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Configuration-dependent diffusion can shift the kinetic transition state and barrier height of protein folding

机译:依赖于构型的扩散可以改变蛋白质折叠的动力学过渡状态和屏障高度

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We show that diffusion can play an important role in protein-folding kinetics. We explicitly calculate the diffusion coefficient of protein folding in a lattice model. We found that diffusion typically is configuration- or reaction coordinate-dependent. The diffusion coefficient is found to be decreasing with respect to the progression of folding toward the native state, which is caused by the collapse to a compact state constraining the configurational space for exploration. The configuration- or position-dependent diffusion coefficient has a significant contribution to the kinetics in addition to the thermodynamic free-energy barrier. It effectively changes (increases in this case) the kinetic barrier height as well as the position of the corresponding transition state and therefore modifies the folding kinetic rates as well as the kinetic routes. The resulting folding time, by considering both kinetic diffusion and the thermodynamic folding free-energy profile, thus is slower than the estimation from the thermodynamic free-energy barrier with constant diffusion but is consistent with the results from kinetic simulations. The configuration- or coordinate-dependent diffusion is especially important with respect to fast folding, when there is a small or no free-energy barrier and kinetics is controlled by diffusion. Including the configurational dependence will challenge the transition state theory of protein folding. The classical transition state theory will have to be modified to be consistent. The more detailed folding mechanistic studies involving phi value analysis based on the classical transition state theory also will have to be modified quantitatively.
机译:我们表明扩散可以在蛋白质折叠动力学中发挥重要作用。我们在晶格模型中显式计算蛋白质折叠的扩散系数。我们发现扩散通常取决于构型或反应坐标。发现扩散系数相对于向原始状态的折叠进展是减小的,这是由塌陷到致密状态所致,从而限制了勘探的构造空间。除了热力学自由能垒外,与构型或位置有关的扩散系数对动力学也有重要作用。它可以有效地改变(在这种情况下)动力学势垒高度以及相应过渡状态的位置,因此可以改变折叠动力学速率以及动力学路径。通过同时考虑动力学扩散和热力学折叠自由能分布图得出的折叠时间,比起具有恒定扩散的热力学自由能垒的估计要慢,但与动力学模拟的结果一致。当自由能垒很小或没有自由能且动力学受扩散控制时,取决于构型或坐标的扩散对快速折叠尤为重要。包括构型依赖性将挑战蛋白质折叠的过渡态理论。经典的过渡态理论将必须进行修改以保持一致。基于经典过渡态理论的涉及phi值分析的更详细的折叠机理研究也必须进行定量修改。

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