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Direct Experimental Access to the Nonadiabatic Initial Momentum Offset upon Tunnel Ionization
1Institut für Kernphysik, Goethe-Universität, Max-von-Laue-Str. 1, 60438 Frankfurt, Germany.
Physical Review Letters
|November 3, 2018
Summary
We demonstrate experimental control over electron momentum distribution during strong field tunneling ionization of argon. This research offers insights into nonadiabatic effects and their dependence on laser field evolution.
Area of Science:
- Strong field physics
- Quantum mechanics
- Atomic, molecular, and optical physics
Background:
- Strong field tunneling ionization is a fundamental process in atomic physics.
- Understanding initial electron momentum distribution is crucial for probing ionization dynamics.
- Nonadiabatic effects play a significant role in strong field interactions.
Purpose of the Study:
- To investigate and experimentally control the nonadiabatic offset in electron momentum distribution.
- To explore the influence of laser field temporal evolution on nonadiabaticity.
- To establish a link between experimental observations and theoretical approximations.
Main Methods:
- Single ionization of argon using strong laser fields.
- Employing two-color counter- and corotating laser fields (390 and 780 nm).
- Utilizing single-color circularly polarized fields for comparison.
- Applying the strong-field approximation for theoretical analysis.
Main Results:
- The nonadiabatic offset is highly sensitive to the temporal evolution of the laser electric field.
- A straightforward experimental method for accessing the nonadiabatic offset using two-color fields is introduced.
- A donutlike electron momentum distribution shows an increasing radius with momentum in the light propagation direction for circularly polarized fields.
- Experimental results are accurately reproduced by the strong-field approximation.
Conclusions:
- The nonadiabatic offset in strong field ionization can be experimentally controlled.
- The temporal evolution of the laser field is a key factor determining the degree of nonadiabaticity.
- A mechanistic model connects the nonadiabatic offset to the magnetic quantum number of intermediate states.
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