1975
DOI: 10.1007/bf00646218
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Cosmic-ray streaming and anisotropies

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Cited by 127 publications
(81 citation statements)
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“…A similar structure was also found for collisional diffusion coefficients in a plasma in thermal equilibrium [19]. Furthermore, regarding τ as the scattering time, these expressions can also be obtained by treating the magnetic disturbances as hard-sphere scattering centers [20], and is known as the "classical scattering result" [21,22,23].…”
Section: Calculation Of Transverse and Hall Diffusion Coefficientssupporting
confidence: 54%
“…A similar structure was also found for collisional diffusion coefficients in a plasma in thermal equilibrium [19]. Furthermore, regarding τ as the scattering time, these expressions can also be obtained by treating the magnetic disturbances as hard-sphere scattering centers [20], and is known as the "classical scattering result" [21,22,23].…”
Section: Calculation Of Transverse and Hall Diffusion Coefficientssupporting
confidence: 54%
“…Ecliptic plane diurnal anisotropy consists of the contributions from the convective anisotropy (Ac) arising from the sweeping (radially outward) action of the magnetized solar wind, the diffusive anisotropy (Ad) driven by the radial density gradient (Gr) of GCR in the heliosphere [Forman and Gleeson, 1975] •' 13o n-11o (Aperp) from the hourly averages of IMF data for the 24 year period and listed these values in the second column of their Figure 3. We obtain ee = 0.56 at el > 99%.…”
Section: Imf Inhomogenieties and Rcmentioning
confidence: 99%
“…They will also experience gradient and curvature drifts (Isenberg & Jokipii 1979) and will be convected back toward the boundary by the solar wind and lose energy through adiabatic cooling, although the latter process is only important below a few GeV and does not affect ground-based observations. The combined effect of these processes is the modulation of the cosmic ray distribution in the heliosphere (Forman & Gleeson 1975). It should be remembered that the approximately 11-year solar activity cycle is reflected in the strength of the IMF, the frequency of coronal mass ejections (CMEs) and shocks propagating outward, and the strength of those shocks.…”
Section: The Heliospherementioning
confidence: 99%
“…Early work by Parker (1965) andGleeson &Axford (1967) paved the way for the theoretical formalism developed by Forman & Gleeson (1975) that describes the cosmic ray density distribution throughout the heliosphere. Isenberg & Jokipii (1979) further developed the treatment of the distribution function.…”
Section: Cosmic Ray Transportmentioning
confidence: 99%