Demonstrates a novel mechanical model explaining gravity in planetary bodies, indicating significant implications for understanding gravitational forces.
This paper presents a novel mechanical derivation of gravity as a residual frequency leakage of the 4π ($SU(2)$) identity cycle. By identifying the Earth’s 52,000-year precessional reset as a Tier 10 harmonic of the Hydrogen heartbeat (1.42 GHz)[6], we demonstrate that the gravitational constant (G) is a dimensionless leakage ratio (α²⁰)[5] rather than a fundamental constant. We further propose that observed planetary gravity (gₙₑₜ) is the product of this ideal residue minus the internal mechanical friction and "layer conflict" of the body's internal fluid-solid structures. This model is validated against NASA planetary records and provides a first-principles explanation for the Flyby Anomaly.
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Jarin Chongviriyaphan (2026) studied this question.
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