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Coarse-grained molecular simulations of allosteric cooperativity

机译:变构合作的粗粒度分子模拟

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Interactions between a protein and a ligand are often accompanied by a redistribution of the population of thermally accessible conformations. This dynamic response of the protein's functional energy landscape enables a protein to modulate binding affinities and control binding sensitivity to ligand concentration. In this paper, we investigate the structural origins of binding affinity and allosteric cooperativity of binding two Ca2+ ions to each domain of Calmodulin (CaM) through simulations of a simple coarse-grained model. In this model, the protein's conformational transitions between open and closed conformational ensembles are simulated explicitly and ligand binding and unbinding are treated implicitly within the grand canonical ensemble. Ligand binding is cooperative because the binding sites are coupled through a shift in the dominant conformational ensemble upon binding. The classic Monod-Wyman-Changeux model of allostery with appropriate binding free energies to the open and closed ensembles accurately describes the simulated binding thermodynamics. The simulations predict that the two domains of CaM have distinct binding affinity and cooperativity. In particular, the C-terminal domain binds Ca2+ with higher affinity and greater cooperativity than the N-terminal domain. From a structural point of view, the affinity of an individual binding loop depends sensitively on the loop's structural compatibility with the ligand in the bound ensemble, as well as the conformational flexibility of the binding site in the unbound ensemble. (C) 2016 AIP Publishing LLC.
机译:蛋白质和配体之间的相互作用通常伴随着热可接近构象群体的重新分布。蛋白质功能能态的这种动态响应使蛋白质能够调节结合亲和力,并控制对配体浓度的结合敏感性。在本文中,我们通过模拟一个简单的粗粒模型,研究了将两个Ca2 +离子与钙调蛋白(CaM)的每个域结合的结合亲和力和变构协同作用的结构起源。在该模型中,显式模拟了蛋白质在开放和闭合构象集合之间的构象转变,并在大正则合集中隐式处理了配体结合和非结合。配体结合是合作的,因为结合后结合位点通过显性构象集合的移位而偶联。经典的Monod-Wyman-Changeux变构模型,对开合体和闭合体具有适当的结合自由能,准确地描述了模拟的结合热力学。模拟预测,CaM的两个域具有独特的结合亲和力和协同作用。特别地,C端结构域以比N端结构域更高的亲和力和更大的协同性结合Ca 2+。从结构的角度来看,单个结合环的亲和力敏感地取决于环与结合的集合体中配体的结构相容性,以及未结合的集合体中结合位点的构象柔性。 (C)2016 AIP出版有限责任公司。

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