Escapes in Hamiltonian systems with multiple exit channels: Part I

14 May 2015 Zotos Euaggelos E.

The aim of this work is to review and also explore even further the escape properties of orbits in a dynamical system of a two-dimensional perturbed harmonic oscillator, which is a characteristic example of open Hamiltonian systems. In particular, we conduct a thorough numerical investigation distinguishing between trapped (ordered and chaotic) and escaping orbits, considering only unbounded motion for several energy levels... (read more)

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  • CHAOTIC DYNAMICS