A Geometric Interpretation of Quantum Entanglement and Planetary Obliquity Correlation: Correlation via Rotation-Induced Radial Structures

Quantum entanglement and large-scale gravitational organization represent two of the most fundamental and conceptually challenging domains in modern physics. Quantum mechanics successfully predicts strong correlations between measurements performed on spatially separated systems, while the origin of orbital spacing and spin-axis obliquity in planetary systems is commonly attributed to a combination of migration, resonant interactions, impacts, and long-term gravitational evolution. Despite the vast difference in scale, both quantum and astrophysical systems exhibit organized structural patterns associated with rotational dynamics and spatial symmetry. These recurring forms of organization raise the possibility that rotational motion may generate common Radial Waves capable of influencing both microscopic correlations and large-scale gravitational architectures. In this work, a unified geometric and physical interpretation is proposed in which rotation-induced Radial Waves arise from rotational motion across both microscopic and macroscopic systems. Within this framework, rotational dynamics generate structured radial modulation patterns that organize spatial phase relationships, energy-level distributions, and large-scale orbital architectures. On the atomic scale, the proposed radial-wave structure provides a geometric interpretation of electron energy levels and quantum entanglement. Within the proposed interpretation, each radial-wave interval is associated with a maximum occupancy of two electrons with opposite spin orientations. Particles originating from the same preparation process may therefore share synchronized radial-phase relationships established during formation, allowing Bell-type cosine correlations to emerge naturally from the geometric structure without modification of the standard quantum formalism. On astrophysical scales, the same rotationally induced radial organization is proposed to influence orbital spacing and spin-axis obliquity in planetary systems. Increasing radial wavelength with distance from the rotating central body produces progressively wider orbital intervals, while neighboring bodies occupying common radial regions may exhibit correlated obliquity structure and opposite rotational tendencies relative to the local radial-wave geometry. Possible examples include Venus and Earth, Uranus and Neptune, Ceres and Pallas, and Neptune and Pluto near perihelion alignment. The proposed formulation is developed within the broader context of the Zero-field theoretical framework, in which rotational motion generates organized spatial energy distributions. In this interpretation, Radial Waves are not treated as oscillations in a conventional material medium, but as structured spatial variations associated with rotational energy flow and geometric phase organization. A conceptual experimental configuration involving a rotating system and coupled oscillatory probes is outlined as a possible method for investigating rotation-induced spatial modulation effects under controlled laboratory conditions. While the present framework remains exploratory and requires further quantitative development and observational testing, it suggests that rotation-induced radial organization may provide a common structural principle linking atomic energy levels, quantum entanglement, orbital spacing, and planetary spin-axis obliquity.