Richter O, Betz A, Giersch C
Biosystems. 1975 Jul;7(1):137-46. doi: 10.1016/0303-2647(75)90051-9.
The glycolytic pathway is described by a set of coupled non linear differential equations of first order with respect to time. The individual terms of these equations consist of enzyme velocities assuming a steady state hypothesis for the enzymatic forms. These are specified and the system is solved numerically. Oscillations are explained by interaction of PFK with the adenylate system. The conditions for the occurrence of oscillations are tested in a series of computer runs. The phase relations between intermediates of the model agree with those found in yeast cells. As an application of the model the disturbation of oscillations by the addition of acetaldehyde is simulated. The predictions of the model agree with experimental results.
糖酵解途径由一组关于时间的一阶耦合非线性微分方程描述。这些方程的各个项由酶速度组成,假设酶形式处于稳态假设。这些被指定后,系统通过数值方法求解。振荡由磷酸果糖激酶(PFK)与腺苷酸系统的相互作用来解释。在一系列计算机运行中测试了振荡发生的条件。模型中间体之间的相位关系与在酵母细胞中发现的一致。作为模型的一个应用,模拟了添加乙醛对振荡的干扰。模型的预测与实验结果一致。