THE FALSIFICATION OF BOHR'S STRUCTURELESS QUANTA

Abstract This paper presents a formal falsification of the Bohr model’s core assumption: the existence of structureless, point-like particles. By applying the UniPhiEd Theory, we demonstrate that what has been historically interpreted as a "point-particle" or a "probability wave" is, in fact, a Topological Toroidal Soliton woven from the foundational neutrino-flux (𝑛). We provide the geometric derivation of atomic shells based on the 3-4-5 Pythagorean Equilibrium and the Weighted Phi (Φ𝑤) scaling law, proving that subatomic stability is a matter of fluid-dynamic saturation rather than probabilistic uncertainty.