Nuclear Binding Energy and Wave-Resonance: Geometric Derivation of the Helium-4 Atomic Mass

Following the derivation of fundamental constants, this paper extends the Universal Resonance Theory to nuclear physics. The author provides a geometric calculation of the Helium-4 (4He) atomic mass by modeling the nucleus as a tetrahedral resonance of four fundamental wave nodes within Kelvin cells. By applying the "Borisov Invariant" (Φ ≈ 5.3146), the binding energy deficit is derived analytically without empirical data. The results establish a unified framework for understanding matter synthesis from subatomic to nuclear scales, confirming the wave-soliton nature of the atomic nucleus.