Theoretical framework, interactive simulations, and experimental predictions
A theoretical framework where zero-point fluctuations coherently reshape effective energy landscapes governing barrier-crossing processes in strongly correlated condensed matter. The vacuum acts as a catalyst — reducing barriers without contributing net energy.
Extension of the QVC framework to fusion-relevant plasmas. Quantitative predictions for Coulomb barrier reduction factors and proposed experimental tests in FRC and tokamak geometries.
Predictions for laser-driven QVC excitation at THz frequencies. Parametric resonance protocols, Schwinger channel enhancement, Faraday-wave hopfion nucleation, and the triple-coincidence verification test.
Real-time WebGL simulations exploring quantum vacuum physics. All run in-browser via Three.js and React Three Fiber.
VdW bilayer hosting excitonic BEC superfluid. BKT vortex proliferation, Abrikosov lattices, synchrotron & Cherenkov radiation, Schwinger tunneling, Unruh-DeWitt probe.
Chern number landscapes, flat-band magic angles, Berry curvature, quantized Hall conductance, and Schwinger pair-production thresholds in twisted multilayer heterostructures.
Four interconnected 3D views: Hopfion spinor fields, catalyzon dispersion surfaces, TEVC topochiral moiré lattices, and Bogoliubov vacuum quasiparticle spectra.
Quasiparticle tunneling through moiré barriers, catalyzon dispersion, Schwinger-analog pair production (14 orders below QED threshold), hopfion nucleation.
Full Three.js simulation of the Topological Excitonic Vacuum Crystal. Catalyzon hybridization, five-mode coupling, Mexican hat barrier reduction, devil’s staircase Hall conductance.
Dynamical Hopf fibration mapped through prime number theory with QVC physics. 2D phase-space PDE evolution, Ginzburg-Landau dynamics, prime-harmonic resonance scanning.
All simulations require a modern browser with WebGL 2.0 (Chrome, Firefox, Safari, Edge). Dedicated GPU recommended for 60 FPS. Minimum 4GB RAM. These are illustrative educational models — real experimental setups are governed by full quantum/plasma equations.