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一种用于确定部分抑制剂和完全抑制剂抑制参数的图解方法。

A graphical method for determining inhibition parameters for partial and complete inhibitors.

作者信息

Yoshino M

机构信息

Department of Biochemistry, Yokohama City University School of Medicine, Japan.

出版信息

Biochem J. 1987 Dec 15;248(3):815-20. doi: 10.1042/bj2480815.

Abstract

A new simple graphical method is described for the determination of inhibition type and kinetic parameters of an enzyme reaction without any replot. The method consists of plotting experimental data as v/(vo--v) versus the reciprocal of the inhibitor concentration at different substrate concentrations, where v and vo represent the velocity in the presence and in the absence of the inhibitor respectively with a given concentration of the substrate. Partial inhibition gives straight lines that converge on the abscissa at a point away from the origin, whereas complete inhibition gives lines that go through the origin. The inhibition constants of enzymes and the reaction rate constant of the enzyme-substrate-inhibitor complex can be calculated from the abscissa and ordinate intercepts of the plot. The relationship between the slope of the plot and the substrate concentration shows characteristic features depending on the inhibition type: for partial competitive inhibition, the straight line converging on the abscissa at--Ks, the dissociation constant of the enzyme-substrate complex; for non-competitive inhibition, a constant slope independent of the substrate concentration; for uncompetitive inhibition, a hyperbola decreasing with the increase in the substrate concentration; for mixed-type inhibition, a hyperbola increasing with the increase in the substrate concentration. The properties of the replot are useful in confirmation of the inhibition mechanism.

摘要

描述了一种新的简单图形方法,用于在无需任何重绘的情况下确定酶反应的抑制类型和动力学参数。该方法包括在不同底物浓度下,将实验数据绘制成v/(vo - v) 对抑制剂浓度的倒数的图,其中v和vo分别表示在给定底物浓度下存在抑制剂和不存在抑制剂时的反应速度。部分抑制给出在远离原点的一点处与横坐标相交的直线,而完全抑制给出通过原点的直线。酶的抑制常数和酶 - 底物 - 抑制剂复合物的反应速率常数可从该图的横坐标和纵坐标截距计算得出。根据抑制类型,该图的斜率与底物浓度之间的关系呈现出特征性:对于部分竞争性抑制,直线在 -Ks(酶 - 底物复合物的解离常数)处与横坐标相交;对于非竞争性抑制,斜率恒定,与底物浓度无关;对于反竞争性抑制,双曲线随底物浓度增加而减小;对于混合型抑制,双曲线随底物浓度增加而增加。重绘图的特性有助于确认抑制机制。

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