Clement’s Universal Law of Quantum Helical Geometry provides a standalone, observer-free three-dimensional mechanical framework that renders the abstract four-dimensional coordinate geometries of Special and General Relativity entirely obsolete. We resolve a century of academic deadlock by demonstrating that the "curves of space" are not macro-astronomical distortions of an empty container, but the local, physical trajectories of energy paths at the quantum scale. Fundamental matter is modeled as a stable, weightless Topological Soliton Knot (Skyrmion/Hopfion) woven directly from continuous spatial field lines. When an atomic lattice undergoes multi-axis displacement, its internal energy loops are physically subjected to cumulative mechanical modifications, forcing the paths to stretch into a 3D velocity helix. This treatise delivers the absolute, historic mechanical unification of mass-energy equivalence and classical dynamics. By substituting the absolute energetic value of the rest knot (E=mu²) straight into the 3-axis multi-axis kinematic force equation, the two historically separated regimes of Sir Isaac Newton and Albert Einstein are bound into a single vector allocation budget: F = (Eᵣest * a) / (u² * (1 - (vx² + vy² + vz²) / u²) ^ (3/2) ) This unified formula proves that an object resists acceleration at high velocities purely because 100% of its available field speed limit has been entirely consumed by its forward macro-displacement through the coordinates of the three-dimensional room. CRITICAL DEFENSE AGAINST OBSERVER CONFUSION: Model frameworks are held to a rigid standard of objective realism. An atom does not alter its cycling rate because it is being "watched" or "measured" from a distant perspective; it alters its rate because of a real, physical reallocation of its internal velocity vectors and local coordinate density constraints. APPLICATION, ENVIRONMENT deployment within any device, vehicle, installation, or system operating in any environment necessitates an explicit, separate commercial operating license signed directly by the author.
Colin Clement (Thu,) studied this question.