Ionization States of Amino Acids

 

If you open a biochemistry textbook, you’ll often see amino acids drawn as H₂N-CH(R)-COOH, but this is mostly a classroom shortcut.

 

In your body, amino acids exist in a different form entirely. At a physiological pH of about 7.4, they show up as zwitterions: H₃N⁺-CH(R)-COO⁻. That means each molecule carries both a positive and a negative charge at the same time, but overall, it’s neutral.

 

This all comes down to how the amino and carboxyl groups respond to pH. The carboxyl group, with a pKa near 2 to 2.5, loses its proton easily, so at physiological pH, almost every carboxyl group is sitting in the deprotonated (-COO⁻) state.

 

On the other hand, the amino group holds onto its proton until the pH gets quite high, with a pKa of about 9–10. As a result, at normal body pH, you’ll find most amino groups as -NH₃⁺.

 

Henderson Hasselbalch Equation

If you want to check these numbers, the Henderson-Hasselbalch equation is the tool for the job.

 

pH = pKa + log([A⁻]/[HA])

 

[A⁻] represents the concentration of the deprotonated form, while [HA] represents the concentration of the protonated form.

 

For the carboxyl group, plug in the numbers and you’ll see that at pH 7.4, almost every single molecule is deprotonated (there are about 100,000 deprotonated forms for every one that’s still holding onto its proton).

 

For the amino group, things swing the other way: at this pH, roughly 99 out of every 100 molecules keep their proton, with the -NH₃⁺ form.

 

As you change the pH, amino acids shift through different forms.

 

In very acidic solutions, both groups are protonated and the whole molecule is positively charged.

 

Then, once the pH is higher than the pKa of the carboxyl group, but still lower than the pKa of the amino group, you hit the zwitterion form where the charges cancel each other out.

 

Push the pH above the pKa of the amino group, and now both groups have lost their protons, and the molecule has net negative charge.

 

There’s a special pH, called the isoelectric point (or pI), where the amino acid carries no net charge. For most amino acids, that’s roughly halfway between the two pKa values of the amino and carboxyl groups, though some side chains can add another twist to the calculation.

 

Interesting Applications

Charges on amino acids control the core chemistry of life.

 

In hemoglobin, several histidine side chains have pKa values near blood pH. When blood becomes slightly more acidic, like during exercise, these histidines gain protons, which shifts hemoglobin’s shape and prompts it to release oxygen more easily. Without this precise charge-sensitive mechanism, your body couldn’t adapt oxygen delivery to changing activity levels.

 

Protein folding also relies on the placement of charged residues. Lysine and glutamate, for example, often form salt bridges that hold a protein’s structure together. Replace one of these charged amino acids with a neutral one, and the protein might lose its shape or stop working entirely. A well-known case is cystic fibrosis, where a single amino acid change disrupts normal charge interactions and causes the protein to be degraded before it ever reaches its target in the cell.

 

Enzyme activity is another example. In serine proteases, an aspartate residue stabilizes a neighbouring histidine, which in turn activates a serine. These three strategically placed amino acids allows the enzyme to cut peptide bonds with high precision, but only if each side chain holds the right charge. Change the pH or swap out one residue, and the enzyme’s ability to catalyze reactions breaks down.

Try using the Henderson Hasselbalch equation to convince yourself that this diagram makes sense!

Reflect & Explore

Here are some open-ended questions to help you think more deeply about this material and connect it to related ideas.

 

  • Imagine a variant of hemoglobin in which one important histidine residue’s pKa is shifted up by a single pH unit. How would that small change alter oxygen release during intense exercise, when blood pH drops? Sketch a simple graph of the expected oxygen-saturation curve to clarify your thinking.

 

  • The catalytic triad of serine proteases, as outlined in the notes, functions optimally around pH 8. If the pH is lowered to 6, explain why the enzyme’s reaction rate decreases significantly by analyzing the interactions among Aspartate, Histidine, and Serine at this pH.

 

  • A protein with a pI of 5.2 carries a net negative charge at pH 7.0, so electrostatic repulsion helps it stay dissolved. If you adjust the buffer to pH 5.2, that net charge disappears and the protein becomes prone to aggregation. Knowing these facts, how could you influence the pH of the solution to separate this protein from another one with a pI of 6.8?

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