Acid–Base Explorer

Predict which way a proton transfer goes from pKa values, see why some conjugate bases are more stable (ARIO), and follow how pH sets the charge on a molecule.

Acid–Base Explorer
Mode
Examples
Compare
Acids
Proton transfer
electron-poorelectron-rich (charge concentrated)
Fraction ionized vs pH
pH
Result
ΔpKa
Keq
ΔG° (25 °C)
Converted
Conjugate base stability
Acid strength
Why each base is (un)stable
At this pH
Henderson–Hasselbalch: pH = pKa + log([A⁻]/[HA]), so [A⁻]/[HA] = 10(pH − pKa).
Reading an acid–base equilibrium
  1. Find the acid on each side: the reactant acid and the conjugate acid of the base.
  2. The equilibrium favours the side with the weaker acid (higher pKa), which is also the side with the weaker base.
  3. K = 10ΔpKa, where ΔpKa = pKa(product acid) − pKa(reactant acid). Every pKa unit is a factor of 10.
  4. A lower pKa means a stronger acid and a more stable (weaker) conjugate base.
ARIO: what stabilizes A⁻
  • AAtom. Across a row, electronegativity (C < N < O < F). Down a group, size (F < Cl < Br < I). Usually the biggest effect.
  • RResonance. Charge shared over several atoms, ideally oxygens.
  • IInduction. Nearby electronegative atoms pull density through σ bonds; fades with distance.
  • OOrbital. More s character holds the pair closer: sp > sp² > sp³.
What to notice
About the values and models

pKa values

Values are for water at 25 °C. Those far outside the water range (below about −2 or above about 16: HI, HCl, NH₃, alkanes) cannot be measured in water directly and are extrapolated from other solvents, so they are approximate and differ between textbooks. Water is listed as 15.7 (the value used in most organic texts, from Kw/55.5 M); with standard thermodynamic conventions it is 14.0, which shifts hydroxide comparisons by 1.7 units but not the direction. Sources: Evans pKa table (D. A. Evans & D. H. Ripin, Harvard); F. G. Bordwell, Acc. Chem. Res. 1988, 21, 456; CRC Handbook of Chemistry and Physics.

Calculations and maps

K = 10ΔpKa and ΔG° = −RT ln K = −5.71 kJ/mol × ΔpKa at 298 K. “Converted” assumes equal starting amounts of acid and base, so x = √K/(1 + √K). Solvent effects (leveling, ion pairing) are noted but not modelled. The coloured maps are schematic electrostatic-potential pictures: the colour shows how concentrated the negative charge is, from its resonance share, the atom’s ability to hold charge, and its size. They are drawn to show trends, not computed from quantum chemistry.