Amino acids are the building blocks of proteins, each with unique properties that affect their behavior in different environments. Their isoelectric point (pI) is the pH at which they have no net charge, crucial for understanding protein interactions and separation techniques.
Electrophoresis uses these charge differences to separate proteins in an electric field. By manipulating pH and creating gradients, we can exploit the unique pI of each protein to achieve precise separation, essential for protein analysis and purification in biochemistry and molecular biology.
Amino Acids and Isoelectric Points
Isoelectric point calculation
- Isoelectric point (pI) is pH where amino acid has net charge of zero occurs when positive and negative charges are balanced
- Calculate pI by averaging pKa values of amino and carboxyl groups ($pKa_{COOH}$ and $pKa_{NH3+}$)
- Non-ionizable side chain amino acids (Ala, Val, Leu, Ile, Met, Phe, Trp, Pro): $pI = \frac{pKa_{COOH} + pKa_{NH3+}}{2}$
- Ionizable side chain amino acids include side chain pKa in calculation
- Acidic side chains (Asp, Glu) have lower pKa: $pI = \frac{pKa_{COOH} + pKa_{side chain}}{2}$
- Basic side chains (Lys, Arg, His) have higher pKa: $pI = \frac{pKa_{side chain} + pKa_{NH3+}}{2}$
- Example: Alanine (Ala) has $pKa_{COOH} = 2.34$ and $pKa_{NH3+} = 9.69$, so $pI_{Ala} = \frac{2.34 + 9.69}{2} = 6.01$
- Henderson-Hasselbalch equation relates pH, pKa, and ratio of protonated (HA) to deprotonated (A^-) acid forms: $pH = pKa + log\frac{[A^-]}{[HA]}$
- pKa is the negative logarithm of the acid dissociation constant
- pH < pKa: protonated form (HA) predominates more H+ available to protonate the acid
- pH > pKa: deprotonated form (A^-) predominates more OH- available to deprotonate the acid
- pH = pKa: equal concentrations of protonated and deprotonated forms [HA] = [A^-]
- Determine predominant amino acid form at given pH by comparing to pKa values of amino, carboxyl, and side chain groups
- Group with pKa closest to pH will be partially protonated and deprotonated in equilibrium
- Groups with pKa significantly lower than pH will be fully deprotonated
- Groups with pKa significantly higher than pH will be fully protonated
- Example: Glutamic acid (Glu) has $pKa_{COOH} = 2.19$, $pKa_{side chain} = 4.25$, and $pKa_{NH3+} = 9.67$. At pH 7:
- Carboxyl group (pKa 2.19) fully deprotonated (-COO^-)
- Side chain (pKa 4.25) mostly deprotonated (-CH2-CH2-COO^-)
- Amino group (pKa 9.67) fully protonated (-NH3+)
Amino Acid Properties
- Amino acids are amphoteric, meaning they can act as both acids and bases
- The net charge of an amino acid depends on the pH of its environment
- Polarity of amino acids affects their interactions with water and other molecules
- Ionic strength of the solution can influence amino acid behavior and interactions
Electrophoresis and Isoelectric Points
Protein separation by electrophoresis
- Electrophoresis separates proteins based on net charge and size in an electric field
- Protein net charge depends on buffer solution pH and protein's isoelectric point (pI)
- pH < pI: protein has net positive charge migrates towards negative cathode
- pH > pI: protein has net negative charge migrates towards positive anode
- pH = pI: protein has zero net charge does not migrate
- Separate proteins by pI using pH gradient in buffer solution
- Proteins migrate through pH gradient
- Each protein stops migrating when it reaches pH equal to its pI zero net charge
- Proteins with different pI values stop at different positions separated
- Example: mixture of proteins with pI 5, 7, 9 in pH 3-10 gradient
- pH 5 protein migrates to pH 5 zone and stops
- pH 7 protein migrates further to pH 7 zone and stops
- pH 9 protein migrates furthest to pH 9 zone and stops
- Visualize separated protein bands by staining (Coomassie blue, silver stain)