|
We present the fictitious integrable system approach which predicts dynamical tunneling rates from regular states to the chaotic region in systems with a mixed phase space. It is based on the introduction of a fictitious integrable system that resembles the regular dynamics within the regular island. We consider the direct regular-to-chaotic and the resonance-assisted tunneling process for quantum maps and billiard systems. Excellent agreement with numerical rates will be demonstrated. |
|