Calculate structure: Difference between revisions

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<StructureSection load='2mhr.pdb' size='500' side='right' caption='' scene='Calculate_structure/Erythrin/1'>__NOTOC__
<StructureSection load='2mhr.pdb' size='500' side='right' caption='' scene='Calculate_structure/Erythrin/1'>__NOTOC__
=== Basis of Secondary Structure Determination ===
=== Basis of Secondary Structure Determination ===
 
<scene name='Calculate_structure/Erythrin/2'>TextToBeDisplayed2</scene>
<scene name='Calculate_structure/Erythrin/4'>TextToBeDisplayed4</scene>
''Calculate structure'' is based on Defined Secondary Structure of Protein (DSSP), a program written in Pascal.<ref name="DSSP">W. Kabsch & C. Sanders, ''Biopolymers'', '''22''', 2577-2636, 1983.</ref> The secondary structure recognition algorithms used in DSSP are based mainly on hydrogen-bonding patterns along with some geometric structures , such as bends. There are two different hydrogen-bonding patterns which are recognized. The one determines the value of n in the expression ''i'' + ''n'' (''i'' is a residue that forms a hydrogen bond with a residue n residues removed from residue ''i''.) where n = 3, 4 or 5. These values define three types of turns. A peptide segment that has repeating turns of the same type are called 3<sub>10</sub>-helix, α-helix, or Π-helix, respectively. If the turn is isolate, it is simply called an n-turn. The other recognized pattern is a hydrogen bond which is between residues which are not close together in sequence. This type of hydrogen bond is called a bridge. Kabsch & Sanders define a ladder as a "set of one or more consecutive bridges of identical type" and a sheet as a "set of one or more ladders connected by shared residues"<ref name="DSSP" />. Bends are peptide segments with high curvature, and the determination of curvature involves torsional angles of the C<sup>α</sup>. Bends can overlap with helices and turns.  
''Calculate structure'' is based on Defined Secondary Structure of Protein (DSSP), a program written in Pascal.<ref name="DSSP">W. Kabsch & C. Sanders, ''Biopolymers'', '''22''', 2577-2636, 1983.</ref> The secondary structure recognition algorithms used in DSSP are based mainly on hydrogen-bonding patterns along with some geometric structures , such as bends. There are two different hydrogen-bonding patterns which are recognized. The one determines the value of n in the expression ''i'' + ''n'' (''i'' is a residue that forms a hydrogen bond with a residue n residues removed from residue ''i''.) where n = 3, 4 or 5. These values define three types of turns. A peptide segment that has repeating turns of the same type are called 3<sub>10</sub>-helix, α-helix, or Π-helix, respectively. If the turn is isolate, it is simply called an n-turn. The other recognized pattern is a hydrogen bond which is between residues which are not close together in sequence. This type of hydrogen bond is called a bridge. Kabsch & Sanders define a ladder as a "set of one or more consecutive bridges of identical type" and a sheet as a "set of one or more ladders connected by shared residues"<ref name="DSSP" />. Bends are peptide segments with high curvature, and the determination of curvature involves torsional angles of the C<sup>α</sup>. Bends can overlap with helices and turns.  



Revision as of 20:15, 6 April 2012

An important part of protein structure is the Phi and psi torsional angles which is made up of β-turns, View display of structure. and γ-turns, and Jmol is capable of determining and displaying these three types of structures with limitations as described in determined. The calculate structure[1] is a command which does a more fundamental identification of these secondary structures by re-calculating the secondary structure, and it identifies and displays the hbonds involved in these three types of secondary structures[1].

On any Proteopedia page, click on the Jmol frank, in the main menu click on Console, in the bottom box of the console enter the commands: select protein; calculate structure; cartoon; color structure; calculate hbonds structure and then click Run.

The objectives of this article are:

  • Describe briefly how calculate structure identifies secondary structures, with a focus on turns, and relate its turn identification to β and γ-turns.
  • Summarize the observations obtained from using calculate structure to identify turns in two proteins.
  • Show details of the above identifications.

Drag the structure with the mouse to rotate


References

  1. 1.0 1.1 A detailed description is at [1].

Proteopedia Page Contributors and Editors (what is this?)

Karl Oberholser, Wayne Decatur, Jaime Prilusky