Abstract:We review the phenonomena which occur in multiphoton physics when the electric field of the applied laser radiation becomes comparable with the Coulomb field strength seen by an electron in the ground state of atomic hydrogen. This field is reached at an irradiance of approximately 3 × 10 16 W cm −2 . The normal perturbative photon-by-photon based picture of the interaction of individual electrons with the field is replaced by a tunnelling picture in which, in a time of the order of, or less than one optical c… Show more
“…tot U >> hω (11) and for the present case, according to equation 10 with t = 15 fs, by I >> 4 × 10 13 W cm -2 . For lower irradiances, the distribution of energy among the target atoms is no longer homogeneous but rather statistical and those atoms which are hit by photons absorb more than the mean absorption energy per atom.…”
Section: Application Of the Modelsupporting
confidence: 49%
“…Accordingly, the achievable charge states here should be, in fact, generally higher than predicted by the present model. It should be noted that the limit of the present semi-classical approach as defined by equation 11 corresponds also to the limit for ponderomotive energy of (quasi-)free electrons to, again, distinguish the non-perturbative from the perturbative regime [10][11][12].…”
Section: Application Of the Modelmentioning
confidence: 88%
“…In the spectral range of optical radiation, photon-electron interactions at ultra-high intensities may also be described by so-called non-perturbative theories [10][11][12]. Their applicability depends on the ponderomotive energy U p :…”
The interaction of atoms with short-wavelength radiation at ultra-high intensities is described by plasma excitation. In contrast to former works on optical radiation and ponderomotive motion of quasi-free electrons, the excitation of correlated and bound electrons is considered here. The ponderomotive motion of a free electron is included as a special case. Values for the energy transfer from the radiation field to an atom are obtained in fair agreement with the unexpectedly high charge states of xenon recently observed at the soft x-ray free-electron laser FLASH.
“…tot U >> hω (11) and for the present case, according to equation 10 with t = 15 fs, by I >> 4 × 10 13 W cm -2 . For lower irradiances, the distribution of energy among the target atoms is no longer homogeneous but rather statistical and those atoms which are hit by photons absorb more than the mean absorption energy per atom.…”
Section: Application Of the Modelsupporting
confidence: 49%
“…Accordingly, the achievable charge states here should be, in fact, generally higher than predicted by the present model. It should be noted that the limit of the present semi-classical approach as defined by equation 11 corresponds also to the limit for ponderomotive energy of (quasi-)free electrons to, again, distinguish the non-perturbative from the perturbative regime [10][11][12].…”
Section: Application Of the Modelmentioning
confidence: 88%
“…In the spectral range of optical radiation, photon-electron interactions at ultra-high intensities may also be described by so-called non-perturbative theories [10][11][12]. Their applicability depends on the ponderomotive energy U p :…”
The interaction of atoms with short-wavelength radiation at ultra-high intensities is described by plasma excitation. In contrast to former works on optical radiation and ponderomotive motion of quasi-free electrons, the excitation of correlated and bound electrons is considered here. The ponderomotive motion of a free electron is included as a special case. Values for the energy transfer from the radiation field to an atom are obtained in fair agreement with the unexpectedly high charge states of xenon recently observed at the soft x-ray free-electron laser FLASH.
“…The process of harmonic generation is currently studied very actively with important advancements both in theory and experiment (for reviews see Refs. [1,2]). The laser stimulated bremsstrahlung plays the very important role in plasma physics, see recent experimental [3,4] and theoretical [5,6] works.…”
In the presence of an intensive laser field the radiative recombination of the continuum electron into an atomic bound state generally is accompanied by absorption or emission of several laser quanta. The spectrum of emitted photons represents an equidistant pattern with the spacing equal to the laser frequency. The distribution of intensities in this spectrum is studied employing the Keldysh-type approximation, i.e. neglecting interaction of the impact electron with the atomic core in the initial continuum state. Within the adiabatic approximation the scale of emitted photon frequencies is subdivided into classically allowed and classically forbidden domains. The highest intensities correspond to emission frequencies close to the edges of classically allowed domain. The total cross section of electron recombination summed over all emitted photon channels exhibits negligible dependence on the laser field intensity.
“…These features are well known in multiphoton processes involving bound atomic states (such as high-harmonic generation (HHG) and above-threshold ionization/detachment (ATI/ATD)) [1,2]; their occurrence has also been predicted recently for laser-assisted electron-atom scattering (LAES) [3]. Plateau effects are most pronounced for linear laser polarization, in which case the extent of the plateau regions (i.e.…”
Flegel, A. V.; Frolov, M. V.; Manakov, N. L.; and Starace, Anthony F., "Cutoffs of high-energy plateaux for atomic processes in an intense elliptically polarized laser field" (2005). Anthony F. Starace Publications. 107.
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