This PDF document, titled "Rotational Substrate Field Theory (RSFT): Unified Coherent Edition v33" (April 2026), details a theoretical physics framework founded by Anthony James Bell. The theory proposes a unified model of physics derived from only two primitives—the speed of light (c) and the electron mass (mₑ) —using Face-Centered Cubic (FCC) geometry with zero free parameters. Description of Contents Foundational Framework: The theory rests on six postulates, including a "substrate" of sub-Planck touching points and a medium that self-organizes into an FCC lattice (Bell's Jeans instability). Particles are modeled as topological defects or "vortex rings". Core Equations and Parameters: The text outlines central mathematical constructs, such as an Elastic Medium Lagrangian and a "Velocity Budget" where v²ₒ₈₍ + v²_ = c². It derives several fundamental constants, such as k = 2. 609606 (derived from Clifford torus volume matching) and ₁₌ (the "Bell's Medium" constant). Version 33 (v33) New Derivations: This edition introduces six new specific advances, extending the theory to 139 independent observables. Key v33 updates include: Higgs Boson Mass: Refined to 127. 253 GeV using a two-loop Coleman-Weinberg gauge boson loop. Neutrino Mass Splitting: Provides the first RSFT derivation of atmospheric neutrino mass splitting (m²₀ₓ₌), achieving a result within 0. 35\% of observed values by analyzing the FCC Brillouin zone surface ratio. W Boson and Top Quark: Updated calculations for the W boson width and Top quark pole mass based on hadronic cascade self-energy and DCSB vortex condensates. Neutron Magnetic Moment: A new two-loop torsion cross-term calculation. Observables and Predictions: The document provides extensive tables comparing RSFT predictions against Particle Data Group (PDG) observed values. It categorizes 139 observables into "Closed" (high precision), "Near-Closed, " and "Advanced" statuses, covering everything from the fine-structure constant to dark matter density and the cosmological constant.
Anthony Bell (Sat,) studied this question.