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Transition state theory conversion

However, one of the postulates of transition state theory is that the rate of reaction is equal to the product of the transition state species concentration and the frequency of their conversion to products, so the theoretical rate equation is... [Pg.206]

The vertical axis is free energy, showing AGO for the net conversion of A to P, and AG, the activation free energy for each of the kinetic steps. According to Eyring s transition state theory (Chapter 7), AG is given by... [Pg.84]

These values are quite reasonable for the conversion of a molecule AB into two fragments A and B. One may alternatively, more rigorously, and less restrictively (the reactants need not be approximated by hard spheres) analyze the reactive collisions within the framework of transition state theory,18 leading to the expressions given in equations (4) and (5). [Pg.121]

The conversion of (kgT/h) to (co/it) may be derived within the Eyring Transition State Theory as due to the inclusion in the prefactor of the reactant vibrational (harmonic) partition function. [Pg.82]

Figure 13.8 A 25-atom quantum subsystem embedded in an 8863-atom classical system to model the catalytic step in the conversion of D-2-phosphoglycerate to phosphoenolpyruvate by enolase. What factors influence the choice of where to set the boundary between the QM and MM regions Alhambra and co-workers found, using variational transition-state theory with a frozen MM region that was selected from a classical trajectory so as to make the reaction barrier and thermochemistry reasonable, that the breaking and making bond lengths were 1.75 and 1.12 A, respectively, for H, but 1.57 and 1.26 A, respectively, for D... Figure 13.8 A 25-atom quantum subsystem embedded in an 8863-atom classical system to model the catalytic step in the conversion of D-2-phosphoglycerate to phosphoenolpyruvate by enolase. What factors influence the choice of where to set the boundary between the QM and MM regions Alhambra and co-workers found, using variational transition-state theory with a frozen MM region that was selected from a classical trajectory so as to make the reaction barrier and thermochemistry reasonable, that the breaking and making bond lengths were 1.75 and 1.12 A, respectively, for H, but 1.57 and 1.26 A, respectively, for D...
The solvent effects are essentially of two types physical, when they allow the reactants to show a different behaviour with respect to the gas phase, and chemical, when the solvent itself participates in the reaction. Moreover, it is generally observed, for reactions in the condensed phase that the conversion rate constants are better described by transition state theory than for reactions in the gas phase [8], a consideration that enforces the importance of determining energy diagrams like that of Figure 1 by quantum theory calculations. [Pg.419]

In order to elucidate a mechanism, one must first consider the nature of the states initially formed by photoexcitation as well as the natures of other expected states eventually populated by internal conversion/intersystem crossing. Although it is by no means universally true, many transition metal complexes, when excited, undergo efficient relaxation to a bound, lowest energy excited state (LEES) or an ensemble of thermally equilibrated LEESs from which the various chemical processes lead to photoproducts. In such systems, the simplest model of which is illustrated by Figure 9, one can comfortably apply transition state theory to the rates and consider pressure effects in terms of the mechanisms of the individual decay LEES processes. In this case, the quantum yield of product formation would be defined by the ratio of rate constants by which the various chemical and photophysical paths for ES decay are partitioned. For Figure 9, in the absence of a bimolecular quencher Q, this would be... [Pg.75]

The concentration of T is expressed in terms of a thermodynamic equilibrium constant, Jf, for conversion of the reactant-state molecule to the transition-state molecule. According to the transition-state theory (Eyring, 1935), for most cases the rate of chemical reaction is equal ... [Pg.357]

Potential of mean-force (PMF) calculations have been frequently used in the study of solvation at ambient and supercritical conditions [168,226-232], especially when researchers are interested in the behavior of solutes at high dilution, conditions at which solute-solute interactions become rare events and, consequently, cannot be accounted for by conventional distribution function calculations. The resulting PMF are in fact free energy profiles which can be used to determine the corresponding association constants, as well as the (transition state theory) kinetic rate constants for the conversion governing different solute-pair configurations separated by energy barriers. [Pg.371]


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See also in sourсe #XX -- [ Pg.344 , Pg.347 ]




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