Introduces a theory that aligns thermal phonons to reduce entropy and increase energy in structures, suggesting new physical implications.
Current physical models treat the mass-energy potential of static objects as fixed (E=mc²), ignoring the kinetic contribution of internal acoustic resonance. This paper introduces the Thaloryn-Einstein Expansion Equation, a unified field theory that quantifies the total energy of a system as the sum of its static mass and its active vibrational state. By defining a geometric modulus (k) derived from the Golden Ratio (Φ), this theory proposes that specific acoustic frequencies can reduce thermodynamic entropy (S) within a crystalline lattice, aligning random thermal phonons into a coherent standing wave. This state, termed "Acoustic Superconductivity," allows for energy liberation exceeding the static thermal limit of the material.
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Christopher Jacob Smith (2026) studied this question.
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