Physics – Quantum Physics
Scientific paper
1999-12-07
Physics
Quantum Physics
16 pages REVTEX, 5 Postscript figures
Scientific paper
The studied model describes a particle that obeys a one-dimensional nonlinear Schr\"odinger equation in the potential of a double-well. Transitions between the two lowest self-trapped states of this system under the influence of the external time-dependent perturbation are studied in the two-mode approximation. If the perturbation dependence on time is harmonic with the frequency $\omega$, then transitions between the states become possible if the amplitude of the perturbation $F$ exceeds some threshold value $F_c(\omega)$; above the threshold motion of the system becomes chaotic. If the perturbation is a broadband noise, then transitions between the states are possible at arbitrarily small $F$ and occur in the process of the system's energy diffusion.
Elyutin P. V.
Rogovenko A. N.
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