Kurganov B I, Dorozhko A I, Kagan Z S, Yakovlev V A
Biokhimiia. 1975 May-Jun;40(3):611-21.
A shape of the curves of a product accumulation in time (t) is analysed for the variant of Monod, Wyman and Changeux model which is characterized by comparable rates of equilibration between R and T enzyme forms on the one hand and the enzymatic process on the other hand. It is assumed that the complex of R and T forms with substrate are in rapid equilibrium with the free components. The character of the dependences of effective constant of R denoting T isomerization and the value of tau on substrate concentration are analysed (tau is the intercept of t-axis for linear asymptota of the curve of product concentration versus time at t leads to infinity). It is also shown that the low rate of R denoting T isomerization may be manifested by the shape of the plot of initial reaction rate versus substrate concentration unusual for the model of Monod et al. (the plots with intermediate plateau and ones with Hill's coefficient of cooperativity less than unity).
针对莫诺德(Monod)、怀曼(Wyman)和钱盖克斯(Changeux)模型的变体,分析了产物随时间(t)积累曲线的形状。该模型的特点是一方面R和T酶形式之间的平衡速率与另一方面的酶促过程速率相当。假定R和T形式与底物的复合物与游离组分处于快速平衡状态。分析了表示T异构化的R有效常数以及τ值对底物浓度的依赖特性(τ是t趋于无穷大时产物浓度与时间曲线线性渐近线在t轴上的截距)。还表明,R表示T异构化的低速率可能通过初始反应速率与底物浓度关系图的形状表现出来,这对于莫诺德等人的模型来说是不寻常的(具有中间平稳段的图以及协同性希尔系数小于1的图)。