Infinite Fractal Descent: A Deterministic Mechanical Model of Vacuum Structure and Superluminal Propulsion

Contemporary theoretical physics faces a significant challenge regarding the nature of the vacuum, currently modeled by Quantum Field Theory (QFT) as a probabilistic void of fluctuating fields. This paper proposes a deterministic alternative: the theory of Infinite Fractal Descent (IFD). We posit that the universe is a dense mechanical plenum composed of an infinite, nested hierarchy of rotating spherical structures following a strict Base-10 ($10^n$) scaling law. By reinterpreting vacuum energy as the cumulative kinetic motion of these sub-structures, IFD provides a unified framework for quantum entanglement (via mechanical synchrony) and superluminal propulsion. We derive the mathematical principles of a Magnetic Vortex Drive, demonstrating that harmonic resonance with deeper fractal ranks—mediated by the Gertsenshtein effect—allows for propulsion by manipulating the pressure gradients of the vacuum plenum.