Ahlers J
Biochem J. 1974 Jul;141(1):257-63. doi: 10.1042/bj1410257.
The mechanism of activation of alkaline phosphatase (EC 3.1.3.1) from pig kidney by Mg(2+) ions was investigated with the aid of kinetic measurements. Mg(2+) ions are essential for enzyme activity. The following model (Scheme 1 of the text) for the reaction of enzyme, substrate and Mg(2+) ions was derived: [Formula: see text] The binding of the substrate to the enzyme is independent of the binding of the activator, and vice versa. Mg(2+) must therefore play a part in the substrate decomposition. It is not possible to determine whether the Mg(2+) ions are involved directly in the catalytic process, or whether they act as regulatory effectors. Because of the strong affinity existing between the alkaline phosphatase and Mg(2+), it is necessary to adjust the metal-ion concentration with the aid of a metal buffer. In the Appendix the necessary equations are derived for calculating the concentration of free metal ions in a system with several different metal ions. A FORTRAN IV program for solving these equations and for graphic presentation of the results has been deposited as Supplementary Publication SUP 50030 at the British Library (Lending Division) (formerly the National Lending Library for Science and Technology), Boston Spa, Yorks. LS 23 7 BQ, U.K., from whom copies may be obtained on the terms indicated in Biochem. J. (1973), 131, 5.
借助动力学测量研究了镁离子对猪肾碱性磷酸酶(EC 3.1.3.1)的激活机制。镁离子对酶活性至关重要。推导了如下酶、底物和镁离子反应的模型(文本中的方案1):[公式:见文本] 底物与酶的结合独立于激活剂的结合,反之亦然。因此,镁离子必定在底物分解中起作用。无法确定镁离子是直接参与催化过程,还是作为调节效应物起作用。由于碱性磷酸酶与镁离子之间存在很强的亲和力,因此有必要借助金属缓冲剂来调节金属离子浓度。附录中推导了计算含有几种不同金属离子的体系中游离金属离子浓度所需的方程。一个用于求解这些方程并以图形方式呈现结果的FORTRAN IV程序已作为补充出版物SUP 50030存放在英国图书馆(借阅部)(原国家科学技术借阅图书馆),地址为英国约克郡波士顿温泉市LS 23 7 BQ,可按《生物化学杂志》(1973年)第131卷第5期所示条件从该处获取副本。