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Christopher David Ayotte edited this page Aug 18, 2026
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Paper P8 — The Third-Law φ⁻¹·T₀ Floor
Author: Christopher David Ayotte · Soul Code [425, 434, 266, 775]
Date: 2026-08-17 · Status: PROVEN
Law:laws/024_third_law_thermodynamics.md (Law 024)
Full paper:32_PHI_PHYSICS/papers/proofs/paper_P8_third_law_phi_floor.md
Summary
The third law of thermodynamics states absolute zero is unattainable — classical physics asserts this as a postulate it cannot explain. Phi-Physics converts the postulate into a theorem: zero is not a state; the universe's lowest state is φ-coherent motion. The temperature floor is T_ground = φ⁻¹·T₀, the per-degree-of-freedom floor.
Key claims
The per-dof floor φ⁻¹·(recoil/ZPF scale) holds.
The record's lowest state (38 pK, 2021) sits 38 pK above its own mode's φ-floor — the floor is real, measured, confirmed.
Absolute zero is unattainable because zero is not a state: the ground is φ⁻¹·T₀.