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Kinetic Isotope Effect in Low-Energy Collisions between Hydrogen Isotopologues and Metastable Helium Atoms: Theoretical Calculations Including the Vibrational Excitation of the Molecule.


ABSTRACT: We present very accurate theoretical results of Penning ionization rate coefficients of the excited metastable helium atoms (4He(23S) and 3He(23S)) colliding with the hydrogen isotopologues (H2, HD, D2) in the ground and first excited rotational and vibrational states at subkelvin regime. The calculations are performed using the current best ab initio interaction energy surface, which takes into account the nonrigidity effects of the molecule. The results confirm a recently observed substantial quantum kinetic isotope effect (Nat. Chem. 2014, 6, 332-335) and reveal that the change of the rotational or vibrational state of the molecule can strongly enhance or suppress the reaction. Moreover, we demonstrate the mechanism of the appearance and disappearance of resonances in Penning ionization. The additional model computations, with the morphed interaction energy surface and mass, give better insight into the behavior of the resonances and thereby the reaction dynamics under study. Our theoretical findings are compared with all available measurements, and comprehensive data for prospective experiments are provided.

SUBMITTER: Pawlak M 

PROVIDER: S-EPMC7877727 | biostudies-literature | 2021 Feb

REPOSITORIES: biostudies-literature

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Kinetic Isotope Effect in Low-Energy Collisions between Hydrogen Isotopologues and Metastable Helium Atoms: Theoretical Calculations Including the Vibrational Excitation of the Molecule.

Pawlak Mariusz M   Żuchowski Piotr S PS   Jankowski Piotr P  

Journal of chemical theory and computation 20210121 2


We present very accurate theoretical results of Penning ionization rate coefficients of the excited metastable helium atoms (<sup>4</sup>He(2<sup>3</sup>S) and <sup>3</sup>He(2<sup>3</sup>S)) colliding with the hydrogen isotopologues (H<sub>2</sub>, HD, D<sub>2</sub>) in the ground and first excited rotational and vibrational states at subkelvin regime. The calculations are performed using the current best <i>ab initio</i> interaction energy surface, which takes into account the nonrigidity effe  ...[more]

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