The
point of this blog is to introduce you to redox
titrations, since the titration technique is not restricted to acid base
reactions.
Here
we are thinking about using a titration
to determine the stoichiometry of a reaction.
I
always think that this common experiment found in most Chemistry courses in the
UK and elsewhere is a bit pointless since you could just as easily balance the
equation involved by the usual means.
The
equation is:
Sodium
thiosulphate + Iodine =
sodium iodide + sodium tetrathionite
2Na2S2O3 +
I2 = 2NaI + Na2S4O6
so
the problem is solved since the equation shows us that the stoichiometry of
this reaction is 2 moles sodium
thiosulphate combine with 1 mole iodine.
But
the titration is worth carrying out so as to discuss the method because it has
a few quirks in it.
Of
course, there is no titration curve.
But
we do use an unusual indicator: starch
solution.
Starch
solution forms a deep blue complex with
iodine.
The
starch, a few mls, is added towards the
end point when the iodine solution is a golden yellow or straw colour.
Adding
starch too soon may form a deep blue–black precipitate with iodine which does
not dissolve or breakdown once formed and so starch effectively removes iodine
from the reaction mixture.
The
end point of this titration occurs
when the addition of one extra drop of
sodium thiosulphate causes the deep blue colour to disappear.
From
this you can tell that the sodium thiosulphate solution is in the burette and
the iodine solution is in the conical flask.
Here
is typical set up.
Here
is a version of this
experiment on YouTube
And
another funnier version here
Here
is typical set of results
Pipette
solution
|
Iodine solution
|
0.500mol/dm3
|
10ml
|
|||
Burette
solution
|
Sodium
thiosulphate
|
0.500mol/dm3
|
|
|||
Indicator
|
Starch solution
|
|
|
|
||
Burette
rdgs
|
Rangefinder
|
1
|
2
|
3
|
(4)
|
|
Final
rdg (ml)
|
20.40
|
20.10
|
20.00
|
19.90
|
|
|
First
rdg (ml)
|
0.00
|
0.00
|
0.20
|
0.00
|
|
|
Volume
used (ml)
|
20.40
|
20.10
|
19.80
|
19.90
|
|
|
Mean
titre (ml)
|
19.85
|
First,
we see that the two nearest titres
are used to give the mean value of 19.85ml
Second,
we can calculate the number of moles of each reactant using n = cV
Iodine: n =
0.500 × 10/1000 =
0.00500moles
Sodium
thiosulphate: n = 0.500 × 19.85/1000
= 0.009925 moles
So
the ratio of moles thiosulphate to iodine is
0.009925 :
0.00500
or approx.
2 : 1
This
result would confirm the stoichiometry of the equation we determined at the
start of this blog.
Notes:
If
the burette had not been initially rinsed with sodium thiosulphate, just with
water, then the rangefinder would have been greater than expected as we can
see. This is because the water in the
burette would dilute the first volume of thiosulphate used.
If
the pipette is not rinsed with iodine solution then the water in the pipette
dilutes the initial quantity of iodine so less thiosulphate is required to
react with it. This makes the
rangefinder result less than it should be.
If
in any titration the burette jet is not filled with sodium thiosulphate then
the titre is larger than it should be so the moles thiosulphate is larger
too.
The
conical flask can of course contain distilled water before the titration
because the pipette transfers a given number of moles iodine to it regardless
of the water in the flask.
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