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1
Integrated rate equations for enzyme-catalysed first-order and second-order reactions.酶催化一级和二级反应的积分速率方程。
Biochem J. 1984 Oct 1;223(1):15-22. doi: 10.1042/bj2230015.
2
Integrated rate equations for irreversible enzyme-catalysed first-order and second-order reactions.不可逆酶催化一级和二级反应的积分速率方程。
Biochem J. 1985 Feb 15;226(1):29-35. doi: 10.1042/bj2260029.
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A slide rule for deriving the rate equations of enzyme catalysed reactions with mechanisms involving up to six enzyme-containing intermediates.一种用于推导酶催化反应速率方程的计算尺，该反应机制涉及多达六个含酶中间体。
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A slide rule for deriving the rate equations of enzyme catalysed reactions with unbranched mechanisms.一种用于推导具有无分支机制的酶催化反应速率方程的计算尺。
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An investigation of the relationships between rate and driving force in simple uncatalysed and enzyme-catalysed reactions with applications of the findings to chemiosmotic reactions.对简单的非催化反应和酶催化反应中速率与驱动力之间的关系进行研究，并将研究结果应用于化学渗透反应。
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Transient phase of enzyme reactions. Time course equations of the strict and the rapid equilibrium conditions and their computerized derivation.酶反应的瞬态阶段。严格平衡条件和快速平衡条件下的时间进程方程及其计算机推导。
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[Derivation of rate equations for the reactions catalysed by oligomeric enzymes].
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A generalized theoretical treatment of the transient-state kinetics of enzymic reaction systems far from equilibrium.远离平衡态的酶反应体系瞬态动力学的广义理论处理
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Reconstitution of Formylglycine-generating Enzyme with Copper(II) for Aldehyde Tag Conversion.用铜（II）重构甲酰甘氨酸生成酶以进行醛标签转换。
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3
Quantitative full time course analysis of nonlinear enzyme cycling kinetics.非线性酶循环动力学的定量全时程分析
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Precise, facile initial rate measurements.精确、简便的初始速率测量。
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Integrated rate equations for irreversible enzyme-catalysed first-order and second-order reactions.不可逆酶催化一级和二级反应的积分速率方程。
Biochem J. 1985 Feb 15;226(1):29-35. doi: 10.1042/bj2260029.
6
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9
Progress-curve equations for reversible enzyme-catalysed reactions inhibited by tight-binding inhibitors.被紧密结合抑制剂抑制的可逆酶催化反应的进程曲线方程。
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本文引用的文献

1
INTEGRATED STEADY-STATE RATE EQUATIONS FOR ENZYME-CATALYZED REACTIONS.酶催化反应的综合稳态速率方程。
Biochim Biophys Acta. 1964 Apr 6;85:1-10. doi: 10.1016/0926-6569(64)90161-0.
2
The kinetics of enzyme-catalyzed reactions with two or more substrates or products. I. Nomenclature and rate equations.具有两种或更多种底物或产物的酶催化反应动力学。I. 命名法和速率方程。
Biochim Biophys Acta. 1963 Jan 8;67:104-37. doi: 10.1016/0006-3002(63)91800-6.
3
Kinetic formulations for enzymic reactions involving two substrates.涉及两种底物的酶促反应的动力学公式。
Can J Biochem Physiol. 1962 Jun;40:763-804.
4
The role of the concentration of the products in integrated rate equations.
Arch Biochem Biophys. 1963 Jul;102:14-20. doi: 10.1016/0003-9861(63)90313-8.
5
Use of integrated rate equations in estimating the kinetic constants of enzyme-catalyzed reactions.在估算酶催化反应动力学常数中综合速率方程的应用。
J Biol Chem. 1969 Mar 10;244(5):1278-84.
6
Statistical estimations in enzyme kinetics. The integrated Michaelis equation.酶动力学中的统计估计。米氏方程积分形式
Eur J Biochem. 1974 Apr 1;43(2):377-8. doi: 10.1111/j.1432-1033.1974.tb03423.x.
7
Treatment of enzyme kinetic data. 3. The use of the full time course of a reaction, as examined by computer simulation, in defining enzyme mechanisms.酶动力学数据的处理。3. 通过计算机模拟研究反应的整个时间进程在确定酶作用机制中的应用。
J Biol Chem. 1973 Nov 25;248(22):7878-84.
8
The reliability of Michaelis constants and maximum velocities estimated by using the integrated Michaelis-Menten equation.使用整合的米氏方程估算米氏常数和最大反应速度的可靠性。
Biochem J. 1973 Dec;135(4):779-84. doi: 10.1042/bj1350779.
9
A comparison of two methods for fitting the integrated Michaelis-Menten equation.两种拟合米氏积分方程方法的比较。
Biochem J. 1974 Sep;141(3):913-4. doi: 10.1042/bj1410913.
10
The estimation of kinetic constants for the lactate dehydrogenase system by the use of integrated rate equations.
J Biol Chem. 1969 Mar 10;244(5):1285-90.

酶催化一级和二级反应的积分速率方程。

Integrated rate equations for enzyme-catalysed first-order and second-order reactions.

作者信息

Boeker E A

出版信息

Biochem J. 1984 Oct 1;223(1):15-22. doi: 10.1042/bj2230015.

DOI:10.1042/bj2230015
PMID:6497837
原文链接:https://pmc.ncbi.nlm.nih.gov/articles/PMC1144258/
Abstract

Generalized rate equations covering all mechanisms giving hyperbolic initial-rate kinetics with stoichiometry A in equilibrium P, A in equilibrium P + Q, A + B in equilibrium P and A + B in equilibrium P + Q were integrated. The results are regular and reasonably economical.

摘要

涵盖所有产生双曲线初始速率动力学的机制的广义速率方程被积分，这些机制的化学计量关系为：A处于平衡态P，A处于平衡态P + Q，A + B处于平衡态P以及A + B处于平衡态P + Q。结果是规则且相当简洁的。