Markus M, Kuschmitz D, Hess B
FEBS Lett. 1984 Jul 9;172(2):235-8. doi: 10.1016/0014-5793(84)81132-1.
The numerical analysis for a glycolytic model containing the enzymes phosphofructokinase and pyruvate kinase reveals different types of entrainment, as well as chaotic response under sinusoidal substrate input. Entrainment with response periods 1, 2, 3, 5 and 7-times the input flux period and aperiodic behaviour is verified by measurements of NADH fluorescence in extracts of Saccharomyces cerevisiae in the theoretically predicted range. The stroboscopic transfer function obtained from the aperiodic signal admits period 3, implying chaos according to the Li-Yorke theorem.
对包含磷酸果糖激酶和丙酮酸激酶的糖酵解模型进行数值分析,揭示了不同类型的夹带现象,以及在正弦底物输入下的混沌响应。通过测量酿酒酵母提取物中NADH荧光,在理论预测范围内验证了响应周期为输入通量周期1、2、3、5和7倍的夹带现象以及非周期性行为。从非周期性信号获得的频闪传递函数允许周期为3,根据李 - 约克定理这意味着混沌。