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酶动力学的停留时间分析。

A residence-time analysis of enzyme kinetics.

作者信息

Sines J J, Hackney D D

出版信息

Biochem J. 1987 Apr 1;243(1):159-64. doi: 10.1042/bj2430159.

Abstract

A 'first-passage-time' analysis is applied to enzyme kinetics. It is shown that the residence times determined in this way are directly related to the steady-state parameters and are particularly useful in analysis of isotopic exchange. A simple linear means is used for the calculation of these residence times that makes this method easily applicable to the numerical evaluation of complex models. This stochastic type of approach provides an alternative that avoids the classical steady-state approximation that the concentrations of enzyme intermediates are constant. Instead, steady state is defined as the randomization of the states of the enzyme following initial mixing due to completion of the turnovers of individual enzyme molecules at different times.

摘要

一种“首次通过时间”分析方法被应用于酶动力学。结果表明,以这种方式确定的停留时间与稳态参数直接相关,并且在同位素交换分析中特别有用。使用一种简单的线性方法来计算这些停留时间,这使得该方法易于应用于复杂模型的数值评估。这种随机类型的方法提供了一种替代方案,避免了经典的稳态近似,即酶中间体的浓度是恒定的。相反,稳态被定义为在初始混合后,由于单个酶分子在不同时间完成周转,酶状态的随机化。

相似文献

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A residence-time analysis of enzyme kinetics.酶动力学的停留时间分析。
Biochem J. 1987 Apr 1;243(1):159-64. doi: 10.1042/bj2430159.
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The total quasi-steady-state approximation for fully competitive enzyme reactions.完全竞争性酶反应的总准稳态近似法
Bull Math Biol. 2007 Jan;69(1):433-57. doi: 10.1007/s11538-006-9136-2. Epub 2006 Jul 19.
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Quasi-steady-state laws in enzyme kinetics.酶动力学中的准稳态定律。
J Phys Chem A. 2008 Mar 20;112(11):2311-21. doi: 10.1021/jp077597q. Epub 2008 Feb 28.

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