Steensgaard J, Johansen H K, Moller N P
Immunology. 1975 Sep;29(3):571-9.
A computer model for simulation of the interactions between a macromolecular antigen and its corresponding IgG has been developed. The model takes all possible immune complexes into account, and it calculates the most probable immune complex distribution patterns on the basis of basic thermodynamic principles from the valences and initial concentrations of antigen and antibody, respectively, together with an association constant assumed to be common to all mutual interactions. In antigen excess small antigen-rich complexes are predicted. At or near equivalence a rich variety of relatively small complexes is predicted, while in antibody excess complexes of the type AgAbn are found to be the most probable. By further assuming that the precipitate consists of antibody excess complexes, a precipitin curve can be calculated. The agreement between calculated results and experimentally obtained data is found to be good. It is of special interest that this theory implies that the outcome of immunochemical interactions depend equally well on the concentrations of antigen and of antibody.
已开发出一种用于模拟大分子抗原与其相应IgG之间相互作用的计算机模型。该模型考虑了所有可能的免疫复合物,并根据基本热力学原理,分别从抗原和抗体的价态及初始浓度,以及假定所有相互作用都相同的缔合常数,计算出最可能的免疫复合物分布模式。在抗原过量时,预测会形成富含小抗原的复合物。在等价点或接近等价点时,预测会形成多种相对较小的复合物,而在抗体过量时,发现AgAbn型复合物最有可能形成。通过进一步假设沉淀物由抗体过量的复合物组成,可以计算出沉淀素曲线。计算结果与实验数据之间的一致性良好。特别有趣的是,该理论表明免疫化学相互作用的结果同样取决于抗原和抗体的浓度。