Add to ORKGIn this article, we extend Schwarzschild’s solution to Einstein’s gravitational field equations. The equations of motion are derived for particles of non-zero rest masses exterior to a spherical mass distribution whose potential field is time dependent. The angular equations of motion for this field are found to be the same as that of Schwarzschild’s field. The time dependent field affects mainly the time and the radial equations of motion. (Keywords: equations of motion, general relativity, time-dependent potential field, Schwarzschild’s solution
n this article, we formulate solutions to Einstein’s geometrical field equations derived using our ...
The problems of the tolal energy and quasilocalenergy density or an isolated spherically symmetric s...
In this paper, we show that an oscillator in proper time can mimic a point mass at rest in general r...
AbstractIn this article, Schwarzschild metric is extended to obtain a generalized metric for the gra...
General Relativity is a major area of study in physics. It allows us to calculate the motion and int...
International audienceThe problem of Schwarzschild dynamics is of fundamental importance in Modern P...
Here, we present a profound and complete analytical solution to Einstein’s gravitational field equat...
The solution to Einstein’s gravitational field equations exterior to time varying distribu- tions o...
In this study the law of classical mechanics for the corpuscular behavior of all entities in all int...
In this article, we extend the metric tensor exterior to astrophysically real or imaginary spherical...
In an earlier paper we derived Einstein's geometrical gravitational field equations for the metric t...
“matter tells spacetime how to curve, and curved space tells matter how to move” No adjustable param...
A novel method for calculation of the motion and radiation reaction for the two-body problem (body p...
This work is devoted mainly to General Relativity particle dynamics in the whole range of gravitatio...
A general theory of relativity is formulated without Einstein’s equation. Einstein’s tensor ties the...
n this article, we formulate solutions to Einstein’s geometrical field equations derived using our ...
The problems of the tolal energy and quasilocalenergy density or an isolated spherically symmetric s...
In this paper, we show that an oscillator in proper time can mimic a point mass at rest in general r...
AbstractIn this article, Schwarzschild metric is extended to obtain a generalized metric for the gra...
General Relativity is a major area of study in physics. It allows us to calculate the motion and int...
International audienceThe problem of Schwarzschild dynamics is of fundamental importance in Modern P...
Here, we present a profound and complete analytical solution to Einstein’s gravitational field equat...
The solution to Einstein’s gravitational field equations exterior to time varying distribu- tions o...
In this study the law of classical mechanics for the corpuscular behavior of all entities in all int...
In this article, we extend the metric tensor exterior to astrophysically real or imaginary spherical...
In an earlier paper we derived Einstein's geometrical gravitational field equations for the metric t...
“matter tells spacetime how to curve, and curved space tells matter how to move” No adjustable param...
A novel method for calculation of the motion and radiation reaction for the two-body problem (body p...
This work is devoted mainly to General Relativity particle dynamics in the whole range of gravitatio...
A general theory of relativity is formulated without Einstein’s equation. Einstein’s tensor ties the...
n this article, we formulate solutions to Einstein’s geometrical field equations derived using our ...
The problems of the tolal energy and quasilocalenergy density or an isolated spherically symmetric s...
In this paper, we show that an oscillator in proper time can mimic a point mass at rest in general r...