2012
DOI: 10.1088/0953-4075/45/7/074018
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Spatial shaping of intense femtosecond beams for the generation of high-energy attosecond pulses

Abstract: We generate high-order harmonics with a spatially shaped TW laser beam. We present and analyse in detail a new approach for shaping an intense laser field to a flat-top intensity profile near focus. We show that this approach is well adapted for high harmonic generation with high-energy fundamental pulses and highlight the possibilities for generating high-energy attosecond pulses.

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Cited by 16 publications
(19 citation statements)
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“…Our detection method would give a way to check the uniformity of the generating process by monitoring the uniformity of the far-field spatially resolved spectra. The method could be coupled with spatial shaping techniques 15,51,52 to optimize the uniformity of the attosecond pulse in large volume and therefore to allow the production of clean attosecond pulses at high energy level. In addition to the spatial shaping technique, controlling the temporal shape of the pulse via ultrafast pulse shaper that can be integrated in the laser chain would open an excellent way to optimize the attosecond pulses.…”
Section: Discussionmentioning
confidence: 99%
“…Our detection method would give a way to check the uniformity of the generating process by monitoring the uniformity of the far-field spatially resolved spectra. The method could be coupled with spatial shaping techniques 15,51,52 to optimize the uniformity of the attosecond pulse in large volume and therefore to allow the production of clean attosecond pulses at high energy level. In addition to the spatial shaping technique, controlling the temporal shape of the pulse via ultrafast pulse shaper that can be integrated in the laser chain would open an excellent way to optimize the attosecond pulses.…”
Section: Discussionmentioning
confidence: 99%
“…At the same time, as mentioned above, the eigenfunctions of the free atom and "an atom in the external field" eigenfunction problems are related to each other in a simple way, so we can expand the wave function of the TDSE into a series of the free atom eigenfunctions ψ⃗r; t X n a n tu n ⃗r; (9) and then use the relation equation (7). Omitting some evident details, we get the following set of equations for the probability amplitudes a n t:…”
Section: Basic Relations and Foundation Of The Methodsmentioning
confidence: 99%
“…Moreover, as long as the HHG is a visual nonlinear process, understanding of its origins has a fundamental interest. That is why the HHG process is actively studied both experimentally [5][6][7] and theoretically [8][9][10][11].…”
Section: Introductionmentioning
confidence: 99%
“…This profile was chosen because it has been wide used for material processing applications [3] and for high harmonic generation [29]. The LG expansion of the spatial top-hat profile of radius a is calculated at the focal plane considering s = f .…”
Section: Spatial Top-hat and Annular Ultrafast Beam Profilesmentioning
confidence: 99%