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重新审视米氏机制:分形动力学的影响

Michaelis-Menten mechanism reconsidered: implications of fractal kinetics.

作者信息

Savageau M A

机构信息

Department of Microbiology and Immunology, University of Michigan, Ann Arbor 14809-0620, USA.

出版信息

J Theor Biol. 1995 Sep 7;176(1):115-24. doi: 10.1006/jtbi.1995.0181.

Abstract

The Michaelis-Menten formalism assumes that the elementary steps of an enzymatic mechanism follow traditional mass-action kinetics. Recent evidence has shown that elementary bimolecular reactions under dimensionally-restricted conditions, such as those that might occur in vivo when reactions are confined to two-dimensional membranes and one-dimensional channels, do not follow traditional mass-action kinetics, but fractal kinetics. A Michaelis-Menten-like reaction operating under conditions of dimensional restriction is shown to exhibit new types of synergism and noninteger kinetic orders. These properties are likely to have an important influence on the behavior of intact biochemical systems, which is largely dependent upon the kinetic orders of the constituent biochemical reactions.

摘要

米氏方程形式假定酶促反应机制的基本步骤遵循传统的质量作用动力学。最近的证据表明,在维度受限条件下的双分子基本反应,比如当反应局限于二维膜和一维通道时可能在体内发生的那些反应,并不遵循传统的质量作用动力学,而是遵循分形动力学。结果显示,在维度限制条件下运行的类似米氏反应会表现出新型的协同作用和非整数动力学级数。这些特性可能会对完整生化系统的行为产生重要影响,而完整生化系统的行为很大程度上取决于组成生化反应的动力学级数。

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