Gravitational Dynamics as Oscillatory Interference: From Wave Alignment to Frictionless Motion

Abstract This paper presents a novel interpretation of gravity as the macroscopic manifestation of subquantum oscillatory interference, integrating the framework of New Subquantum Informational Mechanics (NMSI). We develop the mathematical formalism to describe how stable phase-aligned oscillations generate sustained gravitational attraction, while transient oscillations correspond to unstable, short-lived interactions observed in high-energy collisions. A detailed analogy with wave- riding dynamics in surfing illustrates how motion can be sustained with minimal or no energy input when oscillatory alignment eliminates frictional losses. The theoretical framework is extended to potential applications in propulsion, energy efficiency, and interplanetary travel. By reframing gravitational interaction as a resonance phenomenon rather than a purely geometric curvature, this model addresses long-standing inconsistencies in standard gravitational theories and offers testable predictions for experimental validation.