Criteria for first- and second-order vibrational resonances and correct evaluation of the Darling-Dennison resonance coefficients using the canonical Van Vleck perturbation theory.
about
An efficient and numerically stable procedure for generating sextic force fields in normal mode coordinates.CC/DFT Route toward Accurate Structures and Spectroscopic Features for Observed and Elusive Conformers of Flexible Molecules: Pyruvic Acid as a Case Study.Anharmonic Effects on Vibrational Spectra Intensities: Infrared, Raman, Vibrational Circular Dichroism, and Raman Optical ActivityGeneralized Vibrational Perturbation Theory for Rotovibrational Energies of Linear, Symmetric and Asymmetric Tops: Theory, Approximations, and Automated Approaches to Deal with Medium-to-Large Molecular Systems.The Virtual Multifrequency Spectrometer: a new paradigm for spectroscopy.Resummation of divergent perturbation series: Application to the vibrational states of H2CO molecule.
P2860
Criteria for first- and second-order vibrational resonances and correct evaluation of the Darling-Dennison resonance coefficients using the canonical Van Vleck perturbation theory.
description
2014 nî lūn-bûn
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name
Criteria for first- and second ...... Van Vleck perturbation theory.
@en
Criteria for first- and second ...... Van Vleck perturbation theory.
@nl
type
label
Criteria for first- and second ...... Van Vleck perturbation theory.
@en
Criteria for first- and second ...... Van Vleck perturbation theory.
@nl
prefLabel
Criteria for first- and second ...... Van Vleck perturbation theory.
@en
Criteria for first- and second ...... Van Vleck perturbation theory.
@nl
P2093
P2860
P356
P1476
Criteria for first- and second ...... Van Vleck perturbation theory.
@en
P2093
Elena V Isayeva
Nikolay F Stepanov
Sergey V Krasnoshchekov
P2860
P304
P356
10.1063/1.4903927
P407
P577
2014-12-01T00:00:00Z