De Lean A, Rodbard D
Fed Proc. 1980 Jan;39(1):116-20.
We have developed a mathematical model for the kinetics of cooperative binding, assuming a linear relationship between the dissociation rate constant kd' and receptor occupancy, and have extensively explored its properties. Under ideal conditions changes in receptor occupancy by the hormone are coupled to changes in its dissociation rate. However, the correlation between receptor occupancy and the apparent dissociation rate can be obscured or even reversed in the presence of minor nonspecific binding, incomplete separation of bound and free ligand, and/or when there is a short lag period between the true onset of dissociation and measurement of "initial" binding. The present model and computer simulation studies suggest ways to reconcile otherwise conflicting observations. These results provide a basis for improved experimental design, to test the ability of this class of cooperative models to describe hormone binding systems.
我们已经开发了一种用于协同结合动力学的数学模型,假设解离速率常数kd'与受体占有率之间存在线性关系,并广泛探索了其性质。在理想条件下,激素引起的受体占有率变化与其解离速率变化相关联。然而,在存在少量非特异性结合、结合态和游离配体分离不完全,和/或在解离真正开始与“初始”结合测量之间存在短暂延迟时,受体占有率与表观解离速率之间的相关性可能会被掩盖甚至逆转。当前的模型和计算机模拟研究提出了调和其他相互矛盾的观察结果的方法。这些结果为改进实验设计提供了基础,以测试这类协同模型描述激素结合系统的能力。