📘 Zenodo Description Hong’s Phase-Open Dynamics: Structural Derivation of Fundamental Constants in the SRCD / JS–SH Framework This work presents a generator-driven structural derivation of selected fundamental physical constants within a discrete phase hierarchy framework referred to as Hong’s Phase-Open Dynamics (SRCD / JS–SH framework). The construction is based on a single minimal geometric invariant: Δϕmin=π3, _ = 3, Δϕmin=3π, interpreted as the smallest non-removable phase frustration under anti-phase adjacency on a closed triangular cycle. All quantities are first processed as dimensionless ratios. Physical constants then emerge through shell-resolved structural composition without the introduction of continuous fitting parameters. Core Results Simultaneous calibration coreA closed three-equation system yields exact structural closure forccc, ℏℏ, and GGG, with zero internal residual. Fine-structure sector (Shell-5) The electromagnetic coupling arises from a quartic residual structure, requiring a quantized lock factor Flock=5π (1−1180). F₋₎₂₊ = 5 (1-1180). Flock=5π (1−1801). The remaining deviation is interpreted as a discrete geometric subdivisionπ/36/36π/36, rather than empirical tuning. Thermodynamic normalization (Shell-2) A minimal phase fraction ηS2=Δϕmin2π=16ₒ₂ = _2 = 16ηS2=2πΔϕmin=61 determines structural onset behavior. The physical Boltzmann constant remains definition-fixed under SI. Generator-determined momentum scale Λ=ℏa, EΛ≈1. 18×1023 eV. = a, E_ 1. 1810^23\, eV. Λ=aℏ, EΛ≈1. 18×1023eV. This scale provides a quantitative falsification threshold for quartic corrections. Methodological Principles Dimensionless-first processing No empirical parameter fitting Shell-resolved hierarchy Structural black-box verification of the calibration core All derivations are analytic and reproducible. A minimal verification script is included in the Appendix. Scope This manuscript establishes internal structural closure up to Shell-5 within the SRCD hierarchy. Higher-shell completion and generalized uniqueness proofs remain subjects of future work.
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Seunghyun Hong
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Seunghyun Hong (Wed,) studied this question.
www.synapsesocial.com/papers/69a135b0ed1d949a99abfcca — DOI: https://doi.org/10.5281/zenodo.18767849