1983
DOI: 10.1029/ja088ia11p09033
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Solar modulation of galactic cosmic rays: 5. Time‐dependent modulation

Abstract: A numerical technique is introduced for the solution of the time‐dependent equation for the solar modulation of galactic cosmic rays, in which transport in heliographic latitude is ignored. We illustrate this method with a model for the solar cycle variation in cosmic ray intensity. The variation is assumed to result from changes in the number of enhanced cosmic ray scattering regions, which are produced by flare‐generated shock waves in the solar wind. The model can account for the observed solar cycle variat… Show more

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Cited by 98 publications
(67 citation statements)
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“…In their model, the initial cosmic ray intensity, assumed to be a steady-state solution of a spherically symmetric approximation, is perturbed by increases in the IMF that propagate away from the Sun and cause a reduction in the GCR radial diffusion coefficient. The assumed inverse coupling of the IMF with cosmic ray spatial diffusion coefficients is consistent with the concept of propagating diffusive barriers first introduced theoretically by Perko and Fisk (1983). The flux decrease associated with these barriers is followed by a recovery caused by both diffusion mechanisms and the large-scale influence of drifts.…”
Section: Introductionsupporting
confidence: 53%
“…In their model, the initial cosmic ray intensity, assumed to be a steady-state solution of a spherically symmetric approximation, is perturbed by increases in the IMF that propagate away from the Sun and cause a reduction in the GCR radial diffusion coefficient. The assumed inverse coupling of the IMF with cosmic ray spatial diffusion coefficients is consistent with the concept of propagating diffusive barriers first introduced theoretically by Perko and Fisk (1983). The flux decrease associated with these barriers is followed by a recovery caused by both diffusion mechanisms and the large-scale influence of drifts.…”
Section: Introductionsupporting
confidence: 53%
“…Concerning the theoretical description of long-term cosmic-ray modulation, it was shown by Perko and Fisk (1983) and le Roux and that in order to describe cosmic-ray modulation over long periods, some form of propagating diffusion barriers is required. This is especially true for solar maximum activity periods when step decreases in cosmic-ray intensities are observed.…”
Section: Introductionmentioning
confidence: 99%
“…An outstanding problem in modulation research is that what parameters vary throughout the solar cycle is not clear. Perko and Fisk [1984] have reported results of time dependent, spherically symmetric, numerical solutions of the modulation equations that begin to address this problem. The importance of drifts in the time dependence of the modulation has been emphasized by Isenberg and Jokipii (1978, 19791;Jokipii and Kopriva [1979]; and among others.…”
Section: Introductionmentioning
confidence: 99%