Calculate structure
From Proteopedia
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=== Basis of Secondary Structure Determination === | === Basis of Secondary Structure Determination === | ||
- | ''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 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. |
- | The results of the ''calculate structure'' computation are printed in the upper box of the console. One part of that output is a summary | + | The results of the ''calculate structure'' computation are printed in the upper box of the console. One part of that output is a summary which identifies peptide segments according to their type of secondary structure with each type having a one letter identifier. During the DSSP analysis it is possible for a residue or a segment of residues to be assigned more than one structural type, so the structural types are assigned a priority. (The summary for myohemerytherin (2mhr) is given below with a key for the one letter identifiers which are rank ordered in decreasing priority.) Turns (T) have a lower priority than sheets of helices with bends (S) having the lowest priority. The helices and sheets which are identified on the summary can easily be associated with the corresponding structures in the applet, but the turns need some additional explanation. |
=== Relationship to β and γ Turns === | === Relationship to β and γ Turns === | ||
- | The DSSP determination of helices and β-sheets is in agreement with the generally accepted view of these two structures, but the DSSP determination of turns is not as specific as the generally accepted definition of turns. As described above DSSP identifies turns that have 4, 5, or 6 residues with a backbone hbond being present between the first and the last residues. The presence of the hbond is a requirement to be classified as a turn. [[Psi and Phi Angles|Phi and psi torsional angles]] of the C<sup>α</sup> are not used by the DSSP procedure, but the generally accepted definitions of β and γ turns involve these angles. | + | The DSSP determination of helices and β-sheets is in agreement with the generally accepted view of these two structures, but the DSSP determination of turns is not as specific as the generally accepted definition of turns. As described above DSSP identifies turns that have 4, 5, or 6 residues with a backbone hbond being present between the first and the last residues. The presence of the hbond is a requirement to be classified as a turn. [[Psi and Phi Angles|Phi and psi torsional angles]] of the C<sup>α</sup> are not used by the DSSP procedure to identify n-turns, but the generally accepted definitions of β and γ turns involve these angles. |
- | [[Turns_in_Proteins#Beta Turns|β-turns]] contain four residues and therefore are 3-turns found by DSSP. The classes of β-turns are defined by the range of psi and phi values for the second and third residues.<ref name=beta>[http://www.ebi.ac.uk/thornton-srv/databases/cgi-bin/pdbsum/GetPage.pl?doc=TRUE&pdbcode=n/a&template=doc_p_bturns.html Characteristics of β-turn classes]</ref> β-turns often have a hbond between residues one and four (''i'' + 3) | + | [[Turns_in_Proteins#Beta Turns|β-turns]] contain four residues and therefore are 3-turns found by DSSP. The classes of β-turns are defined by the range of psi and phi values for the second and third residues.<ref name=beta>[http://www.ebi.ac.uk/thornton-srv/databases/cgi-bin/pdbsum/GetPage.pl?doc=TRUE&pdbcode=n/a&template=doc_p_bturns.html Characteristics of β-turn classes]</ref> β-turns often have a hbond between residues one and four (''i'' + 3), but there is not an absolute requirement for a hbond. In three classes (VIa1, VIa2, VIb) a Pro in the third position has the cis configuration which does not permit the formation of a hbond ([[Turns_in_Proteins#Beta Turns|View display of structure.]]). The turns in these three classes are not detected by DSSP since they do not contain a hbond. These turns can be identified by locating a trace that is not colored blue but has the appearance of a β-turns and checking for a cis-Pro at ''i + 2''. Also, the values for phi and psi angles at ''i + 1'' and ''i + 2'' can be [[Psi and Phi Angles|determined]] and compared to the values expected for classes VIa1, VIa2, and VIb.<ref name=beta /> |
[[Turns_in_Proteins#Gamma Turns|γ-turns]] contain three residues having a hbond between residues ''i'' and ''i'' + 2 and therefore are not included among the turns found by DSSP. The classic γ-turns have phi and psi values at residue ''i'' + 1 of +75.0 and -64, respectively, and the inverse γ-turns have phi and psi values at residue ''i'' + 1 of -79 and +69, respectively.<ref name="Miner">Miner-White, EJ, et. al. ''One type of gamma turn, rather than the other, gives rise to chain reversal in proteins''. J. Mol. Bio. '''204''', 1983, pp. 777-782.</ref> | [[Turns_in_Proteins#Gamma Turns|γ-turns]] contain three residues having a hbond between residues ''i'' and ''i'' + 2 and therefore are not included among the turns found by DSSP. The classic γ-turns have phi and psi values at residue ''i'' + 1 of +75.0 and -64, respectively, and the inverse γ-turns have phi and psi values at residue ''i'' + 1 of -79 and +69, respectively.<ref name="Miner">Miner-White, EJ, et. al. ''One type of gamma turn, rather than the other, gives rise to chain reversal in proteins''. J. Mol. Bio. '''204''', 1983, pp. 777-782.</ref> |
Revision as of 17:57, 16 August 2011
An important part of protein structure is the secondary structure which is made up of helices, sheets and turns, and Jmol is capable of determining and displaying these three types of structures with limitations as described in How Jmol Determines Secondary Structure . The calculate structure[1] is a command which does a more fundamental identification of these secondary structures by re-calculating the secondary structure, but it is not available in Jmol 11.8 which is used in Proteopedia as of June 2011. It is available in Jmol ver. 12. Calculate hbonds structure is also available in ver. 12, and it identifies and displays the hbonds involved in these three types of secondary structures[1].
Any page of Proteopedia can be run in the signed ver. 12 by appending "?JMOLJAR=http://chemapps.stolaf.edu/jmol/docs/examples-12/JmolAppletSigned0.jar" to the url of the page and reloading the page. The user must give permission for the signed version of Jmol to open, and when it does it has a red frank, whereas in the unsigned version it is grey. 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.
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References
- ↑ 1.0 1.1 A detailed description is at [1].
- ↑ 2.0 2.1 W. Kabsch & C. Sanders, Biopolymers, 22, 2577-2636, 1983.
- ↑ 3.0 3.1 Characteristics of β-turn classes
- ↑ 4.0 4.1 Miner-White, EJ, et. al. One type of gamma turn, rather than the other, gives rise to chain reversal in proteins. J. Mol. Bio. 204, 1983, pp. 777-782.