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Appreciating Formal Similarities in fine Kinetics of Homogeneous, Heterogeneous and Enzyme Catalysis

机译:赞赏均相,异相和酶催化精细动力学中的形式相似性

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摘要

Catalysts are important to a wide variety of reactions, from small-scale reactions in the laboratory, and biological reactions in vivo, through multi-ton catalysis of industrial chemicals (1). Not surprisingly, the subject of catalysis is studied by widely diverse groups of individuals, including chemists, engineers, and biologists. To a certain extent, the theory of catalysis has been developed independently by such groups, particularly with regard to the topics of homogeneous, heterogeneous, and enzyme catalysis. Despite the fact that the theories that span these disciplines share many common denominators, the nomenclatures, symbols, abbreviations, forms of the equations, and methods that are employed to analyze and present data are often dissimilar. Given the emerging interest in interdisciplinary research and the consequential need to communicate with diverse groups regarding the topic of catalysis, it is desirable to expose students to the subject of catalysis from diverse perspectives. The purpose of this article is to illustrate the similarities of the kinetic models by deriving the rate laws that are commonly employed to describe homogeneous, heterogeneous, and enzyme catalysis.1 Let us consider homogeneous catalysis first.
机译:从实验室的小规模反应到体内的生物反应,再到工业化学品的多吨催化,催化剂对各种各样的反应都至关重要。毫不奇怪,催化的主题是由包括化学家,工程师和生物学家在内的各种各样的个体研究的。在一定程度上,催化理论是由这类团体独立开发的,特别是在均相,非均相和酶催化方面。尽管跨这些学科的理论有许多共同点,但术语,符号,缩写,等式形式以及用于分析和显示数据的方法通常并不相同。鉴于人们对跨学科研究的兴趣日益浓厚,因此有必要就催化问题与不同的团体进行交流,因此希望从不同的角度使学生接触催化学科。本文的目的是通过推导通常用于描述均相,异相和酶催化的速率定律来说明动力学模型的相似性。1首先让我们考虑均相催化。

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