We calculate the rovibrational states of the protonated methane molecular ion for angular momenta up to J = 4. Our novel approach is based on a quantum graph description of the low-energy nuclear dynamics. Previous work on the quantum graph model neglected rotational degrees of freedom and so only described purely vibrational excitations. We extend this work significantly to give the first example of a full rovibrational quantum graph model. We compare our results to 7D variational calculations, finding good agreement for J ≤ 3. To the best of our knowledge, the J = 4 results are the first of their kind.
REFERENCES
1.
C.
Fabri
and A. G.
Csaszar
, “Vibrational quantum graphs and their application to the quantum dynamics of .
,” Phys. Chem. Chem. Phys.
20
, 16913
(2018
).2.
X.-G.
Wang
and T.
Carrington
, “Calculated rotation-bending energy levels of and a comparison with experiment
,” J. Chem. Phys.
144
, 204304
(2016
).3.
C.
Fabri
, M.
Quack
, and A. G.
Csaszar
, “On the use of nonrigid-molecular symmetry in nuclear motion computations employing a discrete variable representation: A case study of the bending energy levels of .
,” J. Chem. Phys.
147
, 134101
(2017
).4.
X.-G.
Wang
and T.
Carrington
, “Vibrational energy levels of .
,” J. Chem. Phys.
129
, 234102
(2008
).© 2019 Author(s).
2019
Author(s)
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