化学动力学中速率常数的单位

IF 0.8 4区 工程技术 Q4 CHEMISTRY, ANALYTICAL Accreditation and Quality Assurance Pub Date : 2022-10-11 DOI:10.1007/s00769-022-01515-w
Jeremy Frey, Timothy J. Wallington, Richard Hartshorn, Martin Quack, Pascal Heus, Steven Emmerson
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引用次数: 0

摘要

这篇短文讨论了化学动力学中使用的速率常数单位,特别是基本单位的非积分幂,有些人可能会觉得这在SI系统中是不寻常的。在许多方面,通常定义的速率常数的单位传达了反应或所涉及的反应的顺序的信息,这一事实是非常有用的,但在其他方面,相同(或至少非常相似)的量在不同条件下具有不同的单位是不太可取的。此外,就像化学平衡常数一样,取速率常数的函数(例如用ln \(k\,{\text {vs.}}\,1/T\)形式表示阿伦尼乌斯方程时的对数)需要特别注意。在这里,我们研究了一种可能的速率常数的替代定义,即与浓度标准状态的显式比率,尽管我们承认这种方法不太可能被社区采用,但它可以作为讨论速率常数含义的基础。
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The units of rate constants in chemical kinetics

This short article discusses the units of rate constants as used in chemical kinetics and, in particular, the aspect of non-integral powers of base units, which some might find unusual for units in the SI system. In many ways the fact that the units of the rate constants as usually defined convey information about the order of the reaction or reactions involved is very useful, but in other ways having the same (or at least very similar) quantity that has different units under different conditions is not so desirable. Furthermore, just as with chemical equilibrium constants, taking functions of the rate constant (such as the logarithm when representing the Arrhenius equation in the form ln \(k\,{\text {vs.}}\,1/T\)) needs special attention. Here we examine a possible alternative definition of rate constants in terms of an explicit ratio to the concentration standard state and although we acknowledge that this approach unlikely to be adopted by the community, it serves as a basis to discuss the meaning of rate constants.

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来源期刊
Accreditation and Quality Assurance
Accreditation and Quality Assurance 工程技术-分析化学
CiteScore
1.80
自引率
22.20%
发文量
39
审稿时长
6-12 weeks
期刊介绍: Accreditation and Quality Assurance has established itself as the leading information and discussion forum for all aspects relevant to quality, transparency and reliability of measurement results in chemical and biological sciences. The journal serves the information needs of researchers, practitioners and decision makers dealing with quality assurance and quality management, including the development and application of metrological principles and concepts such as traceability or measurement uncertainty in the following fields: environment, nutrition, consumer protection, geology, metallurgy, pharmacy, forensics, clinical chemistry and laboratory medicine, and microbiology.
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