A class of charged-Taub-NUT-scalar metrics via Harison and Ehlers Transformations

Abstract

We consider a class of axially symmetric solutions to Einstein's equations incorporating a $\theta$-dependent scalar field and extend these solutions by introducing electric and magnetic charges via Harrison transformations. Subsequently, we enhance the charged metrics by incorporating the NUT parameter through Ehlers transformations, yielding a novel class of charged-Taub-NUT metrics that represent exact solutions to Einstein's equations. Finally, we investigate some of astrophysical aspects of the charged-Taub-NUT metrics, focusing on phenomena such as gravitational lensing and quasi-normal modes (QNMs).

17 pages

References in corpus (5)

• Applications of the Gauss-Bonnet theorem to gravitational lensing
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Cited by in corpus (1)

• Accelerating FJNW Metric