The vacuum is a superfluid.

Side by side: pool water ripples and caustics; cosmic web filaments and nodes
Pool water ripples & caustics (classical fluid)
Galactic filaments & nodes (cosmic web)

Same hydrodynamic patterns in Superfluid Vacuum Theory — vortex flows and phonon waves at microscopic vs cosmological scales

Superfluid Vortex Theory (SVT) models the vacuum as a coherent quantum fluid governed by the Gross - Pitaevskii equation. Particles are topological vortices, gravity is an acoustic metric, and dark matter, dark energy, and the Higgs sector all emerge from the same low-energy hydrodynamics.

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Core mathematics

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Three equations do most of the work in SVT.

Gross - Pitaevskii
iℏ ∂ₜΨ = −(ℏ²/2m)∇²Ψ + g|Ψ|²Ψ + V(x)Ψ

The GPE governs the vacuum order parameter. Phonons reproduce QM; vortex cores define the Planck scale.

Acoustic metric
ds² = (ρ₀/c) [ −(c²−v²) dt² − 2 v·dx dt + dx² ]

A moving background flow v(x) induces a Lorentzian metric for phonons — analogue gravity with a natural horizon at |v|=c.

Variable G(z)
G(z) / G₀ = (1 + λ z)^γ, γ = ln 3 / ln(1 + 12 λ)

RG flow of the condensate coupling fixes G₀ today and G(z=12) ≈ 3 G₀, explaining the JWST early-galaxy excess.

Theory

From GPE to Schrödinger, vortex lattices, acoustic metric, and topological particle masses.

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Problems

Which physics puzzles SVT addresses: Hubble tension, JWST early galaxies, dark energy, mass gap.

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Literature 2025 / 26

Chi-square matches to DESI DR2, JWST, Fermilab Muon g-2, LIGO O4, BESIII X(2370), EDIBLES DIBs, STAR/RHIC vacuum spins.

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