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New Insights into the Folding of a β-Sheet Miniprotein in a Reduced Space of Collective Hydrogen Bond Variables: Application to a Hydrodynamic Analysis of the Folding Flow

机译:在减少的氢键集合空间中折叠β片状小蛋白的新见解:在折叠流动的流体动力学分析中的应用

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摘要

A new analysis of the 20 μs equilibrium folding/unfolding molecular dynamics simulations of the three-stranded antiparallel β-sheet miniprotein (beta3s) in implicit solvent is presented. The conformation space is reduced in dimensionality by introduction of linear combinations of hydrogen bond distances as the collective variables making use of a specially adapted principal component analysis (PCA); i.e., to make structured conformations more pronounced, only the formed bonds are included in determining the principal components. It is shown that a three-dimensional (3D) subspace gives a meaningful representation of the folding behavior. The first component, to which eight native hydrogen bonds make the major contribution (four in each beta hairpin), is found to play the role of the reaction coordinate for the overall folding process, while the second and third components distinguish the structured conformations. The representative points of the trajectory in the 3D space are grouped into conformational clusters that correspond to locally stable conformations of beta3s identified in earlier work. A simplified kinetic network based on the three components is constructed, and it is complemented by a hydrodynamic analysis. The latter, making use of "passive tracers" in 3D space, indicates that the folding flow is much more complex than suggested by the kinetic network. A 2D representation of streamlines shows there are vortices which correspond to repeated local rearrangement, not only around minima of the free energy surface but also in flat regions between minima. The vortices revealed by the hydrodynamic analysis are apparently not evident in folding pathways generated by transition-path sampling. Making use of the fact that the values of the collective hydrogen bond variables are linearly related to the Cartesian coordinate space, the RMSD between clusters is determined. Interestingly, the transition rates show an approximate exponential correlation with distance in the hydrogen bond subspace. Comparison with the many published studies shows good agreement with the present analysis for the parts that can be compared, supporting the robust character of our understanding of this "hydrogen atom" of protein folding.
机译:提出了在隐性溶剂中三链反平行β-折叠小蛋白(beta3s)的20μs平衡折叠/展开分子动力学模拟的新分析。通过引入氢键距离的线性组合作为集体变量,利用特殊适应的主成分分析(PCA),减小了构象空间的维数;即,为了使结构化构象更明显,在确定主要成分时仅包括形成的键。结果表明,三维(3D)子空间给出了折叠行为的有意义的表示。发现第一个成分在八个折叠中起主要作用(每个β发夹中四个),在整个折叠过程中起反应坐标的作用,而第二个和第三个成分则区分结构化构象。 3D空间中轨迹的代表点被分组为构象簇,这些构象簇与早期工作中确定的beta3的局部稳定构象相对应。构建了基于这三个组成部分的简化动力学网络,并辅以水动力分析。后者在3D空间中使用“被动示踪剂”,表明折叠流比动力学网络建议的复杂得多。流线的二维表示表明,不仅在自由能表面的最小值附近,而且在最小值之间的平坦区域中,都存在与重复的局部重排相对应的涡旋。流体动力学分析揭示的涡流在过渡路径采样产生的折叠路径中显然不明显。利用集体氢键变量的值与笛卡尔坐标空间线性相关的事实,确定簇之间的RMSD。有趣的是,跃迁速率与氢键子空间中的距离显示出近似的指数相关性。与许多已发表研究的比较表明,对于可以比较的部分,该分析与目前的分析非常吻合,这支持了我们对蛋白质折叠的“氢原子”的理解的强大特征。

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