Decay Phase of Proton and Electron SEP Events - PowerPoint PPT Presentation

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Decay Phase of Proton and Electron SEP Events

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exponential adiabatic deceleration and convection ... Convection and adiabatic deceleration dominate over gradients, scattering, and drift ... – PowerPoint PPT presentation

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Title: Decay Phase of Proton and Electron SEP Events


1
Decay Phase of Proton and Electron SEP Events
E.I. Daibog1, K.
Kecskemйty2, Yu.I. Logachev1 1
Skobeltsyn Inst. of Nuclear Physics, Moscow State
Univ., Russia 2 KFKI RMKI, Budapest, Hungary
2
  • Why decays?
  • the features and conditions in a source of SEPs
    at the Sun become unessential during decay phase
    and effects and peculiarities of particle
    acceleration and losses in interplanetary space
    become more important.
  • - rising phase and maximum origin and
    propagation mechanism
  • - decay phase - propagation mechanism and
    interplanetary medium conditions

3
Decay phase
  • Observed flux profile a mixture of temporal and
    spatial variations
  • Functional form of the particle flux decline
  • power-law predominantly diffusive
    propagation
  • exponential adiabatic deceleration and
    convection
  • Statistical investigation (Daibog et al. 2003)
  • 700 events of 1-5 MeV proton fluxes (3
    solar cycles, at 1 AU) IMP 8 (CPME)
  • 90 of SEP decays are exponential
  • power-law mostly at high energies
  • Exponential decays longer than 24 hrs. gt4 MeV
    flux gt 1-2 p/cm2ssr
  • Background instrumental remnants of preceding
    events

4
  • Exponential form J ? exp(-t/?)
  • dN/dt N. Neglecting diffusion
  • Lupton and Stone, 1971. Model with absorbing
    boundary and
  • Burlaga, 1967. Spherically-symmetric diffusion.
    The volume limited by a boundary outside of which
    particles fly away freely.
  • ?
    R2abs/p2?
  • Owens,1979. Convection
  • ? 9?/4V2 (2
    a ?)2
  • Contrary ? and E dependence
  • Ng and Gleeson, 1976. ????0(1r3). Gradual
    transition to free particle escape. Nearly
    exponential solution .

5
  • Forman, 1970 Jokipii, 1971. Convection and
    adiabatic deceleration dominate over gradients,
    scattering, and drift
  • t 3r / 2V (2 a ?),
  • a T2mc2/(Tmc2)
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