WIMT in Gullstränd–Painlevé and Reissner–Nordström metrics: induced stable gravito-magnetic monopoles

Abstract

The aim of this work is to apply Weitzeböck Induced Matter Theory (WIMT) to Gullstränd-Painlevé and Reissner-Nordström metrics in the framework of WIMT. This is a newly developed method that extends Induced Matter Theory from a curved 5D manifold using the Weitzeböck's geometry, using the fact that the Riemann-Weitzenböck curvature tensor is always null. We obtain the presence of currents whose interpretation can lead to the presence of stable gravito-magnetic monopoles.

Possible Wormhole Candidates in Active Galactic Nuclei

“…Due to their unique properties, wormholes provide an interesting opportunity to use them as an object that can theoretically generate a monopole magnetic field. And, there are many works linking wormholes with a monopole field [34][35][36][37][38][39][40][41][42].…”

“…Romero and Bellini [39] applied the Weitzeböck-Induced Matter Theory (WIMT) to two specific metrics: the Gullstränd-Painlevé and Reissner-Nordström metrics. This method is a recent development that expands upon the Induced Matter Theory by utilizing Weitzeböck's geometry on a curved 5D manifold.…”