Abstract
We study the electromagnetic field equation along with the WKB approximation. The boson tunneling phenomenon from charged rotating black ring (CRBR) is analyzed. It is examined that reserve radiation consistent with CRBR can be computed in general by neglecting back reaction and self-gravitational of the radiated boson particle. The calculated temperature depends upon quantum gravity and CRBR geometry. We also examine the corrected tunneling rate/probability of boson particles by assuming charge as well as energy conservation laws and the quantum gravity. Furthermore, we study the graphical behavior of the temperature and check the stability and instability of CRBR.
Highlights
Hawking studied the emission rate of radiation of all particles from black holes (BHs) and computed the temperature of the BH horizon.Tunneling is the semiclassical method in which boson particles have ability to cross the black ring and BH horizon
In order to study the tunneling probability for boson particles through the charged rotating black ring (CRBR) horizon y+, we will assume the Lagrangian equation with gravity and electromagnetic effects
The TH increases due to quantum gravity and remains constant when 0 ≤ y ≤ 0.65 and CRBR remains stable in this range
Summary
Hawking studied the emission rate of radiation of all particles (photons, neutrinos, gravitons, positrons, etc.) from black holes (BHs) and computed the temperature of the BH horizon. Tunneling is the semiclassical method in which boson particles have ability to cross the black ring and BH horizon. The key component for examining modified tunneling radiation in the classical behavior of imaginary portion that includes the boson particles from the black ring horizon. Sharif and Javed analyzed [3] radiation spectrum through tunneling fermions in the BHs horizon family. Many authors have analyzed tunneling approach for different type particles with various spin such as fermions, scalar and bosons through the horizons of different black rings, wormholes and BHs, they studied their corresponding modified Hawking temperature.
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