An improved algorithm is presented for rapid calculation of the hessian matrix for the conformational energy of a protein as a function of only dihedral angles. The speed of the calculation, which is about one order faster than by the previous method, is achieved by two considerations. First, the al
Calculation of protein conformation by global optimization of a potential energy function
β Scribed by Jooyoung Lee; Adam Liwo; Daniel R. Ripoll; Jaroslaw Pillardy; Harold A. Scheraga
- Publisher
- John Wiley and Sons
- Year
- 1999
- Tongue
- English
- Weight
- 235 KB
- Volume
- 37
- Category
- Article
- ISSN
- 0887-3585
No coin nor oath required. For personal study only.
β¦ Synopsis
A novel hierarchical approach to protein folding has been applied to compute the unknown structures of seven target proteins provided by CASP3. The approach is based exclusively on the global optimization of a potential energy function for a united-residue model by conformational space annealing, followed by energy refinement using an all-atom potential. Comparison of the submitted models for five globular proteins with the experimental structures shows that the conformations of large fragments (Ο³60 aa) were predicted with rmsds of 4.2-6.8 Γ for the C β£ atoms. Our lowest-energy models for targets T0056 and T0061 were particularly successful, producing the correct fold of approximately 52% and 80% of the structures, respectively. These results support the thermodynamic hypothesis that protein structure can be computed solely by global optimization of a potential energy function for a given amino acid sequence.
π SIMILAR VOLUMES
## Abstract The conformational analysis of adenosine triphosphate was conducted by using classical potential energy calculations. All rotatable bonds were examined, i.e., no dihedral angles were fixed at predetermined conformations except for the ribofuranose ring, which was held in the C(3β²)β__end
## Abstract We present a method that can reduce conformational energy calculations for an arbitrary peptide consisting of __n__ residues (__n__βpeptide) to the complexity of a computation for (Gly)~__n__~. This reduction, and the concomitant savings in computer time, is accomplished by replacing al
It is quite easy to propose an empirical potential for conformational analysis such that given crystal structures lie near local minima. What is much more difficult, is to devise a function such that the native structure lies near a relatively deep local minimum, at least in some neighborhood of the
The differences in the conformational energies for the gauche (G) and trans (T) conformers of 1,2-difluoroethane and for myo-and scyllo-conformer of inositol have been calculated by local density functional method (LDF approximation) with ge ometry optimization using different sets of calculation pa