Wormhole Solutions in the Presence of Nonlinear Maxwell Field

Abstract EN

In generalizing the Maxwell field to nonlinear electrodynamics, we look for the magnetic solutions.

We consider a suitable real metric with a lower bound on the radial coordinate and investigate the properties of the solutions.

We find that in order to have a finite electromagnetic field near the lower bound, we should replace the Born-Infeld theory with another nonlinear electrodynamics theory.

Also, we use the cut-and-paste method to construct wormhole structure.

We generalize the static solutions to rotating spacetime and obtain conserved quantities.