Magnetism and spin are fundamental properties of particles and matter that have long puzzled and fascinated scientists. In classical physics, magnetism is often attributed to moving electric charges or current loops, while spin is an abstract quantum property associated with particles like electrons and protons. In the MARIAS theory, however, both magnetism and spin are understood as direct manifestations of photon-based vibrational structures.
Spin is often misunderstood as literal spinning, but in the MARIAS model, it represents the oscillatory behavior of the photonic structure that makes up matter. These oscillations occur with specific frequencies and phases. An electron, for example, can be modeled as a localized vibration of light that rotates with a characteristic frequency, defining its magnetic behavior.
In this model, every particle that possesses spin also has two poles—a north and a south—resulting from the orientation of its vibrational pattern. These poles rotate around the axis of the vibration, producing effects that, when aggregated, lead to the emergence of macroscopic magnetic fields.
The force of attraction or repulsion between two particles depends on the synchronization of their spin vibrations. If two spins oscillate in-phase, they attract; if out-of-phase, they repel. The magnetic force is thus not an external field acting on static particles, but an oscillatory resonance between the photonic structures themselves.
Planets, like Earth, possess magnetic fields due to the collective spin of their constituent particles. These large-scale oscillations, synchronized across vast volumes, result in stable planetary magnetic fields. The same principle explains solar and even galactic magnetism as an emergent property of coherent photonic vibration across matter.
Unlike traditional physics, where magnetism and spin are considered separate phenomena, the MARIAS model unifies them under a single principle: all matter is composed of condensed light, and its behaviors—magnetic, gravitational, or otherwise—are governed by vibrational resonance. This model offers a natural explanation for magnetic dipole moments, spin-flip transitions, and even magnetic resonance imaging (MRI) at a fundamental level.
Let Bp1 and Bp2 be the magnetic field intensities, and ωs1 and ωs2 their spin frequencies:
F(t) = (B_p1 × B_p2 × cos(ωs1t + φ1) × cos(ωs2t + φ2)) / d²
This oscillatory interaction governs magnetic forces at all scales.
This perspective on magnetism and spin suggests new insights in material science, superconductivity, and even propulsion systems that utilize resonant spin interactions. For example, magnetic levitation could be optimized by inducing anti-phase oscillations between a craft’s vibrational structure and the Earth’s magnetic field.
The MARIAS theory offers a powerful, unified view of magnetism and spin. By treating them as manifestations of underlying photonic oscillations, it bridges the gap between quantum phenomena and macroscopic magnetic effects, providing a new foundation for exploring matter, forces, and even technology.