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Eradicating erroneous Arrhenius arithmetic [Review]

机译:根除错误的Arrhenius算术[评论]

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A general and critical analysis is made of theories used to interpret those thermochemical rate measurements that are directed towards investigations of the mechanisms of chemical changes that result from the heating of initially solid reactants. It is concluded that the concepts and reaction models in current usage are inadequate and that the assumptions conventionally made in the interpretation of this type of experimental data are in urgent need of radical reappraisal. The present article specifically identifies several shortcomings in results obtained from the Coats-Redfern equation, which is widely used to calculate Arrhenius parameters for reactions that are regarded as capable of representation by rate equations characteristic of decompositions of solids. The view that activation energy values can,vary with the kinetic model used in their calculation is regarded as unacceptable for reasons that are discussed in detail. Introduction. An appraisal is made of the limitations of the various theories available for the interpretation of rate data obtained from thermal analytical measurements. Literature survey. From an examination of research reports, mainly published in the last decade, a common pattern of variation of magnitudes of Arrhenius parameters with rate expression (kinetic model), calculated using the Coats-Redfern equation, is identified as a set of Trends. This pattern of rate parameters is shown to occur widely. Reappraisal of methods of analysis of thermochemical rate data. It is shown that the Trends identified in calculated Arrhenius parameters are mathematical artefacts that arise through identified inadequacies in the assumptions underlying the approximate computational method. Discussion. It is concluded that the concept of the 'variable activation energy', which has recently become approved through its use in considering nonisothermal kinetic data, is unacceptable. If the theory of thermal analysis is to remain consistent with other branches of chemistry, and if scientific order is to be developed within the thermoanalytical literature, the definitions of all terms must remain common and constant. The shortcomings, which have been identified here in the approximate mathematical methods of thermal rate data interpretation, introduce doubt into the significance of many published Arrhenius parameters. Some consequences of these uncertainties for the future development of the theory of the subject and our progress towards understanding the controls and mechanisms of crystolysis reactions are examined. Meaningful kinetic data must be obtained if thermal analysis results are to be considered in the context of the recent general theoretical models developed by L'vov, which are based on a physical approach to thermal reactions. This theory offers insights into the controls and mechanisms of thermal reactions involving solids and introduces the possibility of promoting scientific order in this literature, which is not currently obvious. (C) 2002 Elsevier Science B.V. All rights reserved. [References: 48]
机译:对用于解释那些热化学速率测量结果的理论进行了一般性和批判性分析,这些理论旨在研究由最初的固体反应物的加热导致的化学变化的机理。结论是,目前使用的概念和反应模型是不充分的,并且在解释这类实验数据时通常做出的假设迫切需要进行彻底的重新评估。本文具体指出了从Coats-Redfern方程获得的结果中的一些缺陷,该方程被广泛用于计算反应的Arrhenius参数,这些反应被认为能够通过固体分解的速率方程来表示。出于详细讨论的原因,认为活化能值会随其计算中使用的动力学模型而变化的观点被认为是不可接受的。介绍。对可用于解释从热分析测量获得的速率数据的各种理论的局限性进行了评估。文献调查。通过对主要发表在最近十年中的研究报告进行的检查,可以确定使用Coats-Redfern方程计算出的带有速率表达的Arrhenius参数幅值变化的共同模式(动力学模型),这是一组趋势。速率参数的这种模式显示为广泛存在。重新评估热化学速率数据分析方法。结果表明,在计算出的Arrhenius参数中确定的趋势是数学假象,是由于近似计算方法所基于的假设中发现的不足而引起的。讨论。结论是“可变活化能”的概念是不可接受的,该概念最近已通过用于考虑非等温动力学数据而得到认可。如果要使热分析理论与化学的其他分支保持一致,并且要在热分析文献中发展科学秩序,则所有术语的定义必须保持通用且恒定。在热率数据解释的近似数学方法中已发现的缺点,使人们对许多已发布的Arrhenius参数的重要性产生了疑问。研究了这些不确定性对于该学科理论的未来发展以及我们在理解冷冻反应的控制和机制方面的进展的一些后果。如果要在L'vov开发的最新通用理论模型的背景下考虑热分析结果,则必须获得有意义的动力学数据,该模型基于热反应的物理方法。该理论为涉及固体的热反应的控制和机理提供了见识,并介绍了促进该文献中的科学秩序的可能性,这目前尚不明显。 (C)2002 Elsevier Science B.V.保留所有权利。 [参考:48]

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