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Theory of amyloid fibril nucleation from folded proteins

机译:折叠蛋白淀粉样原纤维成核的理论

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摘要

We present a theoretical model for the nucleation of amyloid fibrils. In our model we use helix-coil theory to describe the equilibrium between a soluble native state and an aggregation-prone unfolded state. We then extend the theory to include oligomers with β-sheet cores and calculate the free energy of these states using estimates for the energies of H-bonds, steric zipper interactions, and the conformational entropy cost of forming secondary structure. We find that states with fewer than ~10 β-strands are unstable relative to the dissociated state and three β-strands is the highest free energy state. We then use a modified version of Classical Nucleation Theory to compute the nucleation rate of fibrils from a supersaturated solution of monomers, dimers, and trimers. The nucleation rate has a non-monotonic dependence on denaturant concentration reflecting the competing effects of destabilizing the fibril and increasing the concentration of unfolded monomers. We estimate heterogeneous nucleation rates and discuss the application of our model to secondary nucleation.
机译:我们提出了淀粉样蛋白原纤维成核的理论模型。在我们的模型中,我们使用螺旋线圈理论来描述可溶天然状态和易于聚集的未折叠状态之间的平衡。然后,我们将理论扩展到包括具有β-折叠核的低聚物,并使用H键能量,空间拉链相互作用和形成二级结构的构象熵代价的估计来计算这些状态的自由能。我们发现,少于约10个β链的状态相对于解离态是不稳定的,而三个β链是最高的自由能态。然后,我们使用经典成核理论的改进版本,从单体,二聚体和三聚体的过饱和溶液计算原纤维的成核速率。成核速率对变性剂浓度具有非单调依赖性,反映出破坏原纤维和增加未折叠单体浓度的竞争作用。我们估计异相成核率,并讨论我们的模型在二次成核中的应用。

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