• Title of article

    Stability of cooled beams

  • Author/Authors

    Bosser، نويسنده , , J. and Carli، نويسنده , , C. and Chanel، نويسنده , , M. and Madsen، نويسنده , , N. and Maury، نويسنده , , S. and Mِhl، نويسنده , , D. and Tranquille، نويسنده , , G.، نويسنده ,

  • Issue Information
    روزنامه با شماره پیاپی سال 2000
  • Pages
    8
  • From page
    1
  • To page
    8
  • Abstract
    Because of their high density together with extremely small spreads in betatron frequency and momentum, cooled beams are very vulnerable to incoherent and coherent space-charge effects and instabilities. Moreover, the cooling system itself, i.e. the electron beam in the case of e-cooling, presents large linear and non-linear “impedances” to the circulating ion beam, in addition to the usual beam-environment coupling impedances of the storage ring. Beam blow-up and losses, attributed to such effects, have been observed in virtually all the existing electron cooling rings. The adverse effects seem to be more pronounced in those rings, like CELSIUS, that are equipped with a cooler capable of reaching the presently highest energy (100–300 keV electrons corresponding to 180–560 MeV protons). The stability conditions will be revisited with emphasis on the experience gained at LEAR. It will be argued that for all present coolers, three conditions are necessary (although probably not sufficient) for the stability of intense cold beams: (i) operation below transition energy, (ii) active damping to counteract coherent instability, and (iii) careful control of the e-beam neutralisation. An extrapolation to the future “medium energy coolers”, planned to work for (anti)protons of several GeV, will also be attempted.
  • Keywords
    Beam instability , electron cooling , Coupling impedance , Space charge , Neutralisation instability
  • Journal title
    Nuclear Instruments and Methods in Physics Research Section A
  • Serial Year
    2000
  • Journal title
    Nuclear Instruments and Methods in Physics Research Section A
  • Record number

    2184801