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双配体调节酶的指数模型。第1部分:根据初始速度数据确定模型常数的计算机程序。

Exponential model for a two-ligand, regulatory enzyme. Part 1: computer programs for the determination of the model constants from initial velocity data.

作者信息

Kinderlerer J, Ainsworth S, Gregory R B

出版信息

Int J Biomed Comput. 1981 Jul;12(4):291-313. doi: 10.1016/0020-7101(81)90042-8.

Abstract

The exponential model for a regulatory enzyme with two ligands (either two substrates or one substrate and an effector) provides an expression for the initial velocity of the catalysed reaction in terms of the fractional saturation of the enzyme by each ligand. This paper describes a program which determines the constants of the model from velocity data, measured with respect to the concentrations of the two ligands, when the corresponding fractional saturations are unknown. Listings of the essential routines, written in BASIC, are provided.

摘要

具有两种配体(两种底物或一种底物与一种效应物)的调节酶的指数模型,给出了根据每种配体使酶达到的分数饱和度来表示催化反应初速度的表达式。本文描述了一个程序,当相应的分数饱和度未知时,该程序可根据相对于两种配体浓度测得的速度数据来确定模型的常数。文中给出了用BASIC语言编写的基本程序清单。

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