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Journal ArticleDOI

The stable states picture of chemical reactions. II. Rate constants for condensed and gas phase reaction models

Richard F. Grote, +1 more
- 15 Sep 1980 - 
- Vol. 73, Iss: 6, pp 2715-2732
TLDR
In this paper, the stable states picture (SSP) was used to derive the time correlation function (tcf) for the rate constant κ for a wide variety of gas and solution phase reaction models.
Abstract
The time correlation function (tcf) formulas for rate constants κ derived via the stable states picture (SSP) of chemical reactions are applied to a wide variety (a–d) of gas and solution phase reactionmodels. (a) For gas phase bimolecular reactions, we show that the flux tcf governing κ corresponds to standard numerical trajectory calculation methods. Alternate formulas for κ are derived which focus on saddle point surfaces, thus increasing computational efficiency. Advantages of the SSP formulas for κ are discussed. (b) For gas phase unimolecular reactions, simple results for κ are found in both the strong and weak coupling collision limits; the often ignored role of product stabilization is exposed for reversible isomerizations. The SSP results correct some standard weak coupling rate constant results by as much as 50%. (c) For barrier crossing reactions in solution, we evaluate κ for a generalized (non‐Markovian) Langevin description of the dynamics. For several realistic models of time dependent friction, κ differs dramatically from the popular Kramers constant friction predictions; this has important implications for the validity of transition state theory. (d) For solutionreactions heavily influenced by spatial diffusion, we show that the SSP isolates short range reaction dynamics of interest and includes important barrier region effects in structural isomerizations often missed in standard descriptions.

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Citations
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A Roadmap Toward the Theory of Vibrational Polariton Chemistry

TL;DR: The field of vibrational polariton chemistry was firmly established in 2016 when a chemical reaction rate at room temperature was modified within a resonantly tuned infrared cavity without externally driving the system.
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The reactive flux method in the energy diffusion regime. II. Importance of the solvent’s spectral profile

TL;DR: Tucker et al. as mentioned in this paper studied the dependence of energy diffusion and rate on the form of the solvent's spectral profile using generalized Langevin equation (GLE) dynamics, and found that the initial energy relaxation of the solute as it leaves the barrier region and the subsequent vibrational relaxation into the reactant well are governed by different frequency regions of a solvent.
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Solvent relaxation effects on the kinetics of photoinduced electron transfer reactions

TL;DR: In this paper, the three-potential surface problem of electron transfer in solution is analyzed using Zusman-type kinetic equations, and the model describes ultrafast formation and recombination of radical-ion pairs limited by solvent dielectric relaxation.
Journal ArticleDOI

Infrared and Fluorescence Assessment of Protein Dynamics: From Folding to Function.

TL;DR: This work focuses on discussing how to use extrinsic spectroscopic probes to enhance the structural resolution of these techniques and how to exploit various cross-linking strategies to acquire dynamic and mechanistic information that was previously difficult to attain.
References
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Journal ArticleDOI

Brownian motion in a field of force and the diffusion model of chemical reactions

TL;DR: In this article, a particle which is caught in a potential hole and which, through the shuttling action of Brownian motion, can escape over a potential barrier yields a suitable model for elucidating the applicability of the transition state method for calculating the rate of chemical reactions.
Book

Theory of Unimolecular Reactions

W. Forst, +1 more
BookDOI

Dynamics of Molecular Collisions

TL;DR: In this paper, the potential energy surfaces and their effect on collision processes are discussed. But the authors focus on the nonadiabatic processes in collision theory and not on the classical trajectories of trajectories.
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