Luis A. Rivera-Rivera, Ph.D.
Affiliations: | 2011 | Texas A & M University, College Station, TX, United States |
Area:
Physical ChemistryGoogle:
"Luis Rivera-Rivera"Mean distance: (not calculated yet)
Parents
Sign in to add mentorRobert R. Lucchese | grad student | 2011 | Texas A & M | |
(Morphed potential energy surfaces from the spectroscopy of weakly bound complexes.) |
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Publications
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Walton JR, Rivera-Rivera LA. (2020) Beyond Born−Oppenheimer: A canonical perspective Chemical Physics. 530: 110616 |
Rivera-Rivera LA, Wagner AF, Perry JW. (2019) Normal mode analysis on the relaxation of an excited nitromethane molecule in argon bath. The Journal of Chemical Physics. 151: 034303 |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2019) Canonical Approach To Generate Multidimensional Potential Energy Surfaces. The Journal of Physical Chemistry. A |
Rivera-Rivera LA, Hren ZR. (2018) Compound-model morphed potential for the hydrogen bond HCN⋯HF Molecular Physics. 117: 539-546 |
Rivera-Rivera LA, McElmurry BA, Scott KW, et al. (2018) 6.2 μm spectrum and 6-dimensional morphed potentials of OC-H2O Chemical Physics. 501: 35-45 |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2017) Is there any fundamental difference between ionic, covalent, and others types of bond? A canonical perspective on the question. Physical Chemistry Chemical Physics : Pccp |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2016) On the Morse, Lennard-Jones, and Kratzer Potentials: A Canonical Perspective with Applications. The Journal of Physical Chemistry. A |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2016) Canonical Force Distributions in Pairwise Interatomic Interactions from the Perspective of the Hellmann-Feynman Theorem. The Journal of Physical Chemistry. A |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2016) A canonical approach to forces in molecules Chemical Physics. 474: 52-58 |
Walton JR, Rivera-Rivera LA, Lucchese RR, et al. (2016) A canonical approach to multi-dimensional van der Waals, hydrogen-bonded, and halogen-bonded potentials Chemical Physics. 469: 60-64 |