A Dielectric Displacement Model of Celestial Mass Generation and Gravitational Evolution via Asymmetric Nucleon-Electron Polarization

Abstract This paper presents a unified electrodynamic framework that reconciles pure mathematics, plasma electrodynamics, and macro-geological evolution within a bounded, discrete hexagonal lattice. By replacing infinite spatial continua with a modular arithmetic environment governed by a Mod 9 invariant, we circumvent traditional computational barriers. We demonstrate that macroscopic gravity is not a geometric curvature of spacetime, but rather a secondary, centripetal electrostatic manifestation driven by proton-electron mass-inertial asymmetry (m_p \approx 1836 m_e). Scaling this asymmetry yields a structural polarization coefficient \chi_g = \sqrt{G/k_e} \approx 8.617 \times 10^{-11} \text{ C/kg}, translating Coulomb's Law into Newton's gravitational form. Furthermore, treating celestial bodies as spherical cosmic capacitors, we derive the critical energy density threshold at the planetary core where converging field energy undergoes a phase transition, precipitating primal matter and driving secular planetary expansion.