Stevens F J
Division of Biological and Medical Research, Argonne National Laboratory, IL 60439.
Mol Immunol. 1987 Oct;24(10):1055-60. doi: 10.1016/0161-5890(87)90073-3.
A recently described procedure for the evaluation of the affinity of monoclonal antibodies [Friguet et al., J. Immun. Meth. 77, 305-319 (1985)] uses an ELISA system to determine the quantity of free antibody present in a mixture of antigen and antibody. However, an intact IgG may bind antigen by either of two binding sites, and an IgG can bind to a solid-phase antigen whether one or two of its binding sites are free. Therefore, this procedure does not directly provide the concn of liganded binding sites, the quantity necessary for calculation of the thermodynamic association constant. A binomial probability distribution relates the fraction of liganded binding sites to the concn of unliganded, singly liganded, and doubly liganded IgG assuming that the binding of each Fab to antigen is independent. Simulated experiments were used to compare the apparent binding characteristics of bivalent IgG and monovalent Fab and to calculate apparent association constants in each case. It was found that the affinity of binding sites on intact IgG was underestimated by a factor of at least 2 and that the error was inversely related to the fraction of liganded binding sites. Binding site affinity of an antibody may be underestimated by several orders of magnitude. On the basis of binomial analysis, it is possible to convert apparent concns of bound IgG to actual concns of liganded binding site resulting in the calculation of valid association constants for intact IgG without alteration of the experimental protocol.
最近描述的一种评估单克隆抗体亲和力的方法[弗里盖等人,《免疫学方法杂志》77,305 - 319(1985)]使用酶联免疫吸附测定(ELISA)系统来确定抗原和抗体混合物中存在的游离抗体的量。然而,完整的免疫球蛋白G(IgG)可以通过两个结合位点中的任何一个结合抗原,并且无论其一个还是两个结合位点游离,IgG都可以结合到固相抗原上。因此,该方法不能直接提供配体结合位点的浓度,而这是计算热力学缔合常数所必需的量。二项式概率分布将配体结合位点的分数与未结合、单结合和双结合IgG的浓度联系起来,假设每个抗原结合片段(Fab)与抗原的结合是独立的。通过模拟实验比较了二价IgG和单价Fab的表观结合特性,并计算了每种情况下的表观缔合常数。结果发现,完整IgG上结合位点的亲和力被低估了至少2倍,并且该误差与配体结合位点的分数呈负相关。抗体结合位点的亲和力可能被低估几个数量级。基于二项式分析,可以将结合IgG的表观浓度转换为配体结合位点的实际浓度,从而在不改变实验方案的情况下计算完整IgG的有效缔合常数。