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Dynamics triatoms

Sibert E L III, Reinhardt W P and Hynes J T 1982 Classical dynamics of energy transfer between bonds in ABA triatomics JCP77 3583-94... [Pg.1041]

The classical counterpart of resonances is periodic orbits [91, 95, 96, 97 and 98]. For example, a purely classical study of the H+H2 collinear potential surface reveals that near the transition state for the H+H2 H2+H reaction there are several trajectories (in R and r) that are periodic. These trajectories are not stable but they nevertheless affect strongly tire quantum dynamics. A study of tlie resonances in H+H2 scattering as well as many other triatomic systems (see, e.g., [99]) reveals that the scattering peaks are closely related to tlie frequencies of the periodic orbits and the resonance wavefiinctions are large in the regions of space where the periodic orbits reside. [Pg.2308]

Photodissociation of a linear triatomic such as [85, 86] or Hgl2 [8] to produce a vibrationally excited diatomic, or cage recombination of a photodissociated diatomic such as I2 [78, 81] are classic model simple systems for reaction dynamics. Here we discuss tire Hgl2—>HgI + I reaction studied by Hochstrasser and co-workers [87, 88 and 89]. [Pg.3043]

TV. Two-Electronic-State Quantum Reaction Dynamics Formalism for Triatomic Reactions... [Pg.179]

IV. TWO-ELECTRONIC-STATE QUANTUM REACTION DYNAMICS FORMAUISM FOR TRIATOMIC REACTIONS... [Pg.205]


See other pages where Dynamics triatoms is mentioned: [Pg.181]    [Pg.197]    [Pg.386]    [Pg.297]    [Pg.103]    [Pg.140]    [Pg.377]    [Pg.390]    [Pg.403]   


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