Gravity and magnetism are commonly treated as fundamental forces acting between masses and charges. While effective descriptively, force-based models obscure the geometric origin of these interactions and require separate axioms for gravitational and electromagnetic behavior. This paper reinterprets gravity and magnetism within USP Field Theory as natural geometric outcomes of resonance alignment and equilibrium seeking in oscillatory fields. Gravity emerges as an inward resonance slope toward equilibrium layers, while magnetism appears as a transverse geometric compensation to sustained electric alignment. The framework preserves all established observations, including equal-rate free fall, environmental mediation, and magnetic structure, while eliminating the need for force primitives. Gravity and magnetism are shown to arise from a shared geometric principle applied in radial and transverse contexts, respectively.
Sadegh Sepehri (Mon,) studied this question.
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