Ponente
Dr.
Francisco Frutos-Alfaro
(University of Costa Rica)
Descripción
In this contribution, we present a study of the chaotic behavior of geodesics in an approximate spacetime with a magnetic dipole and mass quadrupole.
The chaotic behavior of geodesics is a key aspect of understanding the underlying structure and dynamics of astrophysical systems.
This spacetime was derived from the Kerr-Newman metric by incorporating the mass quadrupole and the magnetic dipole as perturbations.
The metric satisfies the Einstein-Maxwell equations up to third order.
Autor primario
Dr.
Francisco Frutos-Alfaro
(University of Costa Rica)
