Monte Carlo trajectory calculations of the energy of activation for collision-induced dissociation of H2 by Ar as a function of rotational energy
- 15 June 1981
- journal article
- research article
- Published by AIP Publishing in The Journal of Chemical Physics
- Vol. 74 (12) , 6709-6712
- https://doi.org/10.1063/1.441126
Abstract
Rate constants and activation energies for selected initial rotational levels, thermally averaged over vibrational states and translational energies, are calculated for Ar+H2→Ar+H+H by the Monte Carlo quasiclassical trajectory method. The results show that activation energies for high rotational quantum numbers exceed those estimated from centrifugal barrier heights. To characterize the rotational‐level model of diatomic dissociation, we tabulate rate constants, activation energies, and other properties of dissociative collisions as functions of initial rotational quantum number j for conditions of thermal vibrational and translational degrees of freedom at 4500 K. Under equilibrium conditions, dissociation from a given j level is shown to occur primarily from the topmost v state of that j level.Keywords
This publication has 18 references indexed in Scilit:
- Is rotational energy responsible for a weak bias in diatomic dissociation?Chemical Physics, 1979
- A Monte Carlo study of energy transfer in thermal unimolecular reactions: an application to diatomic dissociationMolecular Physics, 1979
- An ab initio calculation of the rate of vibrational relaxation and thermal dissociation of hydrogen by helium at high temperaturesThe Journal of Physical Chemistry, 1979
- Direct calculation of the equilibrium value of the energy of activation for dissociation of molecular hydrogen by argon and evidence for the important contribution of collisional dissociation from low vibrational quantum numbers and high rotational quantum numbers at shock tube temperaturesJournal of the American Chemical Society, 1977
- Relative roles of ensemble constraints vs. cross sections in hydrogen dissociationThe Journal of Physical Chemistry, 1976
- Why atoms recombine more slowly as the temperature goes upAccounts of Chemical Research, 1976
- Transfer of vibrational-rotational energy in thermal reactions: approximations, application to diatomicsChemical Physics, 1975
- The Master Equation for the Dissociation of a Dilute Diatomic Gas. X. How Rotation Causes Low Arrhenius Temperature CoefficientsCanadian Journal of Chemistry, 1973
- The Master Equation for the Dissociation of a Dilute Diatomic Gas. VIII. The Rotational Contribution to Dissociation and RecombinationCanadian Journal of Chemistry, 1973
- Mechanism of third-order recombination reactionsDiscussions of the Faraday Society, 1962