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Analysis and characterization of transition states in metabolic systems. Transition times and the passivity of the output flux.

机译:代谢系统中过渡态的分析和表征。过渡时间和输出通量的无源性。

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摘要

In this paper we study the transitions between steady states in metabolic systems. In order to deal with this task we divided the total metabolite concentration at steady state, sigma, into two new fractions, delta (the Output Transition Time) and tau beta (Input Transition Time), which are related with the course of output and input mass to the system respectively. We show the equivalence time between these terms and the Total Transition Time, tau T, previously defined [Easterby (1986) Biochem. J. 233, 871-875]. Next, we define a new magnitude, the Output Passivity of a transition, rho, which quantifies a new aspect of the transition phase that we call the passivity of the output progress curve. With these magnitudes, all of them being experimentally accessible, several features of the transient state can be measured. We apply the present analysis to (a) the case of coupled enzyme assays, which allows us to reach conclusions about the progress curves in these particular transitions and the equivalence between tau sigma and tau delta, and (b) some experimental results that allow us to discuss the biological significance of the Output Passivity in the transition between steady states in metabolic systems.
机译:在本文中,我们研究了代谢系统稳态之间的过渡。为了处理此任务,我们将稳态下的总代谢物浓度sigma分为两个新的分数,分别是delta(输出过渡时间)和tau beta(输入过渡时间),这与输出和输入的过程有关系统的质量。我们显示了这些术语与先前定义的总过渡时间tau T之间的等效时间[Easterby(1986)Biochem。 J. 233,871-875]。接下来,我们定义一个新的幅度,即过渡的输出无源性rho,它量化过渡阶段的新方面,我们称之为输出进度曲线的无源性。通过这些大小,所有这些大小都可以通过实验获得,因此可以测量瞬态的几个特征。我们将当前分析应用于(a)偶联酶分析的情况,这使我们能够得出关于这些特定过渡过程中的进展曲线以及tau sigma和tauδ之间的等价关系的结论,以及(b)一些实验结果使我们能够讨论在代谢系统稳态之间的过渡中输出被动性的生物学意义。

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