This work presents a novel framework based on a resonance field model for understanding the emergence of particles, mass, and fundamental interactions. The model proposes that elementary particles arise from topological structures, specifically vortices, embedded in a continuous resonance field. The study numerically investigates these vortex structures and explores the role of gravitational and electromagnetic interactions in shaping particle-like behavior. We focus on the emergence of Dirac zero modes in the context of vortex dynamics, showing that the topological nature of these defects naturally accounts for fermionic behavior. Furthermore, the model suggests that mass, interaction, and the observed symmetries in nature may emerge from the dynamics of these vortex-like entities. The resonance model offers a potentially transformative approach to unifying quantum field theory and gravity, paving the way for a new class of topologically-based particle theories. The work includes detailed numerical simulations of vortex interactions, quantifying the stability of vortex structures and their mass spectrum, as well as their dynamical behavior in gravitational fields. The findings indicate the feasibility of using this resonance model to describe fundamental particles and forces, suggesting a pathway for further research into topologically-driven field theories.