Dyonic black holes in the theory of two electromagnetic potentials. I

In this paper, we mainly study the shadow and observable features of a dyonic black hole (DBH) with a global monopole surrounded by perfect fluid under various profiles of accretions. We investigate the influence of model parameters on the observational signatures and space-time structure of black holes (BHs). We observe that the value of $$b_{ps}$$ b ps increases with the increasing values of $$\alpha $$ α and $$\eta $$ η , while it decreases with the increasing values of the electromagnetic parameter. We found that the corresponding regions and the observed specific intensities of the direct, lensing and photon ring emissions dramatically changed according to the variation of BH state parameters. It is noticed that the total observed flux is dominated by the direct emission and the lensing ring makes a small contribution while the photon ring makes a negligible contribution due to its exponential narrowness, even the photon ring intersects the thin plane more than three times to pick up a larger intensity. Assuming the spherically symmetric accretion disk, it is found that due to the Doppler effect of infalling motion, shadows of infalling accretion are found to be darker as compared to static ones. However, the size and position of the DBH shadows do not change in both cases, implying that the BH’s shadow size depends on the geometric space-time and the shadow’s luminosities rely on the accretion flow models. Finally, the discussion is done analytically and numerically, and ray-tracing methods are adopted to obtain the proper visualizations.

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Dyonic black holes in the theory of two electromagnetic potentials. I

Cited by 3 publications

References 11 publications

Dyonic black holes in the theory of two electromagnetic potentials. II

Dyonic black holes in the theory of two electromagnetic potentials. II

Exterior field of neutron stars: The singularity structure of vacuum and electrovac solutions

A shadow study for a static dyonic black hole with a global monopole surrounded by perfect fluid

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