Institute of Theoretical Physics · Faculty of Mathematics and Physics, Charles University
In: Proceedings of RAGtime 20-22, Opava, Czech Republic, pp. 317 - 326 (2020)
We study the influence of scalar fields on a specific model of nonlinear electrodynamics (the square root Lagrangian) spacetime. We show that the singular horizon created by scalar field in spherically symmetric static scalar-vacuum spacetimes is still present when nonlinear electrodynamics is added. For the obtained solution, we investigate the timelike geodesic motions of a test particle by studying the effective potential.
@inproceedings{UTF945,
author = {Tahamtan T.},
title = {{Einstein–scalar field–square root nonlinear electrodynamics solution}},
booktitle = {Proceedings of RAGtime 20-22, Opava, Czech Republic},
pages = {317 - 326},
year = {2020},
}