This publication is part 16 /24 of the Resonance-Based Subspace Dynamics (RBS-D) series, which investigates how complex coupled systems can transition from apparently continuous dynamics to discrete, structured regime behavior. Rather than introducing new physical forces, the framework focuses on how observable system responses emerge from the internal geometric organization of the state space. A central result is the existence of a measurable order parameter (Ξ) that allows the classification of system behavior into distinct regimes, ranging from weakly coupled linear dynamics to strongly coherent, structure-dominated states. These regimes are not theoretical artifacts but are defined through experimentally reconstructible quantities and are associated with clear threshold behavior, hysteresis effects, and directional dependence. The work provides a minimal experimental architecture and a fully reproducible computational pipeline for analyzing coupled rotational systems. This makes the framework suitable for direct experimental testing in mechanical, electromagnetic, or hybrid coupled oscillator systems. This publication is part of the Resonance-Based Subspace Dynamics (RBS-D) series (Publication No. 16 / 24).
Tobias Wolfelsperger (Mon,) studied this question.