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[人类红细胞糖酵解及腺嘌呤核苷酸代谢的数学模型。II. 葡萄糖耗尽后腺嘌呤核苷酸分解的模拟]

[Mathematical modelling of glycolysis and of adenine nucleotide metabolism of human erythrocytes. II. Simulation of adenine nucleotide breakdown following glucose depletion].

作者信息

Schauer M, Heinrich R, Rapoport S M

出版信息

Acta Biol Med Ger. 1981;40(12):1683-97.

PMID:7345824
Abstract

The breakdown of adenine nucleotides in human erythrocytes in physiological and alkaline medium at 37 degrees C after glucose depletion is simulated by a mathematical model of energy metabolism. The simulation consists of time dependent solutions of a system of 16 differential equations derived from the stoichiometry of chemical pathways and kinetic properties of enzymes. Starting with the stationary characteristics of the model (M. Schauer et al.: Acta biol. med. germ. 40, 1659, 1981) the results of the simulation were analysed as a function of 1) the share of adenylate deaminase in the degradation of adenine nucleotides and 2) the interaction between adenylate kinase equilibrium and magnesium ions. The experimental data and the simulated concentration changes are in good accord, provided that the assumed activity of adenylate deaminase is very low so that the degradation of adenine nucleotides proceeds mainly via AMP-hydrolysis. The extensive activation of adenylate deaminase during incubation is explained by its sigmoid kinetics with respect to AMP. To improve the results of simulation changes in the adenylate kinase equilibrium have to taken into consideration. These have been measured during incubation of erythrocytes; they can be attributed only partly to the increasing concentration of magnesium ions and to differences among the constants of magnesium association to adenine nucleotides.

摘要

通过能量代谢数学模型模拟了在37℃下葡萄糖耗尽后,人红细胞中腺嘌呤核苷酸在生理和碱性介质中的分解情况。该模拟包括由化学途径的化学计量和酶的动力学性质推导得出的16个微分方程组的时间相关解。从模型的稳态特征出发(M. Schauer等人:《德国生物医学学报》40, 1659, 1981),将模拟结果作为以下因素的函数进行分析:1)腺苷酸脱氨酶在腺嘌呤核苷酸降解中的份额;2)腺苷酸激酶平衡与镁离子之间的相互作用。实验数据与模拟的浓度变化吻合良好,前提是假设的腺苷酸脱氨酶活性非常低,以至于腺嘌呤核苷酸的降解主要通过AMP水解进行。孵育过程中腺苷酸脱氨酶的广泛激活可通过其对AMP的S形动力学来解释。为了改善模拟结果,必须考虑腺苷酸激酶平衡的变化。这些变化已在红细胞孵育过程中测量;它们只能部分归因于镁离子浓度的增加以及镁与腺嘌呤核苷酸结合常数的差异。

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