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This paper develops a new optical–atmospheric resonance model explaining how moonlight interactions with Earth’s atmosphere generate stable geometric patterns. Through harmonic optical scattering, lunar radiative forcing, and nonlinear atmospheric boundary conditions, the study reveals that lunar illumination participates directly in resonance-driven pattern formation. The model enhances the ICQER/Qindra Core framework by introducing a lunar-optical component to natural geometry formation.
Radhakrishnan Jayaraman (Sun,) studied this question.
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