Geometric Capacitance and Room Temperature Superconductivity in Boron Doped Graphene Lattices

This paper provides a novel mechanical derivation for room-temperature superconductivity (RTS) by establishing a structural link between material science and foundational vacuum geometry. Using the Unified Fractal Theory, the author models the vacuum as a discrete rhombic dodecahedral lattice governed by the mechanical torsion limit (tau = 4/pi). The research demonstrates that while the 2D hexagonal lattice of graphene serves as a planar projection of this substrate, it remains subject to terrestrial atmospheric and gravitational compression (delta approximately 0. 978), leading to resistive decoherence. The core of this work identifies the Boron Knot, a localized torsional adjustment achieved through site-selective boron doping (Z=5) —as a mechanism to nullify terrestrial compression and restore invariant vacuum resonance. This anchor allows for stable, phase-locked electron propagation through 0. 5-degree energy filaments at the n=24 lattice generation. The model predicts a critical temperature (Tc) exceeding 300 K and identifies a discrete lattice resonance harmonic derived from the 1. 78 x 10¹9 Hz vacuum signature. This work offers a scalable blueprint for engineering post-resistance infrastructure by mimicking the inherent geometric equilibrium of the vacuum.