Settanni et al. 10.1073/pnas.0406754102.

Supporting Information

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Supporting Figure 7
Supporting Figure 8
Supporting Text




Supporting Figure 7

Fig. 7. Distribution of fraction of native contacts (Q) and cluster Pfold in the wild-type peptide simulations. The color scale ranging from red to blue corresponds to high and low density, respectively. While structures with very large Q (Q >0.8) or very low Q (Q <0.2) have a cluster Pfold close to 1 or 0, respectively, conformations with intermediate values of Q span all of the allowed spectrum of cluster Pfold values.





Supporting Figure 8

Fig. 8. (Left and Center) Comparison between free-energy changes calculated with the kinetic or cluster Pfold data. The correlation coefficient is 0.73 and 0.99 for D D GTS–D and D D GN–D, respectively. (Right) Distribution of cluster Pfold for the wild-type simulations and identification of the native, TS, and denatured state ensemble.

 

Supporting Text

Evaluation of Cluster Pfold

The value of cluster Pfold obtained with the procedure exposed in Methods does not depend strongly on the criterion used to define commitment to fold (unfold) (1), i.e., Q >0.85 (Q <0.15), because in the near-equilibrium trajectories, the relaxation time within the folded (or unfolded) basin is 2 orders of magnitude shorter than the average unfolding (or folding) time (data not shown). Thus, instead of searching for observables that correlate with Pfold, we just identify a feature that unequivocally belongs to folded (unfolded) conformations, i.e., very high (low) Q. When the system undergoes a folding (unfolding) transition, it explores rapidly, with respect to folding/unfolding times, the folded (unfolded) basin, and reaches the conformations with high (low) Q. This unequivocally signals the occurrence of the transition event. Although Q can distinguish fully folded and fully denatured structures, it does not help distinguishing structures with properties intermediate between the native and denatured state. Indeed, structures with a Q as large as 0.7 may have cluster Pfold = 0 and, vice versa, a Q as low as 0.3 may correspond to structures with cluster Pfold = 1 (See Fig. 7). The procedure to compute standard Pfold with multiple runs starting from the same structure is extremely CPU expensive whereas the cluster Pfold calculations requires only a few seconds if near-equilibrium trajectories and an efficient clustering algorithm are available.

1. Hubner, I. A, Shimada, J. & Shakhnovic, E. I. (2004) J. Mol. Biol. 336, 745-761.