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BiBTeX citation export for THAC2: Space-Charge Particle Resonances and Mode Parametric Resonances

  author       = {D. Jeon and Y.L. Cheon and M. Chung and J.-H. Jang},
  title        = {{Space-Charge Particle Resonances and Mode Parametric Resonances}},
  booktitle    = {Proc. HB'21},
  language     = {english},
  intype       = {presented at the},
  series       = {ICFA ABDW on High-Intensity and High-Brightness Hadron Beams},
  number       = {64},
  venue        = {Batavia, IL, USA},
  publisher    = {JACoW Publishing, Geneva, Switzerland},
  month        = {04},
  year         = {2022},
  note         = {presented at HB'21 in Batavia, IL, USA, unpublished},
  abstract     = {{As the beam intensity increases in modern high-power accelerators, self-field effects of the beam become significant. There are two distinct families of space-charge halo mechanisms in high-intensity accelerators, and yet they need to be differentiated: resonances (particle resonances or incoherent resonances) and instabilities (parametric resonances or coherent resonances). What we call resonances are resonances of beam particles excited through the space-charge nonlinear multipoles. What we call instabilities are instabilities of the beam modes. Instabilities are also called parametric resonances because they are parametric resonances of the Vlasov-Poisson equations. They would better be called mode parametric resonances to distinguish them from particle parametric resonances. Resonances and instabilities may look alike in the phase space, and yet they have distinct differences. Instabilities (or mode parametric resonances) do not have the resonant frequency component. Various orders of resonances and instabilities are presented along with the beam distributions with which the particular mechanism is observed.}},