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Models for enzyme superactivity in aqueous solutions of surfactants.

机译:表面活性剂水溶液中酶超活性的模型。

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摘要

Theoretical models are developed here for enzymic activity in the presence of direct micellar aggregates. An approach similar to that of Bru et al. [Bru, Sánchez-Ferrer and Garcia-Carmona (1989) Biochem. J. 259, 355-361] for reverse micelles has been adopted. The system is considered to consist of three pseudo-phases: free water, bound water and surfactant tails. The substrate concentration in each pseudo-phase is related to the total substrate concentration in the reaction medium. In the absence of interactions between the enzyme and the micelles, the model predicts either monotonically increasing or monotonically decreasing trends in the calculated reaction rate as a function of surfactant concentration. With enzyme-micelle interactions included in the formulation (by introducing an equilibrium relation between the enzyme confined in the free water and in the bound water pseudo-phases, and by allowing for different catalytic behaviours for the two forms), the calculated reaction rate can exhibit a bell-shaped dependence on surfactant concentration. The effect of the partition of enzyme and substrate is described, as is that of enzyme efficiency in the various pseudo-phases.
机译:在此建立了在直接胶束聚集体存在下的酶促活性的理论模型。一种类似于Bru等人的方法。 [Bru,Sánchez-Ferrer和Garcia-Carmona(1989)Biochem。 [J.259,355-361]已经采用了反胶束。该系统被认为由三个假相组成:游离水,结合水和表面活性剂尾巴。每个假相中的底物浓度与反应介质中的总底物浓度有关。在酶和胶束之间不存在相互作用的情况下,该模型预测所计算的反应速率随表面活性剂浓度的变化而单调增加或单调减少的趋势。通过在配方中包含酶-胶束相互作用(通过在游离水和结合水假相中限制的酶之间引入平衡关系,并通过考虑两种形式的不同催化行为),可以计算出反应速率呈现出对表面活性剂浓度的钟形依赖性。描述了酶和底物分配的影响,以及各种假相中酶效率的影响。

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