pretty acidic (as aqueous ions
go); FeCl3 is somewhat more soluble, but it still takes a lot of chloride
and acid to overcome the insolubility of Fe(OH)3; chelates like EDTA, et
al., oxalate, citrate, etc. grab on real tight, solvating iron well; and a
variety of reducing agents will suffice, but only if you get the iron into
solution to react with it.
Tim
I don't suppose that you would consider trying to analyze the impact
of sodium bismuthate and sodium bisulfite on the ferrous chloride /
ferric chloride / cuprous chloride / cupric chloride / ferric
hydroxide solutions.
Yes there is usually all those species and more when ferric chloride
is used as a copper echant.