Geodesic orbits in Rosen's bimetric gravitation theory.

Details Geodesic orbits in Rosen's bimetric gravitation theory. Geodesic orbits in Rosen's bimetric gravitation theory.

Mar 1992

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1992babel.145...25c&link_type=abstract

Bulletin Astronomique de Belgrade, No. 145, p. 25 - 31

Astronomy and Astrophysics

Astronomy

Scientific paper

Some properties of geodesic lines in Rosen's bimetric gravitation theory (Rosen's spherically symmetric solution) are reconsidered. Results are compared with corresponding properties of geodesic lines of Schwarzschild's solution in general relativity. Many similarities are identified. Equations of orbits are given, also, in their first order approximation. Approximative formulas for the shift of perihelia of planetary orbits and the deflection of light, in Rosen's theory, are determined.

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