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Home  >  Volume 38

55.A Generalization of Einstein’s Equation of Motion for Static Homogenous Spherical Distribution of Mass Using the Generalized Golden Riemannian Gravitational Scalar Potential by L.W. Lumbi1, O. Nwagbara1, I.I. Ewa, N. Yakubu, M. Hassanu2 and J.A. Bamik
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A Generalization of Einstein’s Equation of Motion for Static Homogenous Spherical Distribution of Mass Using the Generalized Golden Riemannian 

Gravitational Scalar Potential by L.W. Lumbi1, O. Nwagbara1, I.I. Ewa, N. Yakubu, M. Hassanu2 and J.A. Bamikole  pp 465 – 468

Abstract

In this article the generalized Golden gravitational scalar potential exterior to static homogenous spherical massive body was applied to Einstein’s radial equation of motion to obtain generalized Einstein’s radial equation of motion, planetary equation of motion and the planetary parameters (orbital angular frequency, orbital amplitude and orbital eccentricity). The result obtained shows that the generalized Einstein’s radial equation of motion, Einstein’s planetary equation of motion and the planetary parameters are augmented with additional correction terms of all orders of c^(-2) which are not found in  Newton’s  or Einstein’s planetary equation of motion and the planetary parameters considered in this study.

Keywords: Generalized Golden Gravitational Scalar Potential, Einstein’s Radial Equations of Motion, Generalized Einstein’s Radial Equations of Motion, Planetary Equation of Motion and Planetary Parameters.

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