1.3.3 Buffer solutions
A buffer solution is one that resists a change in pH on the addition of either acid or
base. They are of enormous importance in practical biochemical work as so many
biochemical molecules are weak electrolytes so that their ionic status varies with pH
so there is a need to stabilise this ionic status during the course of a practical experi-
ment. In practice, a buffer solution consists of an aqueous mixture of a weak acid and
its conjugate base. The conjugate base component would neutralise any hydrogen
ions generated during an experiment whilst the unionised acid would neutralise any
base generated. TheHenderson–Hasselbalchequation is of central importance in the
preparation of buffer solutions. It can be expressed in a variety of forms. For a buffer
based on a weak acid:
pH¼pKaþlog½conjugate base
½weak acid
ð 1 : 7 Þ
or
pH¼pKaþlog
½ionised form
½unionised form
For a buffer based on the conjugate acid of a weak base:
pH¼pKaþlog
½weak base
½conjugate acid
ð 1 : 8 Þ
or
pH¼pKaþlog½unionised form
½ionised form
Table 1.6 lists some weak acids and bases commonly used in the preparation of buffer
solutions. Phosphate, Hepes and Pipes are commonly used because of their optimum
pH being close to 7.4. The buffer action and pH of blood is illustrated in Example 2
and the preparation of a phosphate buffer is given in Example 3.
Buffer capacity
It can be seen from the Henderson–Hasselbalch equations that when the concentration
(or more strictly the activity) of the weak acid and base is equal, their ratio is one and
their logarithm zero so that pH¼pKa. The ability of a buffer solution to resist a change
in pH on the addition of strong acid or alkali is expressed by itsbuffer capacity(b).
This is defined as the amount (moles) of acid or base required to change the pH by one
unit i.e.
b¼ db
dpH
¼da
dpH
ð 1 : 9 Þ
where dband daare the amount of base and acid respectively anddpH is the resulting
change in pH. In practice,bis largest within the pH range pKa1.
11 1.3 Weak electrolytes