Schonbrun Jack, Dill Ken A
Graduate Group in Biophysics, University of California, San Francisco, CA 94118, USA.
Proc Natl Acad Sci U S A. 2003 Oct 28;100(22):12678-82. doi: 10.1073/pnas.1735417100. Epub 2003 Oct 20.
Proteins are complex molecules, yet their folding kinetics is often fast (microseconds) and simple, involving only a single exponential function of time (called two-state kinetics). The main model for two-state kinetics has been transition-state theory, where an energy barrier defines a slow step to reach an improbable structure. But how can barriers explain fast processes, such as folding? We study a simple model with rigorous kinetics that explains the high speed instead as a result of the microscopic parallelization of folding trajectories. The single exponential results from a separation of timescales; the parallelization of routes is high at the start of folding and low thereafter. The ensemble of rate-limiting chain conformations is different from in transition-state theory; it is broad, overlaps with the denatured state, is not aligned along a single reaction coordinate, and involves well populated, rather than improbable, structures.
蛋白质是复杂的分子,但其折叠动力学通常很快(微秒级)且简单,仅涉及时间的单一指数函数(称为两态动力学)。两态动力学的主要模型一直是过渡态理论,其中一个能量屏障定义了达到一个不太可能的结构的缓慢步骤。但屏障如何解释诸如折叠这样的快速过程呢?我们研究了一个具有严格动力学的简单模型,该模型将高速解释为折叠轨迹微观并行化的结果。单一指数来自时间尺度的分离;折叠开始时路径的并行化程度高,之后则低。限速链构象的集合与过渡态理论中的不同;它很宽泛,与变性状态重叠,不沿单个反应坐标排列,并且涉及大量存在而非不太可能的结构。