Department of Biological Chemistry, Weizmann Institute of Science, Rehovot 76100, Israel.
Proc Natl Acad Sci U S A. 2013 Apr 30;110(18):7235-9. doi: 10.1073/pnas.1302395110. Epub 2013 Apr 15.
The activity of many proteins, including metabolic enzymes, molecular machines, and ion channels, is often regulated by conformational changes that are induced or stabilized by ligand binding. In cases of multimeric proteins, such allosteric regulation has often been described by the concerted Monod-Wyman-Changeux and sequential Koshland-Némethy-Filmer classic models of cooperativity. Despite the important functional implications of the mechanism of cooperativity, it has been impossible in many cases to distinguish between these various allosteric models using ensemble measurements of ligand binding in bulk protein solutions. Here, we demonstrate that structural MS offers a way to break this impasse by providing the full distribution of ligand-bound states of a protein complex. Given this distribution, it is possible to determine all the binding constants of a ligand to a highly multimeric cooperative system, and thereby infer its allosteric mechanism. Our approach to the dissection of allosteric mechanisms relies on advances in MS--which provide the required resolution of ligand-bound states--and in data analysis. We validated our approach using the well-characterized Escherichia coli chaperone GroEL, a double-heptameric ring containing 14 ATP binding sites, which has become a paradigm for molecular machines. The values of the 14 binding constants of ATP to GroEL were determined, and the ATP-loading pathway of the chaperone was characterized. The methodology and analyses presented here are directly applicable to numerous other cooperative systems and are therefore expected to promote further research on allosteric systems.
许多蛋白质的活性,包括代谢酶、分子机器和离子通道,通常通过配体结合诱导或稳定的构象变化来调节。在多聚体蛋白质的情况下,这种变构调节通常被描述为协同的 Monod-Wyman-Changeux 和顺序的 Koshland-Némethy-Filmer 经典协同模型。尽管协同作用机制具有重要的功能意义,但在许多情况下,使用在 bulk 蛋白质溶液中进行的配体结合的整体测量,仍然不可能区分这些各种变构模型。在这里,我们证明结构 MS 通过提供蛋白质复合物的配体结合状态的完整分布,为打破这种僵局提供了一种方法。有了这个分布,就有可能确定配体与高度多聚协同系统的所有结合常数,并由此推断其变构机制。我们对变构机制的剖析方法依赖于 MS 的进展——它提供了所需的配体结合状态的分辨率——以及数据分析。我们使用经过充分表征的大肠杆菌伴侣蛋白 GroEL 验证了我们的方法,GroEL 是一个含有 14 个 ATP 结合位点的双七聚体环,它已成为分子机器的范例。确定了 GroEL 与 ATP 的 14 个结合常数的值,并表征了伴侣蛋白的 ATP 加载途径。这里提出的方法和分析直接适用于许多其他协同系统,因此有望促进对变构系统的进一步研究。