Thermodynamic Activity-Based Michaelis Constants

A. Wangler, M. Bunse, G. Sadowski, C. Held
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引用次数: 6

Abstract

The classical approach towards analysing the influence of co-solvents (i.e., cellular mole- cules that are chemically inert and do not act as reacting agents) on the Michaelis constants of enzyme-catalysed reactions is empirical. More precisely, reaction kinetics is usually mathematically modelled by fitting empirical parameters to experimental concentration vs. time data. In this chapter, a thermodynamic approach is presented that replaces substrate concentrations by thermodynamic activities of the substrates. This approach allows determining activity-based Michaelis constants. The advantage of such activity-based constants K aM over their concentration-based pendants K obsM is twofold: First, K aM is independent of any co-solvent added (while K obsM is not) as long as it does not directly interfere with the reaction mechanism (e.g., inhibitor or activator). Second, known K aM values allow predictions of Michalis constants for different enzymes and reactions under co-solvent influence. This is demonstrated for a pseudo-one-substrate peptide hydrolysis reaction as well as for more complex two-substrate alcohol dehydrogenase reactions.
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基于热力学活动的米切里斯常数
分析共溶剂(即化学惰性的细胞摩尔分子,不作为反应物)对酶催化反应的米切里斯常数的影响的经典方法是经验的。更准确地说,反应动力学通常是通过拟合实验浓度与时间数据的经验参数来建立数学模型的。在本章中,提出了一种用底物的热力学活性取代底物浓度的热力学方法。这种方法允许确定基于活动的Michaelis常数。这种基于活性的常数与基于浓度的悬浮物相比,具有双重优势:首先,只要不直接干扰反应机制(例如抑制剂或活化剂),K aM与添加的任何助溶剂无关(而K obsM则不是)。其次,已知的K - aM值允许预测在共溶剂影响下不同酶和反应的米哈利斯常数。这证明了伪单底物肽水解反应以及更复杂的双底物醇脱氢酶反应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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