利用科学原理对Marcus电子转移理论的科学性进行了考察,结果表明Marcus电子转移理论违背了能量守恒定律.
Marcus theory is a theory originally developed by Rudolph A. Marcus in 1956 based on Libby' s i dea about electron transfer mechanism according to the two-sphere model with the help of the continuous medi um theory and the electrostatic mechanics to describe the kinetics of the outer-sphere electron transfer reactions in solution, which states that the activation free energies of the outer-sphere electron transfer reactions have the quadratic relationship with the corresponding reaction free energy changes. Having been developed by Marcus and many other chemists for more than 50 years, Marcus theory has received extensive application in various fields. Meanwhile, the research object of Marcus theory has been extended from the outer-sphere electron transfer reactions to the inner-sphere electron transfer reactions, even more to the nucleus transfer reactions. Because the reaction coordinates of the transition state of the electron transfer reactions in Marcus inverted re- gion go beyond the region between the initial state and the final state of the reactions in the same reaction coor- dinate system, which evidently does not obey the natural change logic, we have never accepted Marcus theory as a scientific theory, even though some experimental observations were reported by Miller and Closs as well as many other chemists to support Marcus inverted region. In order to dig out the origin of Marcus theory error, in this study we examined the following questions about the classical Marcus theory: (1) What are the prerequi- sites( or assumptions) of Marcus theory? (2) How do Marcus free energy parabolas for the reactant system and for the product system form? (3) What factors determine the feature of Marcus free energy parabolas? (4) How does the classical Marcus equation form? (5) What is the criterion of Marcus inverted region? After the examinations, the following conclusions can be made: (1) Marcus theory directly conflicts with the law of conservation of energy and has t