Protein Folding and Tertiary Structure
The tertiary structure of a protein refers to the unique three-dimensional structure that a given polypeptide will adopt.
Fibrous proteins
Tertiary and quaternary structure is described by the structural organization and association of polypeptides along a linear axis, resulting in a "fiber" or "stand" type of tertiary structure. These generally have high tensile strength (resistance to tension, or pulling, forces), and function as an essential structural element in holding the body together. Here are some examples:
a-keratin
b-keratin
Collagen
Globular Proteins
The most numerous category of protein, and exhibiting the most diverse functionality of any type of molecule in the body.
Click here for a vrml file of this structure
Why do globular proteins contain these types of secondary structures?
Click here for such an example in a b-sheet
The spatial organization of such polar and non-polar residues in an a-helix can also be visualized by using a "helical wheel" representation of the helix. This is an attempt to show a helix, viewed down the helix axis from the amino terminal, and "flattened" against a surface. The above patterning of polar and non-polar residues in a helical wheel representation would look like this: (bear in mind, I am not an artist...). Notice that with this pattern, the distribution of polar and non-polar residues would place them on opposite sides of the helix.
Click here for such an example in an a-helix
Packing Considerations
Another optimization of interactions in globular proteins involves van der Waals interactions
Molecular Dynamics
Images of protein structures often give the impression that proteins are "static" molecules with a rigid conformation. This impression can be reinforced when one is told that proteins fold up into a unique three-dimensional structure. But proteins are not rigid structures like a typical solid, they exhibit a range of molecular motions, or molecular dynamics. (Remember, only at 0K do you have a single conformation in a molecular structure).
In addition to thermal motion, proteins may exhibit motions related to their function
Here is an example of molecular motion observed upon cofactor binding to an enzyme known as 2,5-diketo-d-gluconate reductase:
Driving forces in the folding of globular proteins
We can list some thermodynamic changes when globular proteins fold up:
Unfolded à Folded DSprotein < 0 (opposes folding)
Unfolded à Folded DHprotein < 0 (favors folding)
Which contribution wins out?
It turns out that if these were the only considerations, proteins would probably not fold (unfavorable entropy change would be larger than favorable enthalpy gain). However, there is another factor we have not considered, and that is the effects upon water when a protein folds:
Unfolded à Folded DSsolvent > 0 (favors folding)
Thus, this contribution of the solvent entropy provides the needed free energy change to drive protein folding
Molecular Chaperons
Although thermodynamics may indicate that protein folding is spontaneous, it says nothing about the rate of folding.
Molecular chaperones are proteins that help other proteins fold up. They may do so in several ways
Prediction of Protein Folding
This is an area of tremendous research effort and brings together experimentalists and theoreticians from a variety of disciplines including chemistry, physics, biology and computer science. It is one of the driving forces behind the development of bigger and faster supercomputers. Currently, we can simulate only a few picoseconds of protein folding and only for simple proteins.
The sequencing of the human genome allows us to infer the amino acid sequence of every polypeptide in the body. If we could accurately predict how proteins fold, we could determine the structures of every protein in the body.
Since intermolecular interactions between proteins is a variation of the protein folding problem, we could also predict how all proteins interact. This is important, since the basis of many diseased states lies in mutations within protein molecules and their effects upon protein structure, dynamics and molecular interactions.
Subunit Interactions and Quaternary Structure
Many proteins exist as oligomers - meaning that two or more identical molecules associate into a more complex assembly (defined as their quaternary structure).
The arrangement of such molecules in a complex almost always results in some type of identifiable axis (or axes) of rotational symmetry, including:
To see a vrml file of a cyclic 2-fold symmetry click here
To see a vrml file of an example of dihedral symmetry click here
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