Author(s)

Jean Perron

Department of Applied Sciences, Université du Québec à Chicoutimi, Chicoutimi, Canada.

In this article we hypothesized that the arrow of time and space evolve in a discontinuous way in the form of quanta (t=nt_p, s=ml_p). We applied this reasoning to the light geodesics of Schwarzschild’s metric (ds_min=l_p) and obtained different characteristics of the BH. Indeed, quantum light geodesics show that inside the BH a WH is formed and the mass (energy) is not directing towards the singularity r→0 but rather around the BH near the EH as a thick skin (tickness ). The total relativistic energy invariant is satisfied for the entire route of the photons. Subsequently, as mass (energy) is found directly at the EH, we applied the quantum tunnel effect in simple semi-classical analysis, and we obtained that particles like protons can leave the EH and that the energy associated with them is in the order of magnitude of Hawking’s radiation. However, the energy of the protons is not necessarily identified with that of the black body (photonic or electromagnetic). Finally, it would be interesting to see the impacts of this quantum light geodesics (ds_min=l_p) on other cases like Kerr’s metric.

Black Hole, White Hole, Schwarzschild Metric, Quantum Spacetime, Tunnel Effect

Perron, J. (2021) Schwarzschild Quantum Light Geodesics Metric: A Pair of BH-Inner WH. Journal of High Energy Physics, Gravitation and Cosmology, 7, 1089-1101. doi: 10.4236/jhepgc.2021.73064.