The relativistic cosmology under the harmonic condition. II - The Poynting vector and redshift in the universe

Mathematics – Logic

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Cosmology, Electromagnetic Radiation, Gravitational Fields, Poynting Theorem, Red Shift, Stellar Radiation, Electric Dipoles, Electromagnetic Fields, Maxwell Equation

Scientific paper

The electromagnetic radiation emitted by each star, considered as an electric dipole in a galaxy, is the solution of the electromagnetic equation in the universe. The Poynting vector giving the intensity of light has different forms in the comoving isotropic, Robertson-Walker, and standard spherical systems of coordinates. As the first-order approximation, the velocity-distance (or redshift-intensity) relation is the same in all of these systems of coordinates, but in the second-order approximation there are differences between them. The redshift-intensity relation also depends upon the number of stars in the receding galaxy or upon its mass. The present treatment of relativistic cosmology, different from the usual geometric treatment, is a dynamic and electromagnetic approach to the problem.

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