A Deterministic Resolution to the Three-Body Problem: Transitioning to Continuum Mechanics via the Dual Rotational Current Model
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https://zenodo.org/doi/10.5281/zenodo.19135707
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资源简介：
In this letter, I provide a formal deterministic solution to the historic Three-Body Problem.
By rejecting the abstraction of empty space and treating the vacuum as a solid, helical topological
manifold of interlocking magnetic currents, I demonstrate that the chaotic sensitivity characteristic
of classical mechanics disappears. I introduce the Unified Kinetic Equation, derived from my Dual
Rotational Current Model (DRCM), which constrains orbital trajectories to a mechanical saddle
point defined by the stability parameter σ = 1/2. I present a rigorous numerical example proving
that trajectories are geometrically unique and analytically solvable.
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Zenodo创建时间：
2026-03-20
