The shape of the curve is governed by the auto-ionization of water () and the dissociation constants of the reactants ( or ).
In the Buffer Region of a weak acid titration, the solution contains significant amounts of both the weak acid and its conjugate base, resisting large changes in pH as described by the Henderson-Hasselbalch equation: .
At the Half-Equivalence Point, exactly half of the analyte has been neutralized, meaning , which simplifies the equation to .
The pH at the equivalence point is determined by the properties of the salt formed; for example, the conjugate base of a weak acid will undergo hydrolysis, making the equivalence point basic ().
| Feature | Strong Acid + Strong Base | Weak Acid + Strong Base |
|---|---|---|
| Initial pH | Very low (approx. 1-2) | Moderately low (approx. 3-5) |
| Equivalence pH | Exactly 7.0 | Basic (pH > 7) |
| Buffer Region | None (sharp rise) | Present before equivalence |
| Vertical Section | Very long/steep | Shorter/less steep |
Equivalence Point vs. End Point: The equivalence point is a stoichiometric fact, while the end point is an experimental observation dependent on the indicator's properties.
Monoprotic vs. Polyprotic: Monoprotic acids show one 'step' or equivalence point, while polyprotic acids (like or ) show multiple steps corresponding to the loss of each proton.
The 'Neutral' Myth: A common mistake is assuming the equivalence point is always at pH 7. This is only true for strong acid-strong base titrations; salt hydrolysis shifts the pH for weak species.
Ignoring Dilution: Students often forget that adding titrant increases the total volume of the solution, which affects the molarity of all species present.
Indicator Mismatch: Using an indicator like methyl orange (range 3.1-4.4) for a weak acid-strong base titration will result in a premature end point because the equivalence point occurs in the basic range.