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Steric effects on multivalent ligand-receptor binding: exclusion of ligand sites by bound cell surface receptors.

机译:对多价配体-受体结合的立体效应:结合的细胞表面受体排除配体位点。

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摘要

Steric effects can influence the binding of a cell surface receptor to a multivalent ligand. To account for steric effects arising from the size of a receptor and from the spacing of binding sites on a ligand, we extend a standard mathematical model for ligand-receptor interactions by introducing a steric hindrance factor. This factor gives the fraction of unbound ligand sites that are accessible to receptors, and thus available for binding, as a function of ligand site occupancy. We derive expressions for the steric hindrance factor for various cases in which the receptor covers a compact region on the ligand surface and the ligand expresses sites that are distributed regularly or randomly in one or two dimensions. These expressions are relevant for ligands such as linear polymers, proteins, and viruses. We also present numerical algorithms that can be used to calculate steric hindrance factors for other cases. These theoretical results allow us to quantify the effects of steric hindrance on ligand-receptor kinetics and equilibria.
机译:立体效应可以影响细胞表面受体与多价配体的结合。为了解释由受体的大小和配体上结合位点的间距引起的空间效应,我们通过引入空间位阻因子扩展了配体-受体相互作用的标准数学模型。该因子给出了受体可接近的未结合配体位点的分数,因此可用于结合,这是配体位点占有率的函数。我们推导了各种情况下的空间位阻因子的表达,其中受体覆盖了配体表面上的一个紧密区域,而配体表达的位置以一维或二维规则或随机分布。这些表达与诸如线性聚合物,蛋白质和病毒的配体有关。我们还提出了可用于计算其他情况下的空间位阻因子的数值算法。这些理论结果使我们能够量化空间位阻对配体-受体动力学和平衡的影响。

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