1987
DOI: 10.1029/ja092ia06p06127
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Cosmic ray variations and magnetic field fluctuations in the outer heliosphere

Abstract: We have formally confirmed that galactic cosmic ray intensity variations measured by Voyager 2 during recovery from solar maximum are caused by traveling compressions and rarefactions in the mean interplanetary magnetic field. We used Voyager's magnetic field data as input to a time‐independent, spherically symmetric, cosmic ray transport equation in the force field approximation. The solutions closely followed the count rate of cosmic rays greater than 75 MeV/nucleon over 4 years, during the recovery phase of… Show more

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Cited by 26 publications
(12 citation statements)
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“…The modulation model of Perko and Burlaga [1987, 1992] is an extension of the “diffusive barrier model” of modulation developed by Perko and Fisk [1983]. The phenomenological CR‐B relation describes the cumulative effects of all enhancements and depressions of the magnetic field strength, rather than simply the effect of a single diffusive barrier.…”
Section: Summary and Discussionmentioning
confidence: 99%
“…The modulation model of Perko and Burlaga [1987, 1992] is an extension of the “diffusive barrier model” of modulation developed by Perko and Fisk [1983]. The phenomenological CR‐B relation describes the cumulative effects of all enhancements and depressions of the magnetic field strength, rather than simply the effect of a single diffusive barrier.…”
Section: Summary and Discussionmentioning
confidence: 99%
“…They could be peculiar to underground muons only, or, more generally, could be a response of all cosmic rays to the series of large radial solar wind shocks in 1982 [Cliver et al, 1987] which resulted in a rapid increase in modulation, seen throughout the heliosphere. This last conjecture receives some support from the fact that the presence of minicycles is recognizable in several spacecraft observations of cosmic rays carried out during the years 1980-1982 [Venkatesan et al, 1984;Pyle and Simpson, 1985;Perko and Burlaga, 1987].…”
Section: Analysis Of Statistical Propertiesmentioning
confidence: 92%
“…To improve the physics of this approach, Perko and Burlaga [1987] used the force field approximation of the one-dimensional Parker [1965] where f is the omnidirectional particle distribution in phase space, r is the radial distance from the Sun, P is the particle rigidity, V is the solar wind speed, and K is the radial diffusion coefficient. This time-independent equation retains the main physics of the Parker equation: diffusionconvection and adiabatic energy loss.…”
Section: Paper Number 92ja00321mentioning
confidence: 99%