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Buffer pH Calculator

Estimate the pH of an acid or base buffer using the concentrations of a conjugate pair.

By ChemistryCalc•Updated October 28, 2026•References
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Results update as you type. Choose units beside a measurement; changing units converts the current value.

On this pageCalculatorHow to useFormula & methodWorked exampleA conjugate pair controls the estimateUseful range and model limitsFrequently asked questionsRelated calculatorsSources

01 Set up your calculation

  1. Select acid or base buffer.
  2. Enter pKa for the weak acid or pKb for the weak base, at the relevant temperature.
  3. Enter both concentrations after mixing; base mode also needs pKw.

02 The relationship

Acid buffer: pH = pKa + log₁₀([A⁻]/[HA]). Base buffer: pOH = pKb + log₁₀([BH⁺]/[B]); pH = pKw − pOH.

For the assumptions behind these results, read the explanation below. You can also explore Henderson–Hasselbalch and pKa.

WORKED EXAMPLE

Follow the numbers

For an acid buffer with pKa 4.76 and equal 0.1 mol/L acid and conjugate-base concentrations, the ratio is one and the estimated pH is 4.76.

03 A conjugate pair controls the estimate

An acid buffer contains a weak acid and its conjugate base; a base buffer contains a weak base and its conjugate acid. The ratio of the two forms shifts the pH relative to the relevant dissociation constant. Equal concentrations place an acid buffer near pKa.

Use concentrations after any neutralization and dilution. If strong acid or base has been added, first account for its stoichiometric reaction with the buffer components. Entering the original stock concentrations would ignore that change.

04 Useful range and model limits

The concentration form of the Henderson–Hasselbalch equation approximates activities with concentrations. It is most useful when appreciable amounts of both partners remain and their ratio is reasonably balanced. The tool flags ratios outside 0.1–10, but does not certify buffer capacity.

High ionic strength, very dilute solutions, multiple overlapping acid-base equilibria, and substantial ionization can require a fuller equilibrium model. Temperature also affects pKa, pKb, and pKw. The familiar pKw value 14 is appropriate near 25 °C, not every temperature.

Questions from the notebook

Is pKa the same as Ka?

No. pKa is −log₁₀(Ka). Enter the logarithmic value in this calculator.

Can I use moles instead of concentrations?

The ratio is equivalent if both amounts occupy the same final volume and no unaccounted reaction changes them.

Does this calculate buffer capacity?

No. pH depends primarily on the ratio, while resistance to added acid or base also depends on total concentration.

References & reading

Our explanations are written for ChemistryCalc. Read how we build and check our tools. These calculations are educational estimates where the underlying model requires assumptions.