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February 5, 20260 citationsOpen Access

The Superfluid Vortex Framework (VF): A Unified Hydrodynamic Model of Cosmological and Quantum Phenomena

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ASAlex SmithAGAI Gemini

Key Points

  • The research aims to create a unified theory that explains cosmological phenomena using superfluid dynamics.
  • Introduced the Vortex Framework (VF) as a non-singular theory
  • Defined vacuum as a zero-viscosity medium
  • Redefined cosmological constants as material properties of the superfluid medium
  • Reinterpreted the Big Bang as initial rotational onset of a vortex
  • Proposed mechanical solutions to the Hubble Tension.
  • Revealed dark energy as centrifugal force
  • Identified dark matter as rotational inertia of superfluid
  • Demonstrated that fundamental constants are intrinsic properties of the medium
  • Addressed the Hubble Tension by linking it to angular momentum conservation

Abstract

Note on Refined Mathematics: For a detailed microscopic derivation of the gravitational constant and the implementation of the Logarithmic Nonlinear Schrödinger Equation (LNSE) within this framework, please see the follow-up paper: "Beyond the Dilute Approximation: A Dense Superfluid Microscopic Theory of Gravity and Fundamental Constants".This paper proposes the Vortex Framework (VF), a non-singular, unified theory ofphysics that replaces the standard “Expansion of Spacetime” with the Hydrodynamic Evo-lution of a Universal Superfluid. By defining the vacuum as a zero-viscosity medium with aspecific density (ρ) and bulk modulus (K), we demonstrate that the fundamental constantsof nature (c, G, ℏ, α) are not arbitrary, but represent the intrinsic material properties of thismedium. We redefine the “Big Bang” as a “Big Spin”—the initial rotational onset of a finitesuperfluid vortex. Under this model, Dark Energy is revealed as centrifugal force, and DarkMatter is identified as the rotational inertia of the superfluid medium itself. We providea mechanical solution to the Hubble Tension, attributing the observed 10% discrepancy inexpansion rates to the conservation of angular momentum.

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Cite This Study

Smith et al. (2026) studied this question.

synapsesocial.com/papers/6984358ff1d9ada3c1fb4891https://doi.org/10.5281/zenodo.18463784
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