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The origin of nonmonotonic complex behavior and the effects of nonnative interactions on the diffusive properties of protein folding.


ABSTRACT: We present a method for calculating the configurational-dependent diffusion coefficient of a globular protein as a function of the global folding process. Using a coarse-grained structure-based model, we determined the diffusion coefficient, in reaction coordinate space, as a function of the fraction of native contacts formed Q for the cold shock protein (TmCSP). We find nonmonotonic behavior for the diffusion coefficient, with high values for the folded and unfolded ensembles and a lower range of values in the transition state ensemble. We also characterized the folding landscape associated with an energetically frustrated variant of the model. We find that a low-level of frustration can actually stabilize the native ensemble and increase the associated diffusion coefficient. These findings can be understood from a mechanistic standpoint, in that the transition state ensemble has a more homogeneous structural content when frustration is present. Additionally, these findings are consistent with earlier calculations based on lattice models of protein folding and more recent single-molecule fluorescence measurements.

SUBMITTER: Oliveira RJ 

PROVIDER: S-EPMC2905115 | biostudies-literature | 2010 Jul

REPOSITORIES: biostudies-literature

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The origin of nonmonotonic complex behavior and the effects of nonnative interactions on the diffusive properties of protein folding.

Oliveira Ronaldo J RJ   Whitford Paul C PC   Chahine Jorge J   Wang Jin J   Onuchic José N JN   Leite Vitor B P VB  

Biophysical journal 20100701 2


We present a method for calculating the configurational-dependent diffusion coefficient of a globular protein as a function of the global folding process. Using a coarse-grained structure-based model, we determined the diffusion coefficient, in reaction coordinate space, as a function of the fraction of native contacts formed Q for the cold shock protein (TmCSP). We find nonmonotonic behavior for the diffusion coefficient, with high values for the folded and unfolded ensembles and a lower range  ...[more]

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