4.7 Article

The Free Energy of Activation as the critical factor in geochemical processes

期刊

CHEMICAL GEOLOGY
卷 308, 期 -, 页码 50-59

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ELSEVIER
DOI: 10.1016/j.chemgeo.2012.03.015

关键词

Free Energy of Activation; Enthalpy of activation; Entropy of activation; Activation energy; Arrhenius equation; Eyring-Polanyi equation

资金

  1. National and Kapodistrian University of Athens [70/4/7564]

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By studying the Free Energy of Activation, Delta G(not equal) of various geochemical transformations we have revealed the importance of the contribution of the entropy of activation, Delta S-not equal, in the energetics of the processes. In studies performed so far including changes of phases, adsorption. desorption, formation or breaking of bonds, ordering of ions, etc. only the activation energy was considered as the main factor determining the rate of the transformation process through the Arrhenius equation. The above changes result in change of degrees of freedom of the systems. If the above changes happen during the reactants to transition state or activated complex step, they result in changes of the entropy of activation. Through the use of the Eyring-Polanyi equation and literature data we were able to determine Delta G(not equal) = Delta H-not equal - T Delta S-not equal where Delta H-not equal is related to E-act = RT + Delta H-not equal and Delta S-not equal is related to A of the Arrhenius equation. It was found that the combination of enthalpy and entropy of activation in Delta G(not equal) gives a more realistic/true value of the energy requirements of the activation step that the processes need in order to take place. Also, an explanation is given of why calculated activation energy values (that are related only to enthalpy of activation values) for certain transformations deviate from the expected and observed energy requirements that characterize the processes when the entropic component is substantial. This analysis shows that similar processes have similar Delta G(not equal) values and therefore there is a way of foreseeing the Delta G(not equal) of a process, if a number of similar processes have been studied and their Delta G(not equal) values have been calculated. (C) 2012 Elsevier B.V. All rights reserved.

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