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化学反应混合物的热力学分析及其动力学:三种异构体混合物的示例。

Thermodynamic Analysis of Chemically Reacting Mixtures and Their Kinetics: Example of a Mixture of Three Isomers.

作者信息

Pekař Miloslav

机构信息

Institute of Physical and Applied Chemistry & Materials Research Centre, Faculty of Chemistry, Brno University of Technology, Purkyňova 118, 612 00, Brno, Czech Republic.

出版信息

Chemphyschem. 2016 Oct 18;17(20):3333-3341. doi: 10.1002/cphc.201600528. Epub 2016 Aug 9.

Abstract

Thermodynamics provides consequences of and restrictions on chemically reacting mixtures, particularly their kinetics, which have not been fully explored. Herein, a comprehensive thermodynamic analysis is illustrated for a reacting mixture of three isomers. The rate equation is first derived on the basis of the results of nonequilibrium continuum thermodynamics of linear fluids, and is then subjected to the requirement of consistency with entropic inequality (the second law). This consistency test involves the correct representation of the reaction rate as a function of affinities. It is shown that entropic inequality restricts the signs or values of coefficients in the constitutive equations for reaction rates/rate constants. The use of reverse rate constants and the identification of thermodynamic and kinetic equilibrium constants are not necessary in this approach. Although the presented thermodynamic analysis works only for independent reactions, the rates of dependent reactions are not excluded from having effects on kinetics. It is shown that the rates of dependent reactions are combined from the rates of independent reactions differently than dependent reactions are combined from independent reactions. The results are compared to the classical mass-action rate equations, and new restrictions on the values of the classical rate constants are derived.

摘要

热力学给出了化学反应混合物的结果及限制条件,尤其是其动力学方面,而这些尚未得到充分探索。在此,对三种异构体的反应混合物进行了全面的热力学分析。速率方程首先是基于线性流体的非平衡连续介质热力学结果推导得出,然后使其符合熵不等式(第二定律)的要求。这种一致性检验涉及将反应速率正确表示为亲和力的函数。结果表明,熵不等式限制了反应速率/速率常数本构方程中系数的符号或值。在此方法中,无需使用逆速率常数以及确定热力学和动力学平衡常数。尽管所提出的热力学分析仅适用于独立反应,但相关反应的速率对动力学的影响并未被排除。结果表明,相关反应的速率由独立反应的速率组合而成的方式与相关反应由独立反应组合而成的方式不同。将结果与经典质量作用速率方程进行了比较,并得出了对经典速率常数取值的新限制。

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