Rotation-Induced Radial Structure as a Geometric Interpretation of Quantum Entanglement: A Phenomenological Framework Based on Local Spatial Correlations

Quantum entanglement is commonly described as a nonlocal correlation between spatially separated systems, raising foundational questions regarding its physical interpretation. In this work, a phenomenologicalframework is presented in which quantum entanglement is interpreted as arising from locally generatedspatial correlations associated with rotational dynamics. It is proposed that rotation can give rise to radialwave–like spatial structure that establishes correlated conditions at the time of state formation. Withinthis framework, entanglement reflects shared initial geometric constraints rather than superluminal interaction or information transfer. The formulation emphasizes internal geometric consistency and dimensionalcoherence while leaving the standard quantum mechanical formalism unchanged. A representative illustrative case is presented to demonstrate internal consistency. Broader applications and experimentalconsiderations are deferred to subsequent work.