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Computer simulations of protein folding with a small number of distance restraints.
Author(s) -
Andrzej Sikorski,
Andrzej Koliński,
Jeffrey Skolnick
Publication year - 2002
Publication title -
acta biochimica polonica
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.452
H-Index - 78
eISSN - 1734-154X
pISSN - 0001-527X
DOI - 10.18388/abp.2002_3777
Subject(s) - force field (fiction) , monte carlo method , maxima and minima , replica , lattice protein , statistical physics , lattice (music) , protein folding , chain (unit) , square lattice , root mean square , crystallography , folding (dsp implementation) , computer science , chemistry , physics , mathematics , mathematical analysis , nuclear magnetic resonance , ising model , engineering , art , statistics , quantum mechanics , astronomy , artificial intelligence , acoustics , visual arts , electrical engineering
A high coordination lattice model was used to represent the protein chain. Lattice points correspond to amino-acid side groups. A complicated force field was designed in order to reproduce a protein-like behavior of the chain. Long-distance tertiary restraints were also introduced into the model. The Replica Exchange Monte Carlo method was applied to find the lowest energy states of the folded chain and to solve the problem of multiple minima. In this method, a set of replicas of the model chain was simulated independently in different temperatures with the exchanges of replicas allowed. The model chains, which consisted of up to 100 residues, were folded to structures whose root-mean-square deviation (RMSD) from their native state was between 2.5 and 5 A. Introduction of restrain based on the positions of the backbone hydrogen atoms led to an improvement in the number of successful simulation runs. A small improvement (about 0.5 A) was also achieved in the RMSD of the folds. The proposed method can be used for the refinement of structures determined experimentally from NMR data.

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