This document, titled "Rotational Substrate Field Theory (RSFT) Unified Coherent Edition v17, " is a theoretical physics paper authored by Anthony James Bell in April 2026. It presents a unified theory that aims to derive all fundamental physical constants and observables from just two primitives: the substrate pressure wave speed (c) and the electron mass (mₑ), using an FCC (Face-Centered Cubic) substrate geometry with zero free parameters. Description of Contents Foundational Framework: The theory posits a substrate of sub-Planck touching points that spontaneously organize into an FCC lattice. It introduces concepts like "Bell's Medium" (a "Dark Ocean" of non-phase-locked points) and "Vortex Particles" (topological defects modeled as Clifford torus vortex rings). Emergent Physics: RSFT derives Lorentz invariance and special relativity from a "velocity budget" (vₒ₈₍² + v² = c²) rather than postulating them. It also treats time as an emergent property based on counting vortex hops. Core Derivations (v1-v16): The document summarizes previous results, including the derivation of the gravitational constant (G), the fine structure constant (1/ 137. 036), the Higgs mass, and dark energy equations. New v17 Advances: This edition highlights several precision "closures" where theoretical predictions now match observed values with extremely low margins of error: Axial Coupling (gA): Derived from Clifford torus spin-statistics, matching observations within 0. 06%. Proton-to-Electron Mass Ratio (Mₚ/mₑ): Achieved a closure of <0. 001\% by accounting for two-loop breathing orbitals and Bell's Medium running. W Boson Decay Width: Derived from FCC optical phonon modes with a 3. 2% gap. Baryon Magnetic Moments: Calculated using Hopf current algebra, with several hyperons "closed" to <1\%. Spectral Index (nₛ): The first precision inflationary observable closed in RSFT (0. 04% gap). Reference Material: Includes a status table of 57 independent observables, a list of open problems, and a summary of the theory's "Complete Unification" status.
Anthony Bell (Fri,) studied this question.