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Part 1: Protein Structure - Backbone torsion angles

AIM: To ensure you understand what torsion angles are and how they are measured.

A torsion angle (or 'dihedral' angle) is the 'twist' angle along a bond:

Dihedrals

Image from http://bmbiris.bmb.uga.edu/wampler/tutorial/prot2.html

The torsion angle is positive when the atom farther away (atom D in the diagram) moves clockwise with respect to the closer atom (atom A in the diagram).


The protein backbone can be described in terms of the phi, psi and omega torsion angles of the bonds:

Image from http://bmbiris.bmb.uga.edu/wampler/tutorial/prot2.html

First, download this peptide. To download it, you must right click the link and choose 'Save Target As...' from the menu.

Either close and restart PyMol, or select 'Reinitialize' (and 'Everything' if present) from the 'File' menu.

Now view the peptide using PyMol. You will see a fragment from the protein crambin with the sequence Thr-Gly-Cys-Ile-Ile.

Having identified where the peptide bonds are, we will have a look at their torsion angles - since there are no prolines, you would expect these to be trans. Let's see if they are:

Rather than doing this for every dihedral, we will simply look at the bonds visually to see if they are close to 180 degrees.

First we will highlight the peptide bonds:

Now we will show the C-alpha atoms as spheres

Finally we will look at each peptide bond in turn:

Repeat what you did above, to calculate the omega (peptide bond) torsion angle between Thr30 and Gly31. Record this value.

Record the omega (peptide bond) torsion angle between Gly31 and Cys32.

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