Locasale Jason W
Department of Biological Engineering, Massachusetts Institute of Technology, Cambridge, MA 02139, USA.
J Chem Phys. 2008 Mar 21;128(11):115106. doi: 10.1063/1.2841124.
The utilization of multiple phosphorylation sites in regulating a biological response is ubiquitous in cell signaling. If each site contributes an additional, equivalent binding site, then one consequence of an increase in the number of phosphorylations may be to increase the probability that, upon dissociation, a ligand immediately rebinds to its receptor. How such effects may influence cell signaling systems is not well understood. Here, a self-consistent integral equation formalism for ligand rebinding, in conjunction with Monte Carlo simulations, is employed to further investigate the effects of multiple, equivalent binding sites on shaping biological responses. Multiple regimes that characterize qualitatively different physics due to the differential prevalence of rebinding effects are predicted. Calculations suggest that when ligand rebinding contributes significantly to the dose response, a purely allovalent model can influence the binding curves nonlinearly. The model also predicts that ligand rebinding in itself appears insufficient to generate a highly cooperative biological response.
在细胞信号传导中,利用多个磷酸化位点来调节生物反应的现象普遍存在。如果每个位点都提供一个额外的、等效的结合位点,那么磷酸化数量增加的一个后果可能是,解离时配体立即重新结合到其受体的概率增加。这种效应如何影响细胞信号系统尚不清楚。在此,结合蒙特卡罗模拟,采用一种用于配体重新结合的自洽积分方程形式,进一步研究多个等效结合位点对塑造生物反应的影响。预测了由于重新结合效应的不同普遍性而表征定性不同物理性质的多种状态。计算表明,当配体重新结合对剂量反应有显著贡献时,纯别构模型可对结合曲线产生非线性影响。该模型还预测,配体自身的重新结合似乎不足以产生高度协同的生物反应。