A Generalization of Newton's Dynamical Theory of Gravitation - Lumbi, Lucas Williams;Ewa, Ibrahim Inusa;Nwagbara, Obinna
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The book 'A GENERALIZATION OF NEWTON'S DYNAMICAL THEORY OF GRAVITATION' is made up of three chapters covering different aspects of the subject matter. In Chapter one, the Riemannian geometry was used to generalize Newton's Dynamical field equation to construct a generalized dynamical gravitational field equation. The generalized dynamical gravitational field equation was applied to static homogeneous spherical massive bodies to obtain generalized exterior and interior gravitational scalar potentials. In chapter two, the generalized dynamical gravitational scalar potential exterior to the body…mehr

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Produktbeschreibung
The book 'A GENERALIZATION OF NEWTON'S DYNAMICAL THEORY OF GRAVITATION' is made up of three chapters covering different aspects of the subject matter. In Chapter one, the Riemannian geometry was used to generalize Newton's Dynamical field equation to construct a generalized dynamical gravitational field equation. The generalized dynamical gravitational field equation was applied to static homogeneous spherical massive bodies to obtain generalized exterior and interior gravitational scalar potentials. In chapter two, the generalized dynamical gravitational scalar potential exterior to the body was substituted into the well-known Newton's dynamical equations of motion, the general dynamical equations of motion. The generalized equations of motion are applied to the motion of the planets in the solar system to obtain generalized planetary equations of motion. In chapter three, the generalized planetary equations of motion were applied to obtain the planetary parameters (eccentricity, amplitude, angular frequency, period, angular momentum and the perihelion and aphelion distances)
Autorenporträt
The Principal Author Williams Lucas Lumbi (PhD) is an Associate Professor of Theoretical Physics in the Department of Physics, Nasarawa State University, Keffi, Nigeria.He has been teaching related courses at both undergraduate and postgraduate levels for sometime now.