Chinese Academy of Sciences, Max Planck Society Partner Institute for Computational Biology, Shanghai Institutes for Biological Sciences, Shanghai, China.
Math Biosci. 2011 Aug;232(2):164-73. doi: 10.1016/j.mbs.2011.06.003. Epub 2011 Jun 12.
Proteins with multiple binding sites play important roles in cell signaling systems by nucleating protein complexes in which, for example, enzymes and substrates are co-localized. Proteins that specialize in this function are called by a variety names, including adapter, linker and scaffold. Scaffold-mediated nucleation of protein complexes can be either constitutive or induced. Induced nucleation is commonly mediated by a docking site on a scaffold that is activated by phosphorylation. Here, by considering minimalist mathematical models, which recapitulate scaffold effects seen in more mechanistically detailed models, we obtain analytical and numerical results that provide insights into scaffold function. These results elucidate how recruitment of a pair of ligands to a scaffold depends on the concentrations of the ligands, on the binding constants for ligand-scaffold interactions, on binding cooperativity, and on the milieu of the scaffold, as ligand recruitment is affected by competitive ligands and decoy receptors. For the case of a bivalent scaffold, we obtain an expression for the unique scaffold concentration that maximally recruits a pair of monovalent ligands. Through simulations, we demonstrate that a bivalent scaffold can nucleate distinct sets of ligands to equivalent extents when the scaffold is present at different concentrations. Thus, the function of a scaffold can potentially change qualitatively with a change in copy number. We also demonstrate how a scaffold can change the catalytic efficiency of an enzyme and the sensitivity of the rate of reaction to substrate concentration. The results presented here should be useful for understanding scaffold function and for engineering scaffolds to have desired properties.
具有多个结合位点的蛋白质通过在其中共定位例如酶和底物的蛋白质复合物来在细胞信号转导系统中发挥重要作用。专门从事此功能的蛋白质有多种名称,包括衔接子、接头和支架。支架介导的蛋白质复合物成核可以是组成型的,也可以是诱导型的。诱导型成核通常由支架上的对接位点介导,该位点通过磷酸化而被激活。在这里,通过考虑概括了在更详细的机械模型中看到的支架效应的最小化数学模型,我们获得了提供对支架功能的深入了解的分析和数值结果。这些结果阐明了如何根据配体的浓度、配体-支架相互作用的结合常数、结合协同性以及支架的环境(配体募集受到竞争性配体和诱饵受体的影响),将一对配体募集到支架上取决于配体的浓度、配体-支架相互作用的结合常数、结合协同性以及支架的环境(配体募集受到竞争性配体和诱饵受体的影响)。对于二价支架,我们获得了一个表达最大募集一对单价配体的独特支架浓度的表达式。通过模拟,我们证明了当支架存在于不同浓度时,二价支架可以同等程度地募集不同的配体。因此,支架的功能可能会随着拷贝数的变化而发生定性变化。我们还展示了支架如何改变酶的催化效率以及反应速率对底物浓度的敏感性。这里提出的结果应该有助于理解支架功能,并有助于设计具有所需特性的支架。