Dimensional Reaction Escape: Evidence of Kinetic Extraction from Black Hole Gravity in AT2022dbl. RJW

The transient event AT2022dbl presents a serious challenge to classical black hole theory: a stellar object appears to have undergone partial tidal disruption by a black hole—and survived. Traditional interpretations under General Relativity (GR) treat the event horizon as a one-way boundary, beyond which matter and information are irretrievably lost. Yet the AT2022dbl signature suggests rebound and partial escape, demanding a revised framework for proximity dynamics near black holes. This paper introduces a Dimensional Reaction Escape model in which energy extraction occurs via reaction mass dynamics and momentum redistribution. We show that conservation of energy and momentum holds under a corrected relativistic + quantum framework when one includes higher-dimensional entropy flow and angular momentum torsion. The core dynamic is governed by: Mescape=M0−Mfall,ΔE=[12Mescapev2]post−[12M0v2]pre<0M_{\text{escape}} = M_0 - M_{\text{fall}}, \quad \Delta E = \left[ \frac{1}{2} M_{\text{escape}} v^2 \right]_{\text{post}} - \left[ \frac{1}{2} M_0 v^2 \right]_{\text{pre}} < 0Mescape=M0−Mfall,ΔE=[21Mescapev2]post−[21M0v2]pre<0 But under our model, this negative energy gap is closed by: ΔEgain=∫Φ(r) dMfall+τ⋅ω+δS5DT\Delta E_{\text{gain}} = \int \Phi(r) \, dM_{\text{fall}} + \tau \cdot \omega + \delta S_{5D} TΔEgain=∫Φ(r)dMfall+τ⋅ω+δS5DT Where: Φ(r)\Phi(r)Φ(r): gravitational potential gradient of the black hole τ⋅ω\tau \cdot \omegaτ⋅ω: torque-angular velocity term capturing angular momentum exchange δS5DT\delta S_{5D} TδS5DT: entropy-based leakage from a 5D dimensional framework, acting as an energy supplement This opens a new energy transfer pathway through which material can rebound from within the gravitational well, not by violating GR, but by completing it with quantum and entropic corrections. We compare the predictive outcomes of this model to standard TDE (tidal disruption event) models and show where this framework better explains the escape trajectory, asymmetry of the ejection, and observed temporal signal structure.