It is well known how to solve the Einstein\'s planetary equation of motion by the method of successive approximation for the corresponding orbit solution. In this paper, we solve the complete schwarzschild\'s planetary equation of motion by an exact analytical method. The result reveals that there are actually eight exact linearly independent mathematical solutions, two of which are given approximately by the well known method of successive approximation. Keywords: Analytical solution, planetary equation, planetary precession and successive Nigerian Journal of Physics Vol. 19 (2) 2007: pp. 183-18
International audienceThe problem of Schwarzschild dynamics is of fundamental importance in Modern P...
Consider the restricted three body problem in which we have a central body S (the sun), a perturbing...
The main objective of this work, is to show two inequivalent methods to obtain new spherical symmetr...
The Einstein's solution of the planetary equation of motion from Schwarzschild's line element is wel...
In this paper we derive the complete planetary equation from the Schwarzschild's equations of motion...
Abstract The solution of geodesic equation for Schwarzschild’s metric is used to estimate the preces...
The General Schwarzschild solution and new solution of the gravity field equation
An exact solution of Einstein equation is easier than actual solution. The Schwarzschild metric is e...
The pair of motion equations for entry into a planetary atmosphere is reduced to a single, ordinary,...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in ...
All possible orbital trajectories and their analytical expressions in the Schwarzschild metric are p...
We study the equations of motion of the massive and massless particles in the Schwarzschild geometry...
Exact analytic expressions for planetary orbits and light trajectories in the Schwarzschild geometry...
Exact analytic expressions for planetary orbits and light trajectories in the Schwarzschild geometry...
In this article, the generalized Einstein’s radial equation of motion in the equatorial plane of the...
International audienceThe problem of Schwarzschild dynamics is of fundamental importance in Modern P...
Consider the restricted three body problem in which we have a central body S (the sun), a perturbing...
The main objective of this work, is to show two inequivalent methods to obtain new spherical symmetr...
The Einstein's solution of the planetary equation of motion from Schwarzschild's line element is wel...
In this paper we derive the complete planetary equation from the Schwarzschild's equations of motion...
Abstract The solution of geodesic equation for Schwarzschild’s metric is used to estimate the preces...
The General Schwarzschild solution and new solution of the gravity field equation
An exact solution of Einstein equation is easier than actual solution. The Schwarzschild metric is e...
The pair of motion equations for entry into a planetary atmosphere is reduced to a single, ordinary,...
NOTE: Text or symbols not renderable in plain ASCII are indicated by [...]. Abstract is included in ...
All possible orbital trajectories and their analytical expressions in the Schwarzschild metric are p...
We study the equations of motion of the massive and massless particles in the Schwarzschild geometry...
Exact analytic expressions for planetary orbits and light trajectories in the Schwarzschild geometry...
Exact analytic expressions for planetary orbits and light trajectories in the Schwarzschild geometry...
In this article, the generalized Einstein’s radial equation of motion in the equatorial plane of the...
International audienceThe problem of Schwarzschild dynamics is of fundamental importance in Modern P...
Consider the restricted three body problem in which we have a central body S (the sun), a perturbing...
The main objective of this work, is to show two inequivalent methods to obtain new spherical symmetr...