Proton transfer, titration curves, and buffer systems
Acids donate protons (H⁺); bases accept protons (Brønsted-Lowry definition). Strong acids (HCl, H₂SO₄, HNO₃) dissociate completely: [H⁺] = initial acid concentration. Weak acids partially dissociate; Ka = [H⁺][A⁻]/[HA]. pH = -log[H⁺]. At 25°C, Kw = [H⁺][OH⁻] = 10⁻¹⁴; neutral pH = 7. Titration: adding strong base to acid gradually neutralizes it. The equivalence point is where moles of base = moles of acid (pH = 7 for strong/strong, > 7 for weak acid/strong base). The buffer region (±1 unit from pKa) resists pH changes. Henderson-Hasselbalch: pH = pKa + log([A⁻]/[HA]). Maximum buffer capacity when [A⁻] = [HA] (pH = pKa).
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Sign in →pH is the negative log of the hydrogen ion concentration: pH = −log[H+]. A pH of 1 is 100,000 times more acidic than a pH of 6 — small numbers, huge differences. Strong acids (HCl, HNO3) fully dissociate in water; weak acids (acetic acid, citric acid) only partially dissociate, set by their Ka. Titration tracks pH as you add base to an acid (or vice versa) and shows the equivalence point — the moment moles of base equal moles of acid. Buffers are mixtures of weak acid plus its conjugate base that resist pH changes. Adjust Initial Acid Concentration, Acid Strength, and Titrant Volume in this lab, or start from a preset, and watch the pH curve evolve in real time.
MisconceptionA strong acid has a low pH; a weak acid has a high pH.
CorrectStrength refers to how completely the acid dissociates, not the pH directly. A 0.001 M HCl (strong) has pH 3; a 1 M acetic acid (weak) also has pH around 2.4. Initial Acid Concentration matters as much as Acid Strength.
MisconceptionThe equivalence point of a titration is always at pH 7.
CorrectOnly true for strong acid + strong base. A weak acid + strong base titration has its equivalence point above 7 (the conjugate base is slightly basic). A weak base + strong acid finishes below 7. The equivalence point is where moles balance, not where pH = 7.
MisconceptionA buffer prevents pH from changing at all.
CorrectA buffer resists pH change but doesn't prevent it. Adding small amounts of acid or base shifts pH a little; adding too much exceeds the buffer's capacity and pH crashes or spikes. The Buffer preset helps show the region where pH changes more slowly near pKa.
MisconceptionpH 7 is neutral on every planet, every temperature.
CorrectpH 7 is neutral at 25°C in water. At higher temperatures, water self-ionizes more, so neutral pH drops below 7 (around 6.1 at 100°C). The 'neutral' point is whatever pH equals 0.5 × pKw at that temperature.
pH = −log10[H+]. Each pH unit corresponds to a 10× change in hydrogen ion concentration. pH 4 has 10× more H+ than pH 5 and 100× more than pH 6. Pure water at 25°C has [H+] = 10⁻⁷ M, giving pH 7.
Strong acids fully dissociate in water: every HCl molecule splits into H+ and Cl−. Weak acids only partially dissociate; the rest stays as the intact molecule. The equilibrium constant for that dissociation is Ka. In this simulation, use Acid Strength to change log Ka and compare how the curve responds.
A buffer is a mix of a weak acid and its conjugate base (or weak base + conjugate acid). Adding strong acid: the conjugate base neutralizes most of it. Adding strong base: the weak acid neutralizes it. Net pH change is small until you exhaust one of the buffer components. The Buffer preset starts near pH 4.74 so you can observe that slower-changing region directly.
It depends on the strengths of the acid and base. Strong-strong: pH 7. Weak acid + strong base: pH > 7 (the salt's conjugate base is slightly basic). Strong acid + weak base: pH < 7. Use the type of indicator that changes color near the actual equivalence-point pH.
AP Chem Unit 8 (Acid-Base) expects students to compute pH/pOH, distinguish strong vs. weak acids, predict equivalence-point pH, calculate buffer pH using Henderson-Hasselbalch, and interpret titration curves. Use Initial Acid Concentration, Acid Strength, Titrant Volume, and the three presets to practice those ideas visually.