Full asymptotic expansion of the relativistic orbit of a test particle under the exact Schwarzschild metric

Details Full asymptotic expansion of the relativistic orbit of a test particle under the exact Schwarzschild metric Full asymptotic expansion of the relativistic orbit of a test particle under the exact Schwarzschild metric

Feb 1998

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1998phla..238..328d&link_type=abstract

Physics Letters A, Volume 238, Issue 6, p. 328-336.

Physics

2

Scientific paper

The perturbation method of Lindstedt and Poincaré has been used for the derivation of the asymptotic expression of the relativistic orbit of a test particle influenced by the exact Schwarzschild metric, from which the perihelion advance of a test particle is expressed as a rapidly convergent power series. Numerical results show the convergence characteristics of the modified Newtonian orbital expression.

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