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可逆米氏机制的酶动力学的两条规则。

Two rules of enzyme kinetics for reversible Michaelis-Menten mechanisms.

作者信息

Keleti T

出版信息

FEBS Lett. 1986 Nov 10;208(1):109-12. doi: 10.1016/0014-5793(86)81542-3.

Abstract

In a Michaelis-Menten type reversible enzyme reaction (one substrate, one product) the rapid equilibrium kinetics in one direction excludes rapid equilibrium in the reverse direction. If rapid equilibrium functions in any direction, in the reverse reaction van Slyke type 'kinetic constant' appears in the rate equation independently of whether steady state is reached in finite time or the final equilibrium is attained at t = infinity. If the reaction proceeds in one direction with rapid equilibrium and in the reverse direction with steady-state kinetics, the thermodynamic equilibrium of the reaction determines that a higher equilibrium concentration of product (or substrate) can be reached only with steady-state kinetics.

摘要

在米氏型可逆酶反应(一个底物,一个产物)中,一个方向上的快速平衡动力学排除了相反方向上的快速平衡。如果在任何方向上都存在快速平衡功能,那么在逆反应中,范斯莱克型“动力学常数”会出现在速率方程中,而与是否在有限时间内达到稳态或在t = ∞时达到最终平衡无关。如果反应在一个方向上以快速平衡进行,而在相反方向上以稳态动力学进行,反应的热力学平衡决定了只有通过稳态动力学才能达到更高的产物(或底物)平衡浓度。

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