International audienceWe investigate the multiphoton ionization of hydrogen driven by a strong bichromatic microwave field. In a regime where classical and quantum simulations agree, periodic orbit analysis captures the mechanism~: Through the linear stability of periodic orbits we match qualitatively the variation of experimental ionization rates with control parameters such as the amplitudes of the two modes of the field or their relative phases. Moreover, we discuss an empirical formula which reproduces quantum simulations to a high degree of accuracy. This quantitative agreement shows how short periodic orbits organize the dynamics in multiphoton ionization. Both qualitative and quantitative analysis are implemented for different mode l...
We study the ionization of atomic hydrogen by a high-frequency circularly polarized field. We solve...
The ionization of Rydberg hydrogen atoms near a metal surface at different scaled energies above th...
Well-known variational principles for second-order perturbation matrix elements are extended to high...
4 pages, 4 figuresInternational audienceThe multiphoton ionization of hydrogen by a strong bichromat...
We present calculations of ionization rates, angular distributions, and above-threshold-ionization s...
The classical and quantum dynamics of a one-dimensional atomic system perturbed by a periodic electr...
Bifurcations or related topics in two quantum systems are studied. The first system is a hydrogen i...
What is the behavior of a low-dimensional quantal system whose classical, deterministic, Hamiltonian...
We consider the problem of the hydrogen atom interacting with a circularly polarized microwave field...
The classical dynamics of the hydrogen atom in parallel static and microwave electric fields are ana...
We consider the classical dynamics of a two-electron system subjected to an intense bichromatic line...
International audienceWe consider the classical dynamics of a two-electron system subjected to an in...
The time-dependent Schrödinger equation for atomic hydrogen in few-cycle laser pulses is solved nume...
We examine photodetachment of H− in parallel electric and magnetic fields, hν+H−→H+e− using semiclas...
Many seemingly simple systems can display extraordinarily complex dynamics which has been studied an...
We study the ionization of atomic hydrogen by a high-frequency circularly polarized field. We solve...
The ionization of Rydberg hydrogen atoms near a metal surface at different scaled energies above th...
Well-known variational principles for second-order perturbation matrix elements are extended to high...
4 pages, 4 figuresInternational audienceThe multiphoton ionization of hydrogen by a strong bichromat...
We present calculations of ionization rates, angular distributions, and above-threshold-ionization s...
The classical and quantum dynamics of a one-dimensional atomic system perturbed by a periodic electr...
Bifurcations or related topics in two quantum systems are studied. The first system is a hydrogen i...
What is the behavior of a low-dimensional quantal system whose classical, deterministic, Hamiltonian...
We consider the problem of the hydrogen atom interacting with a circularly polarized microwave field...
The classical dynamics of the hydrogen atom in parallel static and microwave electric fields are ana...
We consider the classical dynamics of a two-electron system subjected to an intense bichromatic line...
International audienceWe consider the classical dynamics of a two-electron system subjected to an in...
The time-dependent Schrödinger equation for atomic hydrogen in few-cycle laser pulses is solved nume...
We examine photodetachment of H− in parallel electric and magnetic fields, hν+H−→H+e− using semiclas...
Many seemingly simple systems can display extraordinarily complex dynamics which has been studied an...
We study the ionization of atomic hydrogen by a high-frequency circularly polarized field. We solve...
The ionization of Rydberg hydrogen atoms near a metal surface at different scaled energies above th...
Well-known variational principles for second-order perturbation matrix elements are extended to high...