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pro vyhledávání: '"V.A. Benderskii"'
Akademický článek
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Publikováno v:
Physics Letters A. 377:737-740
In this work we reconsider the problem discussed by Caldeira and Leggett (CL), and generalize their results for a quantum oscillator coupled bilinearly to a reservoir with dense discrete spectrum of harmonic oscillators. We show that for such systems
Publikováno v:
Chemical Physics Letters. 409:240-244
A simple model for ultrafast and efficient photoisomerization reactions is presented. In this model, the relevant region of the potential results from double crossing of two harmonic 1D diabatic potentials with opposite curvature. The eigenvalue prob
Publikováno v:
Chemical Physics. 271:165-182
This paper completes the development of the perturbative instanton approach (PIA), presented in previous papers of this series, as a rigorous semiclassical method for the calculation of the tunneling dynamics in multidimensional potential energy surf
Publikováno v:
Russian Chemical Bulletin. 50:366-375
The six-dimensional torsion-vibration Hamiltonian of the H2O2 molecule and its H/D- and 18O/16O-isotopomers is derived. The Hamiltonian includes the kinetic energy operator, which depends on the tunneling coordinate, and the potential energy surface
Publikováno v:
Russian Chemical Bulletin. 50:1148-1158
The twenty-one-dimensional Hamiltonian of malonaldehyde molecule and a number of its isotopomers (H/D, 13C/12C) was reconstructed in the low-energy region (
Publikováno v:
Chemical Physics. 262:369-391
Twenty one dimensional potential energy surfaces (PES) and the tunneling coordinate dependent kinematic matrices of malonaldehyde and of several of its isotopomers (D, 13 C) are constructed in the low-energy region ( −1 ) using quantum-chemical dat
Autor:
V.A. Benderskii
Publikováno v:
Russian Chemical Bulletin. 48:2187-2199
A universal approach to description of quantum dynamics of nonrigid molecules and molecular complexes is outlined. The method includes reconstruction of the potential energy surface using data of quantum-chemical calculations of the geometry and eige
Autor:
E.V. Vetoshkin, V.A. Benderskii
Publikováno v:
Chemical Physics. 234:173-194
The perturbative instanton approach (PIA) developed previously [Benderskii and co-workers, Chem. Phys. 219 (1997) 119; 219 (1997) 143; 234 (1998) 153] is generalized to multidimensional Hamiltonians in which the potential is non-separable and the kin
Akademický článek
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