Devés R, Krupka R M
Biochim Biophys Acta. 1984 Jan 25;769(2):455-60. doi: 10.1016/0005-2736(84)90330-4.
A kinetic analysis of substrate and inhibitor binding, based on the conventional carrier model, leads to the following conclusions. The substrate constant derived from equilibrium binding studies is not a simple dissociation constant; rather, it is identical to the half-saturating substrate concentration for equilibrium exchange transport, which is a function of both the dissociation constant and the rate constants for carrier reorientation. In general, binding and transport constants are identical, assuming the same substrate distribution across the membrane in the two experiments. Binding studies reveal only a single substrate site--even if the carrier is unsymmetrical, with different substrate affinities on the two sides of the membrane. The binding constants for inhibitors are identical to the inhibition constants found in transport. These rules, which apply to a carrier imbedded in the cell membrane or free in solution, offer a means of deciding whether an isolated carrier retains the properties of the intact system.
基于传统载体模型对底物和抑制剂结合进行的动力学分析得出以下结论。从平衡结合研究得出的底物常数并非简单的解离常数;相反,它等同于平衡交换转运的半饱和底物浓度,该浓度是解离常数和载体重新定向速率常数的函数。一般来说,假设两个实验中跨膜底物分布相同,则结合常数和转运常数相同。结合研究仅揭示一个底物位点——即使载体不对称,膜两侧具有不同的底物亲和力。抑制剂的结合常数与转运中的抑制常数相同。这些适用于嵌入细胞膜或游离于溶液中的载体的规则,提供了一种判断分离的载体是否保留完整系统特性的方法。