In an earlier paper we derived Einstein's geometrical gravitational field equations for the metric tensor due to an oblate spheroidal massive body. In this paper we derive the corresponding Einstein's equations of motion for a test particle of nonzero rest mass in the gravitational field exterior to a homogeneous oblate spheroidal massive body, expressed in oblate spheroidal coordinates convenient for mathematical investigation and hence physical interpretation and experimental investigation for bodies in the solar system. Journal of the Nigerian Association of Mathematical Physics Vol. 8 2004: pp. 269-27
General Relativity is a major area of study in physics. It allows us to calculate the motion and int...
According to the principle of the general relativity theory, the gravity field equation should conta...
In the first chapter of this thesis we analyse the problem of a dumbbell body moving in a homogeneou...
n this article, we formulate solutions to Einstein’s geometrical field equations derived using our ...
In this paper, we derived Newton's equation of motion for a satellite in the gravitational scalar fi...
The covariant and contravariant metric tensors exterior to a homogeneous spherical body rotating uni...
The generalized Lagrangian in general relativistic homogeneous oblate spheroidal grav-itational fiel...
This investigates the gravitational fields outside of nearly-spherical azimuthally symmetric homogen...
We derive an equation (41) for the geodesics in the field of two bodies as given by Einstein, Infeld...
The expressions for the gravitational fields of spherical bodies are well known. In this paper we de...
In this study the law of classical mechanics for the corpuscular behavior of all entities in all int...
Here, we use our new metric tensor exterior to a massiv3e oblate spheroid to study the gravitational...
In this article, we extend Schwarzschild’s solution to Einstein’s gravitational field equations. The...
Here, we present a profound and complete analytical solution to Einstein’s gravitational field equat...
Einstein's theory of general relativity describes the gravitational field of a system of stars and p...
General Relativity is a major area of study in physics. It allows us to calculate the motion and int...
According to the principle of the general relativity theory, the gravity field equation should conta...
In the first chapter of this thesis we analyse the problem of a dumbbell body moving in a homogeneou...
n this article, we formulate solutions to Einstein’s geometrical field equations derived using our ...
In this paper, we derived Newton's equation of motion for a satellite in the gravitational scalar fi...
The covariant and contravariant metric tensors exterior to a homogeneous spherical body rotating uni...
The generalized Lagrangian in general relativistic homogeneous oblate spheroidal grav-itational fiel...
This investigates the gravitational fields outside of nearly-spherical azimuthally symmetric homogen...
We derive an equation (41) for the geodesics in the field of two bodies as given by Einstein, Infeld...
The expressions for the gravitational fields of spherical bodies are well known. In this paper we de...
In this study the law of classical mechanics for the corpuscular behavior of all entities in all int...
Here, we use our new metric tensor exterior to a massiv3e oblate spheroid to study the gravitational...
In this article, we extend Schwarzschild’s solution to Einstein’s gravitational field equations. The...
Here, we present a profound and complete analytical solution to Einstein’s gravitational field equat...
Einstein's theory of general relativity describes the gravitational field of a system of stars and p...
General Relativity is a major area of study in physics. It allows us to calculate the motion and int...
According to the principle of the general relativity theory, the gravity field equation should conta...
In the first chapter of this thesis we analyse the problem of a dumbbell body moving in a homogeneou...