Larsson A, Ghosh R, Hammarström S
University of Stockholm, Department of Immunology, Sweden.
Mol Immunol. 1987 Jun;24(6):569-76. doi: 10.1016/0161-5890(87)90037-x.
A 2-phase method is described for the determination of the intrinsic affinity constants (K-values) for the interaction between monoclonal antibodies (MAbs) against carcinoembryonic antigen (CEA) and CEA. The Mabs were coupled covalently to CNBr-activated paper discs. MAb coupled discs and a 2-fold dilution series of 125I-CEA were incubated at 20 degrees C until equilibrium was reached. Nonlinear curve-fitting was used for estimation of K-values and different calculation models were thereby tested. The K-values for 12 different anti-CEA MAbs were determined to be 0.3-52 X 10(6) M-1, which is 1-2 orders of magnitude lower than the values obtained in a previous study with some of these MAbs using the ammonium sulphate method to separate free from bound antigen. The K-values obtained by the paper disc method are probably better estimates of the intrinsic association constant than those obtained previously. There are two main reasons for this: (1) free and bound antigen are separated from each other under physiological conditions and (2) the opportunity for multipoint interaction between MAb and CEA is minimized when the MAb is coupled to a rigid carrier substance. Thus, even when the MAb reacts with greater than or equal to 2 epitopes in CEA, as seems to be the case with several of our anti-CEA MAbs, the intrinsic K-value should be obtained. The fundamental validity of 2-phase assays, sometimes questioned in the literature, is demonstrated.
本文描述了一种用于测定抗癌胚抗原(CEA)单克隆抗体(MAb)与CEA相互作用的内在亲和常数(K值)的两阶段方法。将单克隆抗体共价偶联到溴化氰活化的纸盘上。将偶联有单克隆抗体的纸盘与125I-CEA的2倍稀释系列在20℃下孵育,直至达到平衡。使用非线性曲线拟合来估计K值,并由此测试不同的计算模型。12种不同抗CEA单克隆抗体的K值测定为0.3-52×10(6)M-1,比先前使用硫酸铵方法从结合抗原中分离游离抗原的一些单克隆抗体的研究中获得的值低1-2个数量级。通过纸盘法获得的K值可能比先前获得的值更好地估计内在缔合常数。这有两个主要原因:(1)游离抗原和结合抗原在生理条件下相互分离;(2)当单克隆抗体偶联到刚性载体物质上时,单克隆抗体与CEA之间多点相互作用的机会最小化。因此,即使单克隆抗体与CEA中的大于或等于2个表位反应,就像我们的几种抗CEA单克隆抗体那样,也应该获得内在K值。本文证明了两阶段测定法的基本有效性,而该方法在文献中有时受到质疑。