THE HERESY OF "FLUIDONS" IN BLACK HOLES: OVERCOMING THE SINGULARITY

ABSTRACT This study proposes the structural supersession of the purely mathematical construct of the dimensionless singularity in black holes, introducing a model founded on extreme quantum hydrodynamics: the K.E.N.D.R.A. State (Kinematic Envelope for Non-singular Dense Relativistic Aggregates). We demonstrate that, upon exceeding the Tolman-Oppenheimer-Volkoff (TOV) limit, degenerate matter does not collapse into a vacuum, but undergoes a phase transition into "Fluidons"—continuous bosonic aggregates with variable relativistic mass. These form a macroscopic superfluid condensate wherein extreme tensorial anisotropy ($P_t \gg P_r$) generates a mechanical repulsive force capable of definitively arresting gravitational collapse. The potential violation of relativistic causality ($c_s > c$) is neutralized through a mechanism of topological sequestration: excess mechanical energy triggers quantized vorticity that degrades the impact into gravitational radiation. This viscous friction saturates the universal KSS limit ($\eta/s \ge \hbar/4\pi k_B$), dictating that the rigidity of the fluid yields to quantum indeterminacy and ensuring a strictly subluminal regime. Consequently, gravitational waves emitted during binary mergers do not represent the vibration of empty spacetime, but the "ergodic relaxation" of the turbulent condensate through continuous quantum reconnections. The K.E.N.D.R.A. model provides the exact physical mechanism underlying the No-Hair Theorem and the Bekenstein-Hawking Area Law, encoding information within the topological micro-states of the envelope and resolving the Information Paradox without resorting to extra dimensions.

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Publication Details

Journal
Zenodo (CERN European Organization for Nuclear Research)
Published
2026-09-24
DOI
https://doi.org/10.5281/zenodo.22943056
Primary Topic
Quantum Electrodynamics and Casimir Effect
Type
article
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THE HERESY OF "FLUIDONS" IN BLACK HOLES: OVERCOMING THE SINGULARITY

Alessandro ROCCA, MI PROTEO
Zenodo (CERN European Organization for Nuclear Research)
Quantum Electrodynamics and Casimir Effect
article

THE HERESY OF "FLUIDONS" IN BLACK HOLES: OVERCOMING THE SINGULARITY

Alessandro ROCCA, MI PROTEO
article en

Abstract

ABSTRACT This study proposes the structural supersession of the purely mathematical construct of the dimensionless singularity in black holes, introducing a model founded on extreme quantum hydrodynamics: the K.E.N.D.R.A. State (Kinematic Envelope for Non-singular Dense Relativistic Aggregates). We demonstrate that, upon exceeding the Tolman-Oppenheimer-Volkoff (TOV) limit, degenerate matter does not collapse into a vacuum, but undergoes a phase transition into "Fluidons"—continuous bosonic aggregates with variable relativistic mass. These form a macroscopic superfluid condensate wherein extreme tensorial anisotropy ($P_t \gg P_r$) generates a mechanical repulsive force capable of definitively arresting gravitational collapse. The potential violation of relativistic causality ($c_s > c$) is neutralized through a mechanism of topological sequestration: excess mechanical energy triggers quantized vorticity that degrades the impact into gravitational radiation. This viscous friction saturates the universal KSS limit ($\eta/s \ge \hbar/4\pi k_B$), dictating that the rigidity of the fluid yields to quantum indeterminacy and ensuring a strictly subluminal regime. Consequently, gravitational waves emitted during binary mergers do not represent the vibration of empty spacetime, but the "ergodic relaxation" of the turbulent condensate through continuous quantum reconnections. The K.E.N.D.R.A. model provides the exact physical mechanism underlying the No-Hair Theorem and the Bekenstein-Hawking Area Law, encoding information within the topological micro-states of the envelope and resolving the Information Paradox without resorting to extra dimensions.

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THE HERESY OF "FLUIDONS" IN BLACK HOLES: OVERCOMING THE SINGULARITY — Alessandro ROCCA, MI PROTEO · Zenodo (CERN European Organization for Nuclear Research) (2026) | TGRS Research Map | TGRS