Absence of asymptotic-time symmetry breaking in a symmetric double-well model of the H-bond with damped stretching mode

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Abstract
The proof is given that in a symmetric double well model of symmetric H-bond with damped stretching mode, there is no asymptotic-time symmetry breaking owing to a full initial asymmetry of the proton localization. So, in a correspondence with the ergodic hypothesis, the final proton distribution deduced from the kinetic treatment is the same in both wells as predicted by the equilibrium statistical mechanics

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