Jakobson I, Warholm M, Mannervik B
Biochem J. 1979 Mar 1;177(3):861-8. doi: 10.1042/bj1770861.
Glutathione derivatives inhibit glutathione S-transferase A [cf. Biochem. J. (1975) 147, 513--522]. The steady-state kinetics of this inhibition have been investigated in detail by using S-octyglutathione, glutathione disulphide and S-(2-chloro-4-nitrophenyl)glutathione: the last compound is a product of the enzyme-catalused reaction. Interpreted in terms of generalized denotations of inhibition patterns, the compounds were found to be competitive with the substrate glutathione. Double-inhibition experiments involving simultaneous use of two inhibitors indicated exclusive binding of the inhibitors to the enzyme. The discrimination between alternative rate equations has been based on the results of weighted non-linear regression analysis. The experimental error was determined by replicate measurements and was found to increase with velocity. The established error structure was used as a basis for weighting in the regression and to construct confidence levels for the judgement of goodness-of-fit of rate equations fitted to experimental data. The results obtained support a steady-state random model for the mechanism of action of glutathione S-transferase A and exclude a number of simple kinetic models.
谷胱甘肽衍生物可抑制谷胱甘肽S-转移酶A[参见《生物化学杂志》(1975年)147卷,513 - 522页]。通过使用S-辛基谷胱甘肽、谷胱甘肽二硫化物和S-(2-氯-4-硝基苯基)谷胱甘肽,对这种抑制作用的稳态动力学进行了详细研究:最后一种化合物是酶催化反应的产物。根据抑制模式的一般表示法进行解释,发现这些化合物与底物谷胱甘肽具有竞争性。涉及同时使用两种抑制剂的双重抑制实验表明抑制剂与酶的结合是排他性的。对替代速率方程的区分基于加权非线性回归分析的结果。通过重复测量确定实验误差,发现其随速度增加。所建立的误差结构被用作回归加权的基础,并用于构建判断拟合实验数据的速率方程拟合优度的置信水平。所获得的结果支持谷胱甘肽S-转移酶A作用机制的稳态随机模型,并排除了一些简单的动力学模型。