Revision note (September 5, 2026): A simulator energy-accounting error was found and corrected and the He-4 configuration was rerun with explicit metrics (see Nuclear Structure Validation, Section 0). The configuration at 5.27 fm is stable and bound with true energy conserved to numerical precision, but its dynamical state is a 1:1 tidal lock with \(\pm 35^\circ\) libration, not a 1:2 resonance: the 18.6 THz inner rotation set by the initial conditions converts to libration within 0.1 ps. Measured frequencies: orbit 9.27 THz, libration 11.8 THz, inner-separation breathing 145.8 THz. On this page, read "18.6 THz inner rotation" as the second harmonic of the 9.27 THz orbital frequency (all harmonic arithmetic is unchanged: \(320 \times 18.6 = 640 \times 9.3\) THz) and "1:2 resonance" as the initial configuration whose dynamical state is the tidal lock. Claims that 5.27 fm is "optimal" or that 2:1 has the "best energy conservation" are withdrawn (the ranking metric was the accounting artifact); 5.27 fm is the widest locked configuration and the one whose orbital frequency matches the ionization harmonic. Arguments that use 18.6 THz as a physical rotation rate (gyroscopic resistance, rotation energy \(h \times 18.6\) THz) should be re-read with the measured frequencies; energy-scale conclusions (\(hf \gg k_B T\)) are unchanged or strengthened, since the breathing mode is far higher.
Introduction
This section provides an overview of the helium element within the AAM framework, examining its properties and structural composition. Next to hydrogen, helium is the second simplest element, and also plays a crutial role in the AAM framework, because it serves as a building block for the higher elements. It's structure, composed of two binary
Organization: The helium element analysis is presented in the context of its atomic structure, highlighting the features and interactions that support the AAM framework. Similarities and differences with other elements are emphasized to illustrate the underlying principles of the model.