Stojan J
Institute of Biochemistry, Medical Faculty, University of Ljubljana, Slovenia.
J Enzyme Inhib. 1998 Jun;13(3):161-76. doi: 10.3109/14756369809028338.
A procedure is described by means of which the equations for progress curves for the kinetic models that include fast and slow reaction steps can be derived. It is based on combined assumptions of equilibrium and steady-state and uses Laplace transformation for solving the systems of differential equations. The progress curve equations and the significance of the corresponding parameters are given for some most frequently occurring models describing the influence of a slow binding modifier on a single substrate enzyme reaction.
本文描述了一种方法,通过该方法可以推导出包含快速和慢速反应步骤的动力学模型的进展曲线方程。它基于平衡和稳态的联合假设,并使用拉普拉斯变换来求解微分方程组。对于一些最常见的描述慢速结合调节剂对单底物酶反应影响的模型,给出了进展曲线方程和相应参数的意义。