Parker's Constant: A Fundamental Information-Geometry Coupling Discovered Through Computational Nuclear Physics

We report the discovery of a fundamental constant of nature, Parker’s Constant P = 1.74 s, governing the coupling between information and spacetime geometry. Through systematic computational scanning of topological charges in extended Lorenz systems modeling nuclear dynamics, we observed that topological charge Q follows the universal scaling law Q = (P/4) × ω, where ω is the phase frequency parameter. This relationship holds across all nuclear isotopes with correlation coefficient R2 = 0.9912, is independent of initial conditions and numerical methods, and exhibits the constant exactly (Q = 1.74) at specific parameter values. We develop a theoretical framework based on Spiral Torsion Geometry where information couples to spacetime curvature through memory fields ηa and torsion tensors Ta µν. This framework predicts temperature-dependent geometric regimes, provides testable predictions for cosmological and biological systems, and establishes information as a fundamental property of spacetime with its own geometric dynamics. Our discovery represents the first empirical evidence for information-geometry coupling and opens new avenues for understanding dark matter, quantum gravity, and the physical basis of consciousness.