Published October 23, 2026 | Version v2

The complete Universal Model Protocol v2.41: A Hydrodynamic Superfluid Framework for Microscopic and Macroscopic Mechanics

Authors/Creators

  • 1. Independent Reseacher

Description

The Universal Model Protocol v2.41 introduces a comprehensive, non-metric physical framework that deconstructs abstract spacetime curvatures, quantum wavefunctions, and standard particle model constants into direct hydrodynamic states within a chiral, crystalline superfluid medium under a universal cosmostatic base pressure (P₀). Crucially, the universe is not conceptualized as a spatial vacuum filled with a substance; rather, the medium itself constitutes the very fabric of three-dimensional space. By modeling elementary particles as three-dimensional rotational solitons and forces as pure fluid displacements or Venturi constraints, the protocol provides mechanical derivations for the fine-structure constant (α), the Rydberg constant, Planck fluxes, and Newton’s gravitational constant (G).
Furthermore, this framework reframes time not as a literal, spatial fourth dimension, but as an emergent statistical macro-effect of localized physical resistance within the high-pressure medium. This is conceptually identical to how temperature is a macro-effect of microscopic atomic motion rather than a physical coordinate. In this unified three-dimensional now, the speed of light represents the dynamic delay of the medium's elastic response, meaning that duration is merely the cosmic accounting of mechanical friction and geometric torsion as wave fronts and solitons interact with localized pressure zones.
While the conceptual architecture and core hydraulic dynamics demonstrate tight cross-scalar harmony, the current parameters and precise numeric constants within this text cannot be guaranteed with absolute 100% mathematical certainty. This protocol is formally published as an open preprint to invite rigorous analysis from independent physicists, researchers, and mathematicians to comprehensively prove, refine, or disprove the embedded equations, scaling laws, and fluid-mechanical models. 

Feedback, formal reviews, and inquiries regarding code replication can be directed to the author at olekvestad@icloud.com

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Is supplemented by
Preprint: 10.5281/zenodo.23495422 (DOI)