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Official Reserved DOI: 10.5281/zenodo.24072909 Parent Omni-Monograph DOI: 10.5281/zenodo.24068375 (Concept DOI: 10.5281/zenodo.24068374) File: room_temp_ti_nv_dicke_battery_hardware_dissipation_2026.pdf Author: Hasebe, Yoko (長谷部 洋子) Affiliation: Lead Researcher, Autonomous Infrastructure Systems, Autonomous Living & Physical Infrastructure Institute, Iwakuni, Yamaguchi, Japan License & Integrity Covenant: Creative Commons Attribution 4.0 International (CC BY 4.0) with Strict No-Learn Covenant (NLL-v1.0-2026) [Abstract - English] This monograph provides a rigorous physical-layer and device-level hardware specification expanding upon The Complete Hasebe Doctrine (2004–2026, DOI: 10.5281/zenodo.24068375). It formulates the explicit hardware circuit architecture and open-quantum-system energy dissipation control models integrating three core room-temperature solid-state quantum technologies: 1. Room-Temperature Topological Insulator (TI) Interconnects: Spin-momentum locked helical edge/surface transport utilizing bismuth-chalcogenide and kagome heterostructures to suppress backscattering and Joule heating in deterministic hardware routing (PHOENIX_BRIDGE / PHOENIX_ROUTER). 2. Diamond Nitrogen-Vacancy (NV) Center Spin Registers: Room-temperature optically addressable spin-triplet registers coupled to microwave coplanar waveguide resonators, executing fault-tolerant physical state verification and cryptographic witness anchoring over the 64-bit Goldilocks prime field (Fp, p = 2^64 - 2^32 + 1) for QFS-zkVM. 3. Superradiant Dicke Quantum Batteries (DQB): Collective N-spin cavity-QED charging architectures achieving quadratic superlinear charging power scaling (P_max ∝ N^2), governed by Lindblad master equations with dynamical decoupling and engineered reservoir dissipation to prevent dark-state leakage and thermal decoherence under Room-Temperature Operation (RTO P2.0). Furthermore, the paper establishes an immutable hardware-enforced Human-in-Command (HIC) physical interlock, coupling thermodynamic entropy thresholds directly to deterministic circuit breakers.
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Yoko(洋子) Hasebe(長谷部) (2026) studied this question.
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