2007
DOI: 10.1107/s0907444907045921
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Conformation families of protein fragments in multidimensional torsion-angle space

Abstract: Protein conformation families for automatic model building were determined for dipeptidic, tripeptidic, tetrapeptidic and pentapeptidic fragments. Mapping in n-dimensional conformational space (n = 2, 4 and 6), a conformation-generator method, a deletion-sorting process and a verification procedure were used to calculate the conformational preferences. Torsion angles were harvested from PDB structures with resolutions better than 1.5 A. Statistical weights were calculated for the conformation families.

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Cited by 4 publications
(9 citation statements)
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“…Searching for a-helices and other tripeptides. The chain tracing is initiated by finding seven-residue -helices or the three most common tripeptides (Pavelcik & Pavelcikova, 2007) in the density by evaluating a weighted sum f( 0 ) of the modified density 0 at the atomic sites and also at points where, because of steric clashes with the fragments in question, no density is to be expected ('holes'). The weights are set to the atomic numbers, except that for C (which would be absent for a glycine) the weight is set to 4 and for a 'hole' it is set to À2.…”
Section: Autotracingmentioning
confidence: 99%
“…Searching for a-helices and other tripeptides. The chain tracing is initiated by finding seven-residue -helices or the three most common tripeptides (Pavelcik & Pavelcikova, 2007) in the density by evaluating a weighted sum f( 0 ) of the modified density 0 at the atomic sites and also at points where, because of steric clashes with the fragments in question, no density is to be expected ('holes'). The weights are set to the atomic numbers, except that for C (which would be absent for a glycine) the weight is set to 4 and for a 'hole' it is set to À2.…”
Section: Autotracingmentioning
confidence: 99%
“…This fragment contains three peptide groups, two pairs of (', ) torsion angles, four CA atoms, two CB atoms and is approximately of tripeptide size. Based on previous statistics (Pavelcik & Pavelcikova, 2007), the number of conformation families seems to be reasonable and the errors introduced by the assumption of fixed bond lengths and fixed bond angles do not appear to be large. The fragment was designed to be a compromise between size and number of conformers.…”
Section: Molecular Fragment and Conformer Tablesmentioning
confidence: 67%
“…Each flexible torsion represents one search dimension. The recent data used for calculations and stored in the NUT program are presented in Tables 2 and 3 of Pavelcik & Pavelcikova (2007); the number of conformers in the program is limited to 16.…”
Section: Molecular Fragment and Conformer Tablesmentioning
confidence: 99%
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