| _version_ | 1866902209204060160 |
|---|---|
| author | ELLIOTT, G |
| author_facet | ELLIOTT, G |
| contents | <p>General relativity predicts an unphysical infinite-density singularity at the center of Sagittarius <br>A* (Sgr A*), with mass M=8.553×10^36kg. We propose a quantum core of a single photon-like <br>bosonic unit (n=1), with wavelength λ1 ≈2.583×10^−79m, matching the black hole’s mass via <br>E=Mc2. Newton’s shell theorem ensures gravitational equivalence to a point mass for r>λ1, <br>producing the same Schwarzschild radius (rs ≈1.271×10^10m). Unlike the singularity, which <br>predicts infinite energy and blueshift for an infalling photon due to a divide-by-zero at r=0, the <br>photon core yields finite energy gain, avoiding infinite curvature. This finite model is more <br>physically plausible, as infinite curvature would radiate outward via the stress-energy tensor, <br>contradicting observations. The Bekenstein-Hawking entropy (S/k ≈8.03×10^99) is a surface <br>phenomenon, independent of internal photon count. For n>1, the core size scales to <br>λn ≈2.583×10^−25m (n=10^54), with density from 4.961×10^272kg/m3 to 1.182×10^110kg/m3. In a <br>Kerr spacetime, rotation may flatten the core, preserving average density. This model resolves <br>the singularity, offering a path toward quantum gravity.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_15817405 |
| institution | Zenodo |
| language | |
| publishDate | 2025 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | The Quantum Core of Sagittarius A*: Resolving the Singularity with a Finite Photon Model ELLIOTT, G quantum gravity black holes photon star Planck scale Kerr metric supermassive black hole Sagittarius A* <p>General relativity predicts an unphysical infinite-density singularity at the center of Sagittarius <br>A* (Sgr A*), with mass M=8.553×10^36kg. We propose a quantum core of a single photon-like <br>bosonic unit (n=1), with wavelength λ1 ≈2.583×10^−79m, matching the black hole’s mass via <br>E=Mc2. Newton’s shell theorem ensures gravitational equivalence to a point mass for r>λ1, <br>producing the same Schwarzschild radius (rs ≈1.271×10^10m). Unlike the singularity, which <br>predicts infinite energy and blueshift for an infalling photon due to a divide-by-zero at r=0, the <br>photon core yields finite energy gain, avoiding infinite curvature. This finite model is more <br>physically plausible, as infinite curvature would radiate outward via the stress-energy tensor, <br>contradicting observations. The Bekenstein-Hawking entropy (S/k ≈8.03×10^99) is a surface <br>phenomenon, independent of internal photon count. For n>1, the core size scales to <br>λn ≈2.583×10^−25m (n=10^54), with density from 4.961×10^272kg/m3 to 1.182×10^110kg/m3. In a <br>Kerr spacetime, rotation may flatten the core, preserving average density. This model resolves <br>the singularity, offering a path toward quantum gravity.</p> |
| title | The Quantum Core of Sagittarius A*: Resolving the Singularity with a Finite Photon Model |
| topic | quantum gravity black holes photon star Planck scale Kerr metric supermassive black hole Sagittarius A* |
| url | https://doi.org/10.5281/zenodo.15817405 |