Mathematics – Logic
Scientific paper
Jun 1982
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1982apj...257...17f&link_type=abstract
Astrophysical Journal, Part 1, vol. 257, June 1, 1982, p. 17-22.
Mathematics
Logic
18
Anisotropy, Background Radiation, Cosmic Rays, Cosmology, Density Wave Model, Relic Radiation, Angular Distribution, Multipoles, Radiation Distribution, Wavelengths
Scientific paper
Theoretical predictions on the anisotropy of the cosmic background radiation provided by cosmological models with long-wavelength density perturbations are investigated. The perturbative modes of the linearized theory of Lifshitz and Khalatnikov (1963) are considered and each mode is shown to give rise to a corresponding multipole in a spherical-harmonic expansion of the anisotropy pattern. Amplitudes for the anisotropy multipoles up to l equals 7 are calculated for normalized amplitudes of the corresponding multipoles in the density wave. A negative curvature of space is shown to have an unexpected bearing on higher l multipoles. It is found that in open spaces the background anisotropy is dominated by higher l multipoles in the limit of large perturbation wavelengths. Dipole and quadrupole anisotropies of comparable amplitudes arise naturally from perturbations with a size on the order of the particle horizon.
Fabbri Renato
Guidi I.
Natale Vincenzo
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