Buffer pH calculator
pH = pKa + log([A⁻]/[HA]). Leave the unknown blank.
Work it out
Fill in all but one. 4 boxes are empty, so there is more than one answer.
A worked example
An acetate buffer, pKa 4.76, with 0.10 M acetate and 0.050 M acetic acid.
pH 5.06
- 1The ratio [A⁻]/[HA] is 0.10 / 0.050 = 2.0.
- 2log₁₀(2.0) = 0.30.
- 3pH = 4.76 + 0.30 = 5.06.
What this assumes
- Only the ratio matters for pH, but the absolute concentrations decide the buffer capacity — how much acid or base it can absorb before the pH moves.
- The approximation holds when both concentrations are much larger than the amount that dissociates, which fails for very dilute buffers and for a pH far from the pKa.
- It ignores activity coefficients, so a high ionic strength shifts the real pH from the calculated one. Check a buffer with a meter before using it.
- pKa is temperature dependent. Tris is the well-known case: it moves about −0.03 per °C, so a buffer set at room temperature is not the same pH in a cold room.
The terms used here
- Buffer
- A mixture of a weak acid and its conjugate base that resists pH change when acid or base is added.
- pKa
- The pH at which an acid is half dissociated. A buffer works best within about one unit of it.
- Buffer capacity
- How much added acid or base the buffer can absorb. It rises with total concentration and is greatest at the pKa.
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This calculator runs in your browser. Nothing you type is sent anywhere, and no account is needed. If you want to go further than arithmetic — look a structure up, see what a reaction has been recorded as giving, or follow a mechanism — the library is open too.