00:02
Related to the carbonyl functional group we
discussed in the last lecture, I’d now like
to introduce you to carboxylic acids and their
derivatives; the derivates being, again, increasingly
more useful from a synthetic perspective,
as we will see.
00:19
Carboxylic acids, as you can see on the board,
have the general structure shown here where
you have an R group which can be alkyl
or aryl attached to a carbonyl and on that
same carbon, that carbonyl carbon you have
an OH group attached. This imparts an acidic
quality as we will see and hence, the term
as carboxylic acids.
00:41
In this particular case, when you are using
the… considering the nomenclature from an
IUPAC perspective, what you do is you take
away the “-e” at the end of the corresponding
alkane and then you replace it with “-oic
acid”. So, for example, in the case of a
2 carbon system ethane, we remove the “–e”
and it is ethanoic acid. In the case of a
3 carbon system, including the carbonyl carbon
such as propane, we would then call propanoic
acid and butanoic, pentanoic and so on and
so forth.
01:16
Examples as I said are ethanoic acid which
is otherwise known as acetic acid and here,
the substitution nomenclature is also the
same. Note that the carbonyl carbon has the
priority and therefore, when you count back
1, 2, 3, 4, 5 to where the two substituents
are you will call this 5,5-dimethylhexanoic
acid. Always remember that the carbonyl carbon
counts as that carbon. So, when you are looking
at the chain, it is not a pentanoic acid,
rather it is a hexanoic acid.
01:54
So, we talked about acidity and acitum bases
back in Module II and I’d briefly discussed
the idea of induction and how this can improve
or increase or decrease the acidity accordingly.
02:09
And here, we have the equilibrium shown for
the disproportionation in this case of a carboxylic
acid in water to give the conjugate base which
is known as a carboxylate and of course, the
corresponding hydronium ion, which is, as
you should be able to remember, H3O+.
02:28
The acidity constant or the acidity equilibrium
is given here as Ka, which equals the product
concentration, carboxylate multiplied by hydronium
ion divided by the concentration of the carboxylic
acid. Now, some of you who may be paying attention
will realise that why have I not included
the water in that equilibrium since I have
obviously included it in the equation. The
reality is that water, as a liquid, always
have a… has a value of unity or one and
therefore, it’s unimportant to actually
put it into the equation since we just would
end up multiplying the concentration of the
carboxylic acid by one. If we take the -log
to the base 10 of Ka, we obtain pKa.