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Nonlinearity and Chaos in Molecular Vibrations by Guozhen Wu

By Guozhen Wu

Nonlinearity and Chaos in Molecular Vibrations offers systematically with a Lie algebraic method of the examine of nonlinear homes of molecular hugely excited vibrations. the elemental recommendations of nonlinear dynamics corresponding to chaos, fractals, quasiperiodicity, resonance, and the Lyapunov exponent, and their roles within the research of molecular vibrations are provided.
The 20 chapters disguise the elemental principles, the concept that of dynamical teams, the integrable two-mode SU(2) process, the unintegrable three-mode SU(3) approach, the noncompact su(1,1) algebraic software, su(3) symmetry breaking and its program and the quantal impression of uneven molecular rotation. Emphasis is given to: resonance and chaos, the fractal constitution of eigencoefficients, the C-H bend movement of acetylene, normal and chaotic movement of DCN, the lifestyles of roughly conserved quantum numbers, one-electronic movement in multi-sites, the Lyapunov exponent, activities of periodic trajectories and quantization, the H functionality and its program in vibrational rest in addition to the Dixon dip and its destruction and chaos within the transitional states. This method bridges the space among molecular vibrational spectroscopy and nonlinear dynamics.
The publication provides a framework of knowledge that readers can use to construct their wisdom, and is consequently hugely advised for all these operating in or learning molecular physics, molecular spectroscopy, chemical physics and theoretical physics.

* Discusses nonlinearity and chaotic phenomena in molecular vibrations
* methods the complex hugely excited molecular vibration
* offers transparent info for college students and researchers trying to extend wisdom during this field

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