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反馈对通路瞬态响应的影响。

The effect of feedback on pathway transient response.

作者信息

Easterby J S

出版信息

Biochem J. 1986 Feb 1;233(3):871-5. doi: 10.1042/bj2330871.

Abstract

The effect of variation of the rate of input of material on the transient behaviour of metabolic pathways is examined. This reveals the existence of three transient times which make up the overall pathway transient. Two of these have been described previously and represent the times required for the accumulation of the free intermediate pool and the pool of enzyme-bound intermediate. They are state functions and as such are independent of the way in which the steady state was reached. The third is attributable to the variation in the rate of input of material to the pathway. It is dependent on three further factors. These are (a) the time required for the initial enzyme to reach its own steady state, (b) substrate depletion and (c) feedback. The description of the transient is: (Formula: see text) where V0 represents the rate of input and Vss represents the steady-state flux. The transient time associated with the transition between steady-states is shown to be a simple function of the transients for the establishment of each steady state from rest and may be expressed as: tau = tau b-Va/Vb . tau a where Va and Vb refer to the fluxes in the two steady states and tau a and tau b represent the transient times for the establishment of each of the steady-states from rest. The total pathway transient may now be completely defined as: (formula: see text) where summation over all intermediates, I, is implied. The significance of this to the analysis of pathway behaviour is discussed with more general examples of pathway transient analysis.

摘要

研究了物质输入速率的变化对代谢途径瞬态行为的影响。这揭示了存在三个构成整个途径瞬态的瞬态时间。其中两个先前已被描述,分别代表游离中间产物池和酶结合中间产物池积累所需的时间。它们是状态函数,因此与达到稳态的方式无关。第三个瞬态时间归因于进入该途径的物质输入速率的变化。它取决于另外三个因素。这些因素是:(a) 初始酶达到其自身稳态所需的时间,(b) 底物消耗,以及 (c) 反馈。瞬态的描述为:(公式:见原文)其中 V0 表示输入速率,Vss 表示稳态通量。与稳态之间转换相关的瞬态时间显示为从静止状态建立每个稳态的瞬态的简单函数,可表示为:τ = τb - Va/Vb · τa,其中 Va 和 Vb 指两个稳态中的通量,τa 和 τb 分别代表从静止状态建立每个稳态的瞬态时间。现在整个途径瞬态可以完全定义为:(公式:见原文)其中隐含对所有中间产物 I 的求和。结合途径瞬态分析的更一般示例讨论了这对途径行为分析的意义。

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