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Photon vs. charged-particle ionization

Here we apply the coupled-channel method to calculate photo ionization of atomic hydrogen by short (femtosecond) laser pulses at high power densities (up to 5 X 10 W/cm ). A classical electro-dynamical field approximates the laser/atom interaction, according to (in the Coulomb gauge) [Pg.29]

The time dependent shape of this field is given by a cos-function with amplitude Eq enveloped by a Gaussian centered at the time t = 0 with full width at half maximum (FWHM) At representing the laser pulse length. [Pg.29]

Resonant and also non-resonant multiphoton transitions are well reproduced with the program. This was tested by changing the wavelength from 200 to 260 nm. [Pg.30]

The following restrictions have been found to the application of coupled-channel calculations for the computation of pulsed-laser ionization. The dipole approximation restricts the photon energy to 1 keV in the current treatment. This, however, does not pose a strict condition since a partial-wave expansion of the laser field may be used, similar to as in the case of screened Coulomb potentials. In comparison to ion/atom collisions, typical photon/atom interaction times are extremely long. An upper limit of the pulse width AZp = 100 fs at intermediate laser-power densities follows from the numerically restricted density of continuum states. [Pg.32]

High power densities (3 10 W/cm ) and small laser frequencies (A 600 run) are related to extremely high orders of perturhation theory. This requires basis sets extending to high values of (/ 3 15) and high ejected-electron energies (e 20 eV). With the help pf P/Q space methods [60] the range of validity of coupled-channel calculations may he extended in this case. [Pg.33]


See other pages where Photon vs. charged-particle ionization is mentioned: [Pg.7]    [Pg.29]   


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Charge ionization

Charged particles

Ionized particles

Ionizing particles

Particle charge

Particle charging

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