ABSTRACT Standard relativistic models constrain the mass-energy equivalence of static objects to a thermodynamic baseline (E=mc²), categorically omitting the macroscopic kinetic contributions of internal acoustic resonance. This paper introduces the Thaloryn-Einstein Expansion Theory, an augmented unified framework that quantifies the total energy of a crystalline system as the superposition of its static rest mass and its active vibrational state. By introducing a geometric modulus (k) mathematically derived from the Golden Ratio (), this theory demonstrates that targeted acoustic frequencies can locally reduce thermodynamic entropy (S) within a crystalline lattice, aligning chaotic thermal phonons into a coherent standing wave. This state, defined as "Acoustic Superconductivity, " establishes a mechanistic pathway for energy densification and liberation that vastly exceeds the static thermal limits of the material.
Christopher Jacob Smith (Sun,) studied this question.