The potential energy surface for the ground state of the 12C 16O2 molecule is estimated through an algebraic approach based on unitary groups. It is shown that a purely algebraic approach may lead to a unphysical surface even when the fit turns out to be of a remarkable high quality. The vibrational description is obtained in the framework of the U(2) × U(3) × U(2) model, where the U(2) algebras are associated with the CO bond stretching and the U(3) algebra with the OCO bending. The algebraic representation of the Hamiltonian is obtained through the connection between the coordinates and momenta and the generators of the dynamical algebra. It is shown that through this connection is possible to choose the appropriate set of spectroscopic p...
The potential energy surface of the tetratomic molecule HCCF is determined by the U(4) algebraic met...
A new intermolecular potential energy surface, rovibrational transition frequencies, and line streng...
$^{*}$ Supported in part by the Air Force Office of Scientific Research $^{1}$ D. G. Hopper, A. C. W...
The potential energy surface (PES) for the ground state of the 12C 16O2 molecule is estimated throu...
Author Institution: Laboratory of Molecular Spectroscopy, Czechoslovak Academy of Sciences; Laborato...
We present a polyad-preserving algebraic approach to molecular structure and, as an application, we ...
A full dimensional Potential Energy Surface (PES) of the CO + N2 system has been generated by extend...
A connection between an algebraic approach to the dynamics of triatomic molecules based on the U(2)...
An interpolating moving least squares method is used to fit ab initio points to obtain an intermolec...
A $U (3)$ algebraic approach is proposed to describe 2D systems for effective potentials. Our approa...
A local algebraic approach to describe vibrational excitations of molecules presenting both local a...
16 pags., 10 figs. 5 tabs., 1 app.A full dimensional Potential Energy Surface (PES) of the CO + N2 s...
Author Institution: C.N.R.S., Campus d'OrsayStarting from a recent determination of the potential en...
The CO2-N2 complex is formed from two key components of Earth\u27s atmosphere, and as such, has rece...
A potential model for two-valued triatomic surfaces is reviewed with reference to the ground state p...
The potential energy surface of the tetratomic molecule HCCF is determined by the U(4) algebraic met...
A new intermolecular potential energy surface, rovibrational transition frequencies, and line streng...
$^{*}$ Supported in part by the Air Force Office of Scientific Research $^{1}$ D. G. Hopper, A. C. W...
The potential energy surface (PES) for the ground state of the 12C 16O2 molecule is estimated throu...
Author Institution: Laboratory of Molecular Spectroscopy, Czechoslovak Academy of Sciences; Laborato...
We present a polyad-preserving algebraic approach to molecular structure and, as an application, we ...
A full dimensional Potential Energy Surface (PES) of the CO + N2 system has been generated by extend...
A connection between an algebraic approach to the dynamics of triatomic molecules based on the U(2)...
An interpolating moving least squares method is used to fit ab initio points to obtain an intermolec...
A $U (3)$ algebraic approach is proposed to describe 2D systems for effective potentials. Our approa...
A local algebraic approach to describe vibrational excitations of molecules presenting both local a...
16 pags., 10 figs. 5 tabs., 1 app.A full dimensional Potential Energy Surface (PES) of the CO + N2 s...
Author Institution: C.N.R.S., Campus d'OrsayStarting from a recent determination of the potential en...
The CO2-N2 complex is formed from two key components of Earth\u27s atmosphere, and as such, has rece...
A potential model for two-valued triatomic surfaces is reviewed with reference to the ground state p...
The potential energy surface of the tetratomic molecule HCCF is determined by the U(4) algebraic met...
A new intermolecular potential energy surface, rovibrational transition frequencies, and line streng...
$^{*}$ Supported in part by the Air Force Office of Scientific Research $^{1}$ D. G. Hopper, A. C. W...