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 10^19 Hz vacuum signature. This work offers a scalable blueprint for engineering post-resistance infrastructure by mimicking the inherent geometric equilibrium of the vacuum.