Gravitational effects in six-dimensional relativity

Details Gravitational effects in six-dimensional relativity Gravitational effects in six-dimensional relativity

Feb 1980

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1980ncimb..55..269c&link_type=abstract

Nuovo Cimento B, Serie 11, vol. 55B, Feb. 11, 1980, p. 269-275.

Physics

6

Gravitational Effects, Particle Motion, Relativity, Center Of Mass, Field Theory (Physics), Gravitational Fields, Orbits, Schwarzschild Metric

Scientific paper

By using six-dimensional general relativity, it is shown that a particle moving freely in a weak time-independent gravitational field has a world-line whose projection into the three-dimensional time subspace is a straight line. A generalization involving the three time co-ordinates of the Schwarzschild metric is introduced and the resulting field equations are solved exactly. Equations are obtained for the orbital motion about a mass centre. Neither the orbital precession nor the deflection of light predicted by these equations agrees with observed values.

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