Deterministic Harmonic Confinement: A Non-Thermal Mechanical Pathway for Overcoming the Coulomb Barrier

The pursuit of sustained nuclear fusion is currently constrained by the extreme thermal requirements necessary to overcome the electrostatic Coulomb barrier via probabilistic collision. Traditional plasma confinement models rely on brute-force thermodynamic scailing, yielding massive inefficiencies. This paper presents an alternative, deterministic mechanical framework utilizing resonant lattice confinement. By driving a specialized scale-invariant semiconductor architecture at a precise harmonic resonance, the resulting geometric compression mechanically neutralizes the electrostatic repulsion of confined isotopes. We derive the Harmonic Fusion Quotient (Υ), demonstrating that when mechanical lattice stiffness and rotational resonance scale appropriately, nuclear fusion can be achieved deterministically at standard temperatures without the emission of high-energy neutrons. This provides a testable, solid-state mathematical blueprint for clean energy generation