蛋白质折叠过渡态的蛋白质工程分析:在晶格模型中的模拟

Alexander M Gutin , Victor I Abkevich , Eugene I Shakhnovich
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引用次数: 36

摘要

背景:蛋白质工程已被广泛用于评估蛋白质折叠过渡态的性质。尽管该方法已被证明是有用的,但其局限性和所获得结果的解释细节在很大程度上仍未被探索。结果:格子模型模拟用于验证蛋白质折叠过渡态的蛋白质工程分析。结果表明,在某些情况下(但并非总是如此),该方法能够以合理的精度确定过渡态。揭示并分析了蛋白质工程的局限性。特别是,突变导致的非天然相互作用的变化会影响蛋白质工程分析的结果。此外,还研究了ϕ值的温度依赖性(它是残馀参与过渡态的度量)和过渡态系综的特征。它表明,作为一个总的趋势φ值减少时,温度降低,这一发现与最近的实验结果一致。我们的分析表明,这一趋势主要是由于一些接触(原生和非原生)在较低温度下形成的未展开状态,当折叠屏障是高能的。结论:我们的分析有助于解释蛋白质工程的结果,并允许观察到的φ值与未折叠状态、过渡状态和原生状态的结构特征直接相关。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A protein engineering analysis of the transition state for protein folding: simulation in the lattice model

Background: Protein engineering has been used extensively to evaluate the properties of transition states in protein folding. Although the method has proved useful, its limitations and the details of interpretation of the obtained results remain largely unexplored.

Results: Lattice model simulations are used to test and verify the protein engineering analysis of the transition state in protein folding. It is shown that in some cases –  but not always –  this method is able to determine the transition state with reasonable accuracy. Limitations of protein engineering are revealed and analyzed. In particular, the change in non-native interactions as a result of mutations is shown to influence the results of the protein engineering analysis. Furthermore, the temperature dependencies of ϕ values (which are a measure of the participation of a residue in the transition state) and the character of the transition state ensemble are studied. It is shown that as a general trend ϕ values decrease when the temperature decreases, a finding consistent with recent experimental results. Our analysis suggests that this trend results primarily from the formation of some contacts (native and non-native) in the unfolded state at a lower temperature, when the barrier for folding is energetic.

Conclusions: Our analysis helps to interpret the results of protein engineering and allows observed ϕ values to be directly related to structural features of the unfolded state, the transition state and the native state.

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