Rheological Derivation of Fundamental Physical Constants in the Model of a Viscous Fermionic Condensate (ψ-field)

This paper presents a deterministic derivation of fundamental physical constants (c, kB, g) based on the Fermionic Universe Hypothesis (FUH), which models the vacuum as a viscous fermionic condensate (the Ocean). It is demonstrated that these constants are not arbitrary postulates but emergent rheological properties of the ψ-field. By utilizing the medium’s dynamic viscosity η = 1.2 × 10^−15 Pa·s and the golden ratio packing factor β = 0.6180339, we calculate the precise values of the speed of light, the Boltzmann constant, and the electron g-factor. The systematic deviations from CODATA values are interpreted as a fundamental "viscous discount" of the Ocean, representing the energy required to overcome the medium’s internal resistance. This approach bridges the gap between quantum mechanics and fluid dynamics, providing a rigorous mechanical basis for the constants of nature.