• DocumentCode
    2563590
  • Title

    Observation of copious emission at the fundamental frequency by a smith-purcell free-electron laser with sidewalls

  • Author

    Gardelle, J. ; Modin, P. ; Donohue, John T.

  • Author_Institution
    CEA, CESTA, Le Barp, France
  • fYear
    2012
  • fDate
    8-13 July 2012
  • Abstract
    A three-dimensional simulation using the Particle-in-cell code “MAGIC” predicted that for a grating with sidewalls, copious emission of coherent Smith-Purcell (SP) radiation at the fundamental frequency of the evanescent surface wave would occur1. This may be contrasted with the two-dimensional theory proposed by Andrews and Brau (AB) some years ago2, for which emission could only occur at harmonics of that frequency. In order to validate this prediction we have performed a demonstration experiment in the microwave domain, using the same set-up as in our previous confirmation of the AB theory3, except that the grating has sidewalls only four cm apart. We observed a forward-moving beam of SP radiation at the predicted frequency after reflection by a plane mirror, since the true emission is in the backward direction, which makes it hard to observe. Agreement with the PIC simulations is satisfactory.
  • Keywords
    diffraction gratings; free electron lasers; laser mirrors; light reflection; microwave photonics; AB theory; Andrews-Brau theory; PIC simulations; SP radiation; Smith-Purcell free-electron laser; coherent Smith-Purcell radiation; copious emission; evanescent surface wave; forward-moving beam; fundamental frequency; microwave domain; particle-in-cell code MAGIC; plane mirror; reflection; sidewall grating; three-dimensional simulation; two-dimensional theory; Free electron lasers; Gratings; Harmonic analysis; Laser beams; Predictive models; Solid modeling; Surface waves;
  • fLanguage
    English
  • Publisher
    ieee
  • Conference_Titel
    Plasma Science (ICOPS), 2012 Abstracts IEEE International Conference on
  • Conference_Location
    Edinburgh
  • ISSN
    0730-9244
  • Print_ISBN
    978-1-4577-2127-4
  • Electronic_ISBN
    0730-9244
  • Type

    conf

  • DOI
    10.1109/PLASMA.2012.6383830
  • Filename
    6383830