Dynnik V V, Sel'kov E E, Ovchinnikov I A
Biokhimiia. 1977 Sep;42(9):1567-76.
A mathematical model of the glycolytic system with the cytoplasmic coenzymes NAD+ and NADH as essential variables is proposed. It has been shown that any increase in the steady-state concentration of NADH will reduce the range of activity of the "generalized" ATPase, wherein the level of ATP is stabilized. Such a reduction in the range of ATP stabilization may be caused by an increasing rate of the pyruvate loss into non-glycolytic pathways, in particular, into mitochondria. This effect may be compensated by increasing oxidation of NADH by the dehydrogenases of H+-transferring cytosol-mitochondrial shuttles (malate-aspartate or alpha-glycerophosphate). The properties of the complete model were compared with those of its simplified version, which takes account only of the phosphotransferase reactions of glycolysis. The effects of various factors, which do not alter the level of NADH in the system, may be studied within the scope of the simplified model.
提出了一个以细胞质辅酶NAD⁺和NADH作为基本变量的糖酵解系统数学模型。研究表明,NADH稳态浓度的任何增加都会降低“广义”ATP酶的活性范围,其中ATP水平得以稳定。ATP稳定范围的这种降低可能是由于丙酮酸进入非糖酵解途径(特别是进入线粒体)的速率增加所致。这种效应可通过增加H⁺转移的胞质溶胶-线粒体穿梭(苹果酸-天冬氨酸或α-甘油磷酸)脱氢酶对NADH的氧化来补偿。将完整模型的性质与其仅考虑糖酵解磷酸转移酶反应的简化版本的性质进行了比较。可以在简化模型的范围内研究不改变系统中NADH水平的各种因素的影响。