Hydrodynamic Bifurcation of 4D Superfluid Vortices: Attenuation of Vacuum Shockwaves via Borane Resonators

This paper reformulates the probabilistic mechanism of nuclear decay into a deterministic framework based on the 4D Superfluid Vacuum Theory (SVT). We model the atomic nucleus not as a bound state of point particles, but as a pressurized, topological vortex ring within an incompressible 4D continuum. The Quantum Zeno Effect (QZE), generated by molecular cages, acts as an external acoustic pressure that mechanically prevents the Rayleigh-Plateau instability of the vortex. Upon signal termination, the vortex undergoes a topological snap and bifurcation, generating a macroscopic continuum cavitation (shockwave), classically observed as prompt radiation. Furthermore, we analyze the hydrodynamic attenuation of this shockwave. We demonstrate that while fullerene matrices (C60) are acoustically transparent to these waves, closo-borane matrices (B12H122−) function as perfect anechoic chambers (acoustic black holes). The hydrogen envelope provides impedance matching to smear the shockfront, while the highly resonant B-10 topological vortices absorb the residual pressure wave. This forces a secondary bifurcation into heavy, slow-moving vortices (Li-7 and alpha particles), which exclusively dissipate their kinetic energy as macroscopic lattice phonons, effectively converting destructive vacuum cavitation into localized thermodynamic heat.