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The kinetic effect of product instability in a Michaelis-Menten mechanism with competitive inhibition

机译:具有竞争抑制作用的Michaelis-Menten机制中产物不稳定性的动力学效应

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摘要

In most kinetic studies it is assumed that both the reactant and the products are stable. However, under certain conditions spontaneous decomposition or deterioration caused by one of the participating species occurs. Studies, in which a species (the free enzyme, the enzyme-substrate complex, an inhibitor or the product of the reaction) is unstable, have appealed in the literature. However, to our knowledge, the enzymatic systems, in which a competitive inhibition and a decomposition ol transformation of the products take place simultaneously, have not been studied so far. In this paper, we present a kinetic analysis of an enzyme reaction that follows a Michaelis-Menten mechanism, in which the free enzyme suffers a competitive inhibition simultaneously with the decomposition of the immediate product. In this study, we have linearised the differential equations that describe the kinetics of the process. Under the assumption of limiting concentration of enzyme, we have obtained and tested the explicit equation describing the time dependence of the product concentration using numerical calculus. With this equation and the experimental progress curve of the product, we constructed an easy procedure for the evaluation of the principal kinetic parameters of the process. (C) 2000 Elsevier Science Ireland Ltd. All rights reserved. [References: 25]
机译:在大多数动力学研究中,假定反应物和产物都是稳定的。但是,在某些条件下,会发生由一种参与物质引起的自发分解或变质。在文献中,一种物质(游离酶,酶-底物复合物,抑制剂或反应产物)不稳定的研究吸引了人们的注意。然而,据我们所知,到目前为止还没有研究其中同时发生竞争性抑制和产物的分解ol转化的酶系统。在本文中,我们提出了遵循米利斯(Michaelis-Menten)机制的酶反应动力学分析,其中游离酶同时具有竞争性抑制作用和直接产物的分解作用。在这项研究中,我们已经线性化了描述过程动力学的微分方程。在限制酶浓度的假设下,我们使用数值演算获得并测试了描述产物浓度随时间变化的显式方程。利用该方程式和产品的实验进度曲线,我们构建了一个简单的程序来评估该过程的主要动力学参数。 (C)2000 Elsevier Science Ireland Ltd.保留所有权利。 [参考:25]

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