Black Holes With Many Horizons in the Theories of Nonlinear Electrodynamics

Abstract

In this article, we construct exact black hole solutions with many horizons (more than number two) in the Einstein-nonlinear electrodynamic theories. In particular, we acquire the explicit expression of nonlinear electrodynamic Lagrangian for the 3-horizon black holes. Then we make the investigations of 3-horizon black holes on the horizons, the null and timelike geodesics, the Love numbers and the thermodynamics.

15 pages,5 figures,some references added. To appear in PRD

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Cited by in corpus (12)

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• Multi-critical Points in Black Hole Phase Transitions
• Effective Potential and Topological Photon Spheres: A Novel Approach to Black Hole Parameter Classification
• Inside Anisotropic Black Hole with Vector Hair
• Quasinormal modes, greybody factors and thermodynamics of four dimensional AdS black holes in Critical Gravity
• Dynamic behaviours of black hole phase transitions near quadruple points
• Comparative of light propagation in Born-Infeld, Euler-Heisenberg and ModMax nonlinear electrodynamics
• Splitting the Echoes of Black Holes in Einstein-nonlinear Electrodynamic Theories
• Overcoming Barriers: Kramers' Escape Rate Analysis of Metastable Dynamics in First-Order Multi-Phase Transitions
• Black hole thermodynamic free energy as $A$-discriminants
• Two-sided NED black-hole, naked-singularity, and soliton solutions