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用最少数量的速度测量值测定酶催化反应的动力学参数。

Determination of kinetic parameters of enzyme-catalyzed reactions with a minimum number of velocity measurements.

作者信息

Alberty Robert A

机构信息

Department of Chemistry, Massachusetts Institute of Technology, Room 6-215, 77 Massachusetts Avenue, Cambridge, MA 02139, USA.

出版信息

J Theor Biol. 2008 Sep 7;254(1):156-63. doi: 10.1016/j.jtbi.2008.05.022. Epub 2008 May 28.

Abstract

Duggleby [Duggleby, R.G., 1979. Experimental designs for estimating kinetic parameters for enzyme-catalyzed reactions. J. Theor. Biol. 81, 672-684] discussed the "design of several replicate measurements of the velocity at as many experimental conditions as there are parameters to be estimated." He discussed the application of this method to A-->products, without and with competitive inhibition, and commented briefly on A+B-->products. The availability of computer applications that can solve large sets of simultaneous equations makes it possible to use this method to calculate kinetic parameters for more complicated enzyme mechanisms. This article is concerned with rapid-equilibrium rate equations, but this method can also be used with steady-state rate equations. Computer programs are provided for the calculation of the three kinetic parameters for ordered A+B-->products from three velocity measurements and for the calculation of the four kinetic parameters for random A+B-->products from four velocity measurements. Computer programs are also provided for competitive inhibition, uncompetitive inhibition, and mixed inhibition of ordered A+B-->products.

摘要

达格利比[达格利比,R.G.,1979年。用于估计酶催化反应动力学参数的实验设计。《理论生物学杂志》81卷,672 - 684页]讨论了“在有多少个待估计参数就有多少个实验条件下,对速度进行多次重复测量的设计”。他讨论了该方法在A→产物、有无竞争性抑制情况下的应用,并简要评论了A + B→产物的情况。能够求解大量联立方程的计算机应用程序的出现,使得使用该方法计算更复杂酶机制的动力学参数成为可能。本文关注快速平衡速率方程,但该方法也可用于稳态速率方程。提供了计算机程序,用于从三次速度测量计算有序A + B→产物的三个动力学参数,以及从四次速度测量计算随机A + B→产物的四个动力学参数。还提供了针对有序A + B→产物的竞争性抑制、非竞争性抑制和混合型抑制的计算机程序。

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