European Bioinformatics Institute, Hinxton, United Kingdom.
PLoS One. 2010 Jan 5;5(1):e8449. doi: 10.1371/journal.pone.0008449.
Biological signal transduction commonly involves cooperative interactions in the binding of ligands to their receptors. In many cases, ligand concentrations in vivo are close to the value of the dissociation constant of their receptors, resulting in the phenomenon of ligand depletion. Using examples based on rotational bias of bacterial flagellar motors and calcium binding to mammalian calmodulin, we show that ligand depletion diminishes cooperativity and broadens the dynamic range of sensitivity to the signaling ligand. As a result, the same signal transducer responds to different ranges of signal with various degrees of cooperativity according to its effective cellular concentration. Hence, results from in vitro dose-response analyses cannot be applied directly to understand signaling in vivo. Moreover, the receptor concentration is revealed to be a key element in controlling signal transduction and we propose that its modulation constitutes a new way of controlling sensitivity to signals. In addition, through an analysis of the allosteric enzyme aspartate transcarbamylase, we demonstrate that the classical Hill coefficient is not appropriate for characterizing the change in conformational state upon ligand binding to an oligomeric protein (equivalent to a dose-response curve), because it ignores the cooperativity of the conformational change for the corresponding equivalent monomers, which are generally characterized by a Hill coefficient . Therefore, we propose a new index of cooperativity based on the comparison of the properties of oligomers and their equivalent monomers.
生物信号转导通常涉及配体与受体结合的协同相互作用。在许多情况下,体内的配体浓度接近其受体的解离常数,导致配体耗尽现象。我们以细菌鞭毛马达的旋转偏置和钙与哺乳动物钙调蛋白的结合为例,表明配体耗尽会降低协同性,并拓宽对信号配体的灵敏度动态范围。因此,相同的信号转导器根据其有效细胞浓度,以不同的协同性程度响应不同范围的信号。因此,体外剂量反应分析的结果不能直接应用于理解体内信号转导。此外,受体浓度被揭示为控制信号转导的关键因素,我们提出其调节构成了控制对信号敏感性的新方法。此外,通过对别构酶天冬氨酸转氨甲酰酶的分析,我们证明经典的 Hill 系数不适用于描述配体与寡聚蛋白结合时构象状态的变化(相当于剂量-反应曲线),因为它忽略了构象变化的协同性对应于相应的等效单体,它们通常具有 Hill 系数。因此,我们提出了一种基于比较寡聚体及其等效单体性质的新协同性指标。