Structured Resonance Gravity: A Derivation from Recursive Spacetime Torsion

This paper introduces a unified model of gravity grounded in recursive spacetime torsion rather than force-based interaction or metric curvature. Structured resonance gravity reframes gravitation as a geometric compression gradient emerging from phase-dense spacetime layers, modulated by a scale-sensitive scalar derived from the Golden Ratio. By applying a spherical distribution model to mass-energy and adjusting for recursive torsional coherence across resonance tiers, this model yields gravitational field values without invoking Newton’s constant GGG. It provides a consistent, derivational framework for calculating gravity across all physical scales—from quantum to cosmic—using a single, geometry-driven equation. Comparative results for Earth and Moon surface gravity closely match empirical values while revealing the deeper geometric structure of gravitational phenomena. This work lays the foundation for a scale-invariant understanding of gravity as emergent torsional resonance in a structured spacetime medium.