Virtual-detector approach to tunnel ionization and tunneling times
arXiv:1605.06411 · doi:10.1103/PhysRevA.94.022104
Abstract
Tunneling times in atomic ionization are studied theoretically by a virtual detector approach. A virtual detector is a hypothetical device that allows one to monitor the wave function's density with spatial and temporal resolution during the ionization process. With this theoretical approach, it becomes possible to define unique moments when the electron enters and leaves with highest probability the classically forbidden region from first principles and a tunneling time can be specified unambiguously. It is shown that neither the moment when the electron enters the tunneling barrier nor when it leaves the tunneling barrier coincides with the moment when the external electric field reaches its maximum. Under the tunneling barrier as well as at the exit the electron has a nonzero velocity in the electric field direction. This nonzero exit velocity has to be incorporated when the free motion of the electron is modeled by classical equations of motion.
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- Attoclock revisited on electron tunnelling time
- Quantum Battles in Attoscience -- Tunnelling
- Reconciling conflicting approaches for the tunneling time delay in strong field ionization
- On the longitudinal momentum of the electron at the tunneling exit
- Semiclassical two-step model with quantum input: Quantum-classical approach to strong-field ionization
- The Salecker-Wigner-Peres clock, Feynman paths, and a tunnelling time that should not exist
- Extended virtual detector theory including quantum interferences
- The role of reflections in the generation of a time delay in strong field ionization
- Sub-barrier recollisions and the three classes of tunneling time delays in strong-field ionization
- Salecker-Wigner-Peres quantum clock applied to strong-field tunnel ionization
- Many-body effects in the excitations and dynamics of trapped Bose-Einstein condensates
- Transition time estimation for -function coupling in two state problem: An analytically solvable model