🧫 Titration Sim Simulation

Weak Acid / Base Titration Curve ● Ready
pH Curve
Β½ Equiv. Point
Equivalence Point
Buffer Region
Current pH
β€”
Vol. Added (mL)
0.0
Equiv. Volume
β€”
pH at Equiv.
β€”
Β½ Equiv. pH
β€”
pKa
β€”

Weak Acid / Base Titration Theory

When a weak acid is titrated with a strong base, four distinct regions appear on the pH curve:

  • Initial pH β€” Set by the weak acid's Ka and concentration. Use ICE table: pH = Β½(pKa βˆ’ log c)
  • Buffer Region β€” Between 10% and 90% neutralization. Henderson-Hasselbalch applies: pH = pKa + log([A⁻]/[HA])
  • Half-Equivalence Point β€” Exactly half the acid is neutralized: [HA] = [A⁻], so pH = pKa. This is the key to finding Ka experimentally
  • Equivalence Point β€” All acid neutralized. The conjugate base (A⁻) undergoes hydrolysis, so pH > 7. Use phenolphthalein, not methyl orange

For strong acid + weak base, the curve is inverted: equivalence pH < 7 (conjugate acid hydrolysis). Use methyl orange.

IB Exam Strategies

  • Indicator selection β€” The indicator's pKin must fall within the steep part of the curve near equivalence. Phenolphthalein works for WA/SB (equiv pH ~8.7), methyl orange for SA/WB (equiv pH ~5.3)
  • Reading pKa from graph β€” Find the half-equivalence volume, read pH at that point β†’ that's pKa. Then Ka = 10⁻ᡖᴷᡃ
  • Buffer capacity β€” Maximum at the half-equivalence point. The flatter the curve, the better the buffer
  • Weak/weak titrations β€” No sharp inflection β†’ no suitable indicator. Equivalence must be found via conductometric methods
  • Common error β€” Students assume equivalence = pH 7. Only true for strong/strong. Weak acid/strong base β†’ pH > 7, strong acid/weak base β†’ pH < 7

Titration Curve Comparison

Feature SA + SB WA + SB SA + WB WA + WB
Initial pH ~1 (low) ~3 (higher) ~1 (low) ~3 (higher)
Buffer Region None Yes βœ“ None Yes (both sides)
Equiv. pH 7.0 > 7 (~8.7) < 7 (~5.3) β‰ˆ 7 (no sharp change)
Steep Jump Very sharp Moderately sharp Moderately sharp Very gradual
Best Indicator Any Phenolphthalein Methyl Orange None β€” use conductometry
Β½ Equiv. Point Not useful pH = pKa pOH = pKb Complex