Henderson Hasselbalch Equation

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Equation / Last modified by Administrator on 2017/07/13 03:25
`pH = `
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ekskekel.Henderson Hasselbalch Equation

The Henderson Hasselbalch Equation, pH = pKa + log([A-]/[HA]), calculates the pH using the acidity (pKa) of a solution. The inputs are pKa (unit-less), acid concentration [HA], and conjugate base concentration [A-]. Both concentration values are usually measured in moles/liter (mols/L), but the units cancel out in this equation to result in the unit-less value of pH. pH values are to be read on a scale of 1 to 14, with 1 being acidic and 14 being basic. A pH of 7 is considered to be neutral.


The Henderson Hasselbalch Equation is often used to calculate the pH of buffers and buffer systems. It is also used to find the isoelectric point of proteins, as well as the equilibrium pH in acid-base reactions. This equation can be used to calculate the pH of everything from water, to the blood in our bodies, and is essential to biochemistry.

Describes the relationship between pH and the extent of dissociation of a weak acid. When the pH of the solution of a weak acid is equal to the pK' of the acid, then 50% of the acid is in the undissociated form, HA, and 50% is in the dissociated form, H+ + A-.


Wikipedia: Henderson-Hasselbalch equation