Szedlacsek S E, Aricescu A R, Havsteen B H
Institute of Biochemistry, Department of Enzymology, Bucharest, Romania.
J Theor Biol. 1996 Oct 7;182(3):341-50. doi: 10.1006/jtbi.1996.0173.
The expression of elasticity coefficients for time-dependent enzyme inhibition/activation by an external effector was initially derived. Only a limited number of restrictive assumptions were used, for example, the enzyme was considered to obey Michaelis-Menten kinetics and effectors were taken to be competitive. Then, a simple metabolic system under the control of a time-dependent effector (inhibitor or activator) was analysed and the expressions of the control coefficients were obtained. In addition, two numerical examples were used to represent the control coefficients as functions of time and effector concentration. The results indicate that the control coefficients vary in a relatively limited range of values; however, for certain intervals of time and of effector concentration local minima or major modifications of the coefficients may be recorded. The physiological importance of non-steady state analysis of metabolic systems controlled by external effectors was also discussed. It was stressed that the non-steady state treatment may contribute to creating a more realistic image of the metabolic control processes.
最初推导了外部效应物对时间依赖性酶抑制/激活的弹性系数表达式。仅使用了有限数量的限制性假设,例如,酶被认为服从米氏动力学,效应物被视为竞争性的。然后,分析了一个受时间依赖性效应物(抑制剂或激活剂)控制的简单代谢系统,并获得了控制系数的表达式。此外,使用了两个数值示例来表示控制系数作为时间和效应物浓度的函数。结果表明,控制系数在相对有限的值范围内变化;然而,在特定的时间间隔和效应物浓度下,可能会记录到系数的局部最小值或重大变化。还讨论了由外部效应物控制的代谢系统的非稳态分析的生理重要性。强调非稳态处理可能有助于创建更真实的代谢控制过程图像。