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Zero-point energy,tunnelling, and vibrational adiabaticity in the Mu + H2 reaction
Authors:Steven L Mielke  Bruce C Garrett  Donald G Fleming  Donald G Truhlar
Institution:1. Department of Chemistry, Chemical Theory Center, and Supercomputing Institute, University of Minnesota, Minneapolis, MN, USAslmielke@umn.edu;3. Physical Sciences Division, Pacific Northwest National Laboratory, Richland, WA, USA;4. TRIUMF, Vancouver, Canada;5. Department of Chemistry, University of British Columbia, Vancouver, Canada;6. Department of Chemistry, Chemical Theory Center, and Supercomputing Institute, University of Minnesota, Minneapolis, MN, USA
Abstract:Isotopic substitution of muonium for hydrogen provides an unparalleled opportunity to deepen our understanding of quantum mass effects on chemical reactions. A recent topical review in this journal of the thermal and vibrationally state-selected reaction of Mu with H2 raises a number of issues that are addressed here. We show that some earlier quantum mechanical calculations of the Mu + H2 reaction, which are highlighted in this review, and which have been used to benchmark approximate methods, are in error by as much as 19% in the low-temperature limit. We demonstrate that an approximate treatment of the Born–Oppenheimer diagonal correction that was used in some recent studies is not valid for treating the vibrationally state-selected reaction. We also discuss why vibrationally adiabatic potentials that neglect bend zero-point energy are not a useful analytical tool for understanding reaction rates, and why vibrationally non-adiabatic transitions cannot be understood by considering tunnelling through vibrationally adiabatic potentials. Finally, we present calculations on a hierarchical family of potential energy surfaces to assess the sensitivity of rate constants to the quality of the potential surface.
Keywords:Born–Oppenheimer diagonal correction  cumulative reaction probability  density of reactive states  kinetic isotope effects  quantum mechanical reactive scattering  transition state  tunnelling  vibrational adiabaticity  vibrational coupling  zero-point energy
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