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预测取代突变以调节卷曲螺旋的无序性和稳定性。

Predicting substitutions to modulate disorder and stability in coiled-coils.

机构信息

CNRS, IBPS, UMR 7238, Laboratoire de Biologie Computationnelle et Quantitative (LCQB), Sorbonne Université, 75005, Paris, France.

Institute of Computing and Data Sciences (ISCD), Sorbonne Université, 75005, Paris, France.

出版信息

BMC Bioinformatics. 2020 Dec 21;21(Suppl 19):573. doi: 10.1186/s12859-020-03867-x.

Abstract

BACKGROUND

Coiled-coils are described as stable structural motifs, where two or more helices wind around each other. However, coiled-coils are associated with local mobility and intrinsic disorder. Intrinsically disordered regions in proteins are characterized by lack of stable secondary and tertiary structure under physiological conditions in vitro. They are increasingly recognized as important for protein function. However, characterizing their behaviour in solution and determining precisely the extent of disorder of a protein region remains challenging, both experimentally and computationally.

RESULTS

In this work, we propose a computational framework to quantify the extent of disorder within a coiled-coil in solution and to help design substitutions modulating such disorder. Our method relies on the analysis of conformational ensembles generated by relatively short all-atom Molecular Dynamics (MD) simulations. We apply it to the phosphoprotein multimerisation domains (PMD) of Measles virus (MeV) and Nipah virus (NiV), both forming tetrameric left-handed coiled-coils. We show that our method can help quantify the extent of disorder of the C-terminus region of MeV and NiV PMDs from MD simulations of a few tens of nanoseconds, and without requiring an extensive exploration of the conformational space. Moreover, this study provided a conceptual framework for the rational design of substitutions aimed at modulating the stability of the coiled-coils. By assessing the impact of four substitutions known to destabilize coiled-coils, we derive a set of rules to control MeV PMD structural stability and cohesiveness. We therefore design two contrasting substitutions, one increasing the stability of the tetramer and the other increasing its flexibility.

CONCLUSIONS

Our method can be considered as a platform to reason about how to design substitutions aimed at regulating flexibility and stability.

摘要

背景

卷曲螺旋被描述为稳定的结构基序,其中两个或更多的螺旋相互缠绕。然而,卷曲螺旋与局部流动性和固有无序有关。蛋白质中的无规则区域的特点是在体外生理条件下缺乏稳定的二级和三级结构。它们越来越被认为是蛋白质功能的重要组成部分。然而,在溶液中描述它们的行为并精确确定蛋白质区域的无序程度,无论是在实验上还是在计算上,都具有挑战性。

结果

在这项工作中,我们提出了一种计算框架,用于量化溶液中卷曲螺旋内的无序程度,并帮助设计调节这种无序的取代。我们的方法依赖于相对短的全原子分子动力学(MD)模拟生成的构象集合的分析。我们将其应用于麻疹病毒(MeV)和尼帕病毒(NiV)的磷酸蛋白多聚化结构域(PMD),这两种病毒都形成四聚左旋卷曲螺旋。我们表明,我们的方法可以帮助从几十纳秒的 MD 模拟中量化 MeV 和 NiV PMD 的 C 末端区域的无序程度,而无需广泛探索构象空间。此外,这项研究为合理设计旨在调节螺旋稳定性的取代提供了一个概念框架。通过评估已知破坏卷曲螺旋的四个取代的影响,我们得出了一组控制 MeV PMD 结构稳定性和内聚性的规则。因此,我们设计了两个对比的取代,一个增加四聚体的稳定性,另一个增加其灵活性。

结论

我们的方法可以被认为是一个用于推理如何设计取代以调节灵活性和稳定性的平台。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/9770/7751101/8769468da4e6/12859_2020_3867_Fig1_HTML.jpg

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