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Vibrational excitation of CO2 by slow electrons: Multidimensional nonlocal calculations of the vibronic dynamics

Publication at Faculty of Mathematics and Physics |
2022

Abstract

We report two-dimensional electron energy-loss spectra of CO2 calculated within a four-dimensional nonlocal model for the vibronic dynamics involving two shape resonances (forming a Renner-Teller Πu doublet at the equilibrium geometry) coupled to a virtual Σþg state. The model elucidates the extremely non-Born-Oppenheimer dynamics of the coupled nuclear motion and explains the origin of the observed structures.

It is a prototype of the vibronic coupling of metastable states in continuum.