Tunneling Analysis of Regular Black Holes with Cosmic Strings-Like Solution in Newman-Janis Algorithm

TL;DR

This paper analyzes the thermodynamics of regular black holes with cosmic strings using the Newman-Janis algorithm, exploring their temperature, stability, and entropy, including quantum corrections via the generalized uncertainty principle.

Contribution

It introduces a novel application of the Newman-Janis method to regular black holes with cosmic strings, including quantum corrections to their thermodynamics.

Findings

RBHCS are colder than Schwarzschild black holes.

Quantum corrections affect the temperature and stability conditions.

Entropy analysis reveals modifications due to rotation and quantum effects.

Abstract

We consider the regular black holes solution with cosmic strings(RBHCS) in the rotation parameter by assuming the Newman-Janis method. After this, we study thermodynamical property (i.e., Hawking temperature $T_H$) for the RBHCS in the presence of spin parameter. Moreover, we study the graphical interpretation of Hawking temperature with event horizon to check the physical and stable form of RBHCS under the effect of Newman-Janis algorithm. We graphically show that the RBHCS in the context of Newman-Janis algorithm are colder than the Schwarzschild black hole. Furthermore, we investigate the quantum corrected temperature for RBHCS in Newman-Janis method by incorporating generalized uncertainty principle. We have also analyzed the graphical interpretation of corrected temperature $T'_{H}$ versus $r_{+}$ and study the stable condition of RBHCS in Newman-Janis method in the presence of gravity parameter effects. Finally, the corrected entropy for RBHCS with rotation parameter is analyzed.