Impact of the laser spatio-temporal shape on Breit-Wheeler pair production
ORAL
Abstract
We examine the decay of a flash of γ photons into electron-positron pairs as it collides with an intense laser field (non-linear Breit-Wheeler process).
We propose a simple semi-analytical model aimed at describing the interaction of the photons with a Gaussian (G) or Laguerre-Gaussian (LG) laser beam of arbitrary polarization [?]. This model allows to estimate the number of primary pairs produced and to explore the role of the laser peak intensity versus the focal spot size and shape at constant laser energy, chosen to match experimental constraints. In the case of LG beams the influence of the order of the LG beams on pair creation is examined and it is found that above a given threshold a higher order of the LG parameter is more favorable than a higher peak intensity. This result is generalised to a Gaussian beam: above the same threshold a larger spot size is preferable to tight focusing. Our results match very well with three-dimensional particle-in-cell simulations and are used to guide upcoming experimental campaigns.
We propose a simple semi-analytical model aimed at describing the interaction of the photons with a Gaussian (G) or Laguerre-Gaussian (LG) laser beam of arbitrary polarization [?]. This model allows to estimate the number of primary pairs produced and to explore the role of the laser peak intensity versus the focal spot size and shape at constant laser energy, chosen to match experimental constraints. In the case of LG beams the influence of the order of the LG beams on pair creation is examined and it is found that above a given threshold a higher order of the LG parameter is more favorable than a higher peak intensity. This result is generalised to a Gaussian beam: above the same threshold a larger spot size is preferable to tight focusing. Our results match very well with three-dimensional particle-in-cell simulations and are used to guide upcoming experimental campaigns.
*This work used the open-source PIC code Smilei, the authors are grateful to all Smilei contributors and to the Smilei-dev team for its support. Simulations were performed on the Irene-Joliot-Curie machine hosted at TGCC, France, using High Performance Computing resources from GENCI-TGCC (Grant No. 2020-x2016057678). Support by Sorbonne Université in the framework of the Initiative Physique des Infinis (IDEX SUPER) is acknowledged. This publication is also supported by the Collaborative Research Centre 1225 funded by Deutsche Forschungsgemeinschaft (DFG, German Research Foundation) - Project-ID 273811115 - SFB 1225.
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Publication: Mercuri-Baron et al., arXiv:2105.12458.
Presenters
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Mickael Grech
- LULI, CNRS, CEA, Sorbonne Université, École Polytechnique, Institut Polytechnique de Paris, F-91128 Palaiseau, France