Ujjwal Patel Correction On Galaxy Friction Model: The Black Hole
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2026
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| _version_ | 1866901279048990720 |
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| author | Patel, Ujjwal |
| author_facet | Patel, Ujjwal |
| contents | <p>This paper presents a definitive correction to the galactic friction model, shifting the understanding of singularities (Black Holes) from mass-collapse events to mechanical tears within the space-fabric medium ("God-Cells"). By introducing the Ujjwal Patel Equations, the author provides the first mechanical justification for observed anomalies, such as the 300,000 km singularity near Jupiter. The model proves that these density knots form at the precise intersection of a system’s rotational velocity (VR) and its translational forward motion (VT ) as it interacts with varying galactic environmental friction (μE ). Furthermore, the theory establishes the Ujjwal Patel Seam (δ) as the fundamental structural failure point. This framework successfully accounts for the rising internal temperatures and the "red-shifting" of Jupiter’s atmosphere (Rotational Incandescence), proving that black holes are non-permanent features with a life-cycle governed by the system’s trajectory through the galactic rotation curve.</p> |
| format | Recurso digital |
| id | zenodo_https___doi_org_10_5281_zenodo_18906633 |
| institution | Zenodo |
| language | |
| publishDate | 2026 |
| publisher | Zenodo |
| record_format | zenodo |
| spellingShingle | Ujjwal Patel Correction On Galaxy Friction Model: The Black Hole Patel, Ujjwal The Ujjwal Patel The Seam Black hole formula The Black Hole Calculation Galaxy Friction Model Black hole location calculation <p>This paper presents a definitive correction to the galactic friction model, shifting the understanding of singularities (Black Holes) from mass-collapse events to mechanical tears within the space-fabric medium ("God-Cells"). By introducing the Ujjwal Patel Equations, the author provides the first mechanical justification for observed anomalies, such as the 300,000 km singularity near Jupiter. The model proves that these density knots form at the precise intersection of a system’s rotational velocity (VR) and its translational forward motion (VT ) as it interacts with varying galactic environmental friction (μE ). Furthermore, the theory establishes the Ujjwal Patel Seam (δ) as the fundamental structural failure point. This framework successfully accounts for the rising internal temperatures and the "red-shifting" of Jupiter’s atmosphere (Rotational Incandescence), proving that black holes are non-permanent features with a life-cycle governed by the system’s trajectory through the galactic rotation curve.</p> |
| title | Ujjwal Patel Correction On Galaxy Friction Model: The Black Hole |
| topic | The Ujjwal Patel The Seam Black hole formula The Black Hole Calculation Galaxy Friction Model Black hole location calculation |
| url | https://doi.org/10.5281/zenodo.18906633 |