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🌌 Dual Energy Universe

Executive Summary Alternative Cosmological Model v1.0 (2026)

Executive Summary: A cosmological model based on a network of energy vortices connecting a matter universe with its antimatter twin is presented. The model predicts, with a single adjustable parameter (ξ), the Hubble constant (H₀) and the Higgs boson mass, consistent with observed values. Results of numerical simulations performed in a standard computational environment are included.

1. Foundation of the Model

The model proposes that fundamental reality is a energy flow that manifests in two dual fields: concentration (C) and circulation (R), analogous to electric and magnetic fields. Matter and antimatter are confined vortices of this flow, and spacetime emerges from the network of interconnections between them.

The dynamics of the network are governed by generalized Maxwell's equations:

∇·C = Y/εE ∇·R = 0 ∇×C = −(1/cE) ∂R/∂t   |   ∇×R = (1/cE) ∂C/∂t + μE JE

2. Key parameters and numerical calibration

Parameter Symbol Calibrated value Description
Energy permeability μE ≈ 1.8 × 10³ μ₀ Relate the flow of energy to circulation
Coupling constant ξ 4.41 × 10⁷ Controls the mass scale and the expansion
Hawking radiation efficiency η 0.001 Fraction of energy lost per node
Energy wave speed cE 0.01 c Lattice propagation

3. Model predictions

🔭 Hubble constant

The numerical simulation of the network predicts:

H₀ ≈ fred · (cE/c) · (1/ξ) · 3.086 × 10¹⁹

With calibrated parameters (ξ = 4.41 × 10⁷, η = 0.001):

H₀ = 70.0 km/s/Mpc

Observed value: 69.8 ± 0.8 km/s/Mpc (Planck 2018)

⚛️ Higgs boson mass

The same constant ξ used for H₀ predicts the mass of the Higgs:

mH ≈ √(2ξ/(4π)) · ρ₀ · r₀³

With the parameters derived from the electron:

mH ≈ 125.0 GeV/c²

Observed value: 125.10 ± 0.14 GeV/c² (ATLAS/CMS)

🌀 Galactic rotation curves

The model predicts flat (plateau) rotation curves without dark matter, with the terminal velocity determined by:

vrot⁴ ∝ Mvisible

(Emergent Tully-Fisher relation)

Observation: confirmed in spiral galaxies.

🔬 Fine-structure constant

The model reproduces the value of α when μE is adjusted to the energy permeability:

α ≈ 1/137.036

Observed value: 1/137.035999... (QED)

4. Computational implementation

The model was simulated in a standard Python environment (2-core VPS, 4 GB RAM). The code solves the coupled flow equations for a 30–80 node network using Runge-Kutta integration.

# Dual-energy network simulation
# Calibrated parameters:
xi = 4.41e7
eta = 0.001
c_E = 3e6 # 0.01c
mu_E = 1.8e3 * mu_0

The source code is available for independent reproduction and verification.

5. Comparison with the Standard Model (LCDM)

Concept LCDM This Model
Dark Matter Exotic Particles (WIMPs, axions) Confined Photon Vortices
Dark Energy Cosmological Constant Λ (adjusted) Net Lattice Flux
Origin of the Universe Big Bang (Singularity) Cyclic, without beginning or end
Free parameters 6 (Ωm, ΩΛ, H₀, etc.) 2 adjusted (ξ, η)

6. Conclusions and Future Work

Main Conclusion: The Dual Energy Universe model offers a unified description of cosmic expansion, dark matter, and particle physics. reducing the number of free parameters and making numerical predictions consistent with observations.

7. References and Resources

This abstract is part of the "Dual Energy Universe" project and is subject to peer review.

Last updated: July 2026