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固有无序蛋白质与结构靶标结合的速率常数和机制。

Rate constants and mechanisms of intrinsically disordered proteins binding to structured targets.

机构信息

Department of Physics and Institute of Molecular Biophysics, Florida State University, Tallahassee, FL 32306, USA.

出版信息

Phys Chem Chem Phys. 2012 Aug 14;14(30):10466-76. doi: 10.1039/c2cp41196b. Epub 2012 Jun 28.

Abstract

The binding of intrinsically disordered proteins (IDPs) to structured targets is gaining increasing attention. Here we review experimental and computational studies on the binding kinetics of IDPs. Experiments have yielded both the binding rate constants and the binding mechanisms, the latter via mutation and deletion studies and NMR techniques. Most computational studies have aimed at qualitative understanding of the binding rate constants or at mapping the free energy surfaces after the IDPs are engaged with their targets. The experiments and computation show that IDPs generally gain structures after they are engaged with their targets; that is, interactions with the targets facilitate the IDPs' folding. It also seems clear that the initial contact of an IDP with the target is formed by just a segment, not the entire IDP. The docking of one segment to its sub-site followed by coalescing of other segments around the corresponding sub-sites emerges as a recurring feature in the binding of IDPs. Such a dock-and-coalesce model forms the basis for quantitative calculation of binding rate constants. For both disordered and ordered proteins, strong electrostatic attraction with their targets can enhance the binding rate constants by several orders of magnitude. There are now tremendous opportunities in narrowing the gap in our understanding of IDPs relative to ordered proteins with regard to binding kinetics.

摘要

无规卷曲蛋白(IDPs)与结构靶标的结合越来越受到关注。在这里,我们综述了 IDPs 结合动力学的实验和计算研究。实验已经产生了结合速率常数和结合机制,后者通过突变和缺失研究以及 NMR 技术。大多数计算研究旨在定性理解结合速率常数,或者在 IDPs 与目标结合后绘制自由能表面。实验和计算表明,IDPs 通常在与目标结合后获得结构;也就是说,与目标的相互作用促进了 IDPs 的折叠。似乎很明显,IDP 与目标的初始接触是由仅仅一个片段而不是整个 IDP 形成的。一个片段与亚基的对接,随后在相应的亚基周围的其他片段的凝聚,成为 IDPs 结合的一个反复出现的特征。这种对接-凝聚模型为结合速率常数的定量计算奠定了基础。对于无序和有序的蛋白质,与目标的强静电吸引可以将结合速率常数提高几个数量级。现在有巨大的机会缩小我们对 IDPs 的理解与对结合动力学的有序蛋白质之间的差距。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/6623/3402904/8239c9f21da3/nihms389674f1.jpg

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