One of the purposes of this thesis is to study the gravitomagnetic effects. These effects are derived by the analogy between Coulomb’s law and Newton’s gravitation law. There is a relationship between Maxwell’s equations and the linearized Einstein equations. Therefore, our rst step will be to linearize the Einstein field equations and compare them with some electromagnetic phenomena. Then, we will take the MPD equations given by Plyastsko et al. for a spinning test particle orbiting around a rotating massive body. Since it is not possible to nd an analytical solution for the set of eleven coupled differential equations, we will give a numerical solution for the case when the spinning test particle orbits in a Kerr metric. The main contribution of this work is to yield the numerical solution for the case of spinning particles around a rotating gravitational eld. On the other hand, one nds that the majority of works give the analytical solution for particular cases such as spinless test particles in the Schwarzschild metric and in the equatorial planes or the spin values constricted in the time. We calculate the trajectories of spinning test particles in rotating gravitational elds without restrictions on its velocity and spin orientation. From this work, we will study the gravitomagnetism effects and give an exact numerical solution for the clock effect.
Seguir leyendoexpand_more
Título : Solution of Mathisson-Papapetrou-Dixon equations for Spinning Test Particles in a Kerr Metric
EAN : 9789587814491
Editorial : Siglo del Hombre Editores
Fecha de publicación
: 29/2/20
Formato : PDF
Tamaño del archivo : 3.95 mb
Protección : Adobe DRM
El libro electrónico Solution of Mathisson-Papapetrou-Dixon equations for Spinning Test Particles in a Kerr Metric está en formato PDF
protegido por Adobe DRM
- highlight_off
Este eBook no es compatible para su lectura en las aplicaciones Vivlio de iOs y Android.
- highlight_off
Este eBook no es compatible para leer en My Vivlio.
- highlight_off
Este eBook no es compatible para su lectura en el lector Vivlio.
- check_circle
Este eBook requerirá software propietario para ser leído en el e-reader. Además, el lector electrónico no permite adaptar el tamaño de letra a este formato.
¿Quieres leer en un eReader de otra marca? Sigue
nuestra guía.
Edición en Inglés
Conectarme
Mi cuenta