Non-Fundamental Particle Decay via Stochastic Vacuum Back-reaction Abstract

This theory proposes a model for the dynamical instability of composite particles (B) traversing a non-zero vacuum energy field (F). By introducing a coupling between proper acceleration and internal harmonic degrees of freedom, it demonstrates that vacuum fluctuations act as a dissipative medium. We derive a critical acceleration threshold where the internal energy exceeds the structural binding energy, leading to stochastic decay. This framework suggests a measurable violation of Lorentz Invariance at high acceleration gradients.