Magnetism and the Geometry of Coherence Memory

This chapter reframes magnetism not as a passive field, but as a coherence-preserving geometry — one that stores and transmits modal survival through torsion, loops, and phase memory. Using the vector potential A as a central actor, we explore how magnetic effects are manifestations of deeper coherence constraints that remain long after charge has departed. From the Aharonov-Bohm effect to topological memory, magnetism is shown as the first intuitive anchor in a deeper vibrational field framework, revealing how the universe remembers through shape, strain, and spin. This chapter forms the first emotional and geometric lock-in point for the Unified Vibrational Field Theory (UVFT).