1999
DOI: 10.1021/jp984837g
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Kinetic Pathways of Ion Pair Dissociation in Water

Abstract: We have successfully applied the transition path sampling method to the deterministic dynamics of a many-body system with long-ranged interactions. The process we investigate, dissociation of a model Na+Cl- ion pair in water, involves a wide range of transition pathways in which collective solvent motions play an important role. Transition states along these pathways encompass a broad distribution of ionic separations. Ion pairs in contact remain associated for ∼20 ps on average, a time scale considerably long… Show more

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Cited by 328 publications
(415 citation statements)
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“…72 In the former study, considering solvent relaxation to a flip of dipole in a solute diatomic, nonlinear solvation manifested itself in the deviation between the time-dependent Stokes shift and the equilibrium time correlation function of the ET energy gap. The second study 72 of the same system has shown that the width of the energy gap distribution evolves with time. Solvation nonlinearities in both cases were a result of a strong electrostatic coupling of water protons to the negative side of the solute diatomic.…”
Section: Resultsmentioning
confidence: 99%
“…72 In the former study, considering solvent relaxation to a flip of dipole in a solute diatomic, nonlinear solvation manifested itself in the deviation between the time-dependent Stokes shift and the equilibrium time correlation function of the ET energy gap. The second study 72 of the same system has shown that the width of the energy gap distribution evolves with time. Solvation nonlinearities in both cases were a result of a strong electrostatic coupling of water protons to the negative side of the solute diatomic.…”
Section: Resultsmentioning
confidence: 99%
“…For example, the Nudged Elastic Band (NEB) method 20,21 and related approaches, [22][23][24] the zero-and finite-temperature string (FTS) methods, 25,26 and the growing string approach 27 all aim to search for a reaction path given an initial guess path connecting specified reactant and product configurations; the constraint of generating a good initial guess is removed in methods such as Gradient Extremal Following (GEF), 28,29 Scaled Hypersphere Searching (SHS [30][31][32], and reduced gradient following (RGF). 33 Rather than focussing on the search for single reaction paths, methods such as transition path sampling [34][35][36][37][38][39][40][41][42][43] and Onsager-Machlup path sampling 44,45 can instead generate ensembles of reaction pathways; subsequent analysis of the path ensemble, for example, by calculation of commitor probabilities, allows further identification of important features associated with transition states (TSs). More recently, the Artificial Force-Induced Reaction (AFIR) method, 46,47 in which a biasing force is used to drive chemical bond breaking and formation, has been developed as an automated approach to generating reaction pathways and stationary points.…”
Section: Introductionmentioning
confidence: 99%
“…The high computational cost largely originates from evaluating committor or steps equivalent to it. For instance, estimating the committor of a single configuration with the standard shooting procedure 30 requires up to 100 short shooting trajectories, each of which is of the average length of reactive trajectories. This computational cost is intimidatingly high for large biomolecular systems even when it can be significantly reduced by a newly developed fitting procedure.…”
Section: Introductionmentioning
confidence: 99%