Waley S G
Biochem J. 1985 May 1;227(3):843-9. doi: 10.1042/bj2270843.
Many clinically important or mechanistically interesting inhibitors react with enzymes by a branched pathway in which inactivation of the enzyme and formation of product are competing reactions. The steady-state kinetics for this pathway [Waley (1980) Biochem. J. 185, 771-773] gave equations for progress curves that were cumbersome. A convenient linear plot is now described. The time (t1/2) for 50% inactivation of the enzyme (this is also the time for 50% formation of product), or for 50% loss of substrate, is measured in a series of experiments in which the concentration of inhibitor, [I]0, is varied; in these experiments the ratio of the concentration of enzyme to the concentration of inhibitor is kept fixed. Then a plot of [I]0 X t1/2 against [I]0 is linear, and the kinetic parameters can be found from the slope and intercept. Furthermore, simplifications of the equations for progress curves are described that are valid when the concentration of inhibitors is high, or is low, or when the extent of reaction is low. The use of simulated data has shown that the recommended methods are not unduly sensitive to experimental error.
许多具有临床重要性或机制上有趣的抑制剂通过分支途径与酶发生反应,在该途径中酶的失活和产物的形成是竞争反应。该途径的稳态动力学[Waley(1980年),《生物化学杂志》185卷,771 - 773页]给出的反应进程曲线方程很繁琐。现在描述一种方便的线性作图法。在一系列实验中,改变抑制剂浓度[I]₀,测量酶50%失活的时间(t₁/₂)(这也是产物形成50%的时间)或底物损失50%的时间;在这些实验中,酶浓度与抑制剂浓度的比值保持固定。然后,以[I]₀×t₁/₂对[I]₀作图呈线性,并且动力学参数可从斜率和截距得出。此外,还描述了在抑制剂浓度高、低或反应程度低时有效的反应进程曲线方程的简化形式。模拟数据的使用表明,推荐的方法对实验误差不过度敏感。