Physics – Space Physics
Scientific paper
Aug 1975
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1975rvgsp..13..547v&link_type=abstract
Reviews of Geophysics and Space Physics, vol. 13, Aug. 1975, p. 547-566. Research supported by the Max-Planck-Institut für Phys
Physics
Space Physics
57
Cosmic Rays, Diffusion Theory, Galactic Radiation, Interplanetary Space, Solar Wind, Diffusion Coefficient, Electric Fields, Fokker-Planck Equation, Integral Equations, Kinetic Theory, Magnetic Fields, Pitch (Inclination), Spatial Distribution
Scientific paper
The validity of the test-particle picture, the approximation of static fields, and the spatial-diffusion approximation are discussed in a general way before specific technical assumptions are introduced. It is argued that the spatial-diffusion equation for the intensity per unit energy has a much wider range of applicability than the kinetic (Fokker-Planck) equation it is derived from. This gives strong weight to the phenomenological propagation theory. The general success (and possible failure at small energies) of the phenomenological theory for the modulation of galactic cosmic rays and solar events is described. Apparent effects such as the 'free boundary' are given disproportionate weight since they establish the connection with the detailed plasma physics of the solar wind. Greatest attention is paid to the pitch-angle diffusion theory. A general theory is presented which removes the well-known secularities of the quasi-linear approximation. The possible breakdown of any pitch-angle diffusion theory at very small energies is perhaps connected with the observed 'turn up' of the spectrum at low energies. A first attempt to derive the spatial dependence of the diffusion coefficient in the solar cavity, using such a divergence free scattering theory, is described and compared with recent observations out to 5 AU.
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