A Resonance-Based Model of Matter and Field Structure in the Vacuum

This work proposes a unified physical model in which all observable phenomena—matter, gravity, kinetic energy, temperature, electricity, magnetism and light—emerge from resonant dynamics of a continuous vacuum field. The vacuum is treated as an elastic lattice capable of storing, transmitting and reorganizing energy through local phase oscillations. Stable material particles correspond to standing-wave configurations characterized by discrete pairs of integers (n,m)(n,m)(n,m), while gravity arises from the geometric deformation produced by accumulated resonances. Kinetic energy is interpreted as a coherent phase shift inside a moving resonance, whereas temperature results from its decoherent component. Electric and magnetic phenomena are described in terms of amplitude imbalances and phase reorganizations between neighboring resonances. Light appears as free-phase energy released when a resonance loses stability. The model reproduces the periodicity of chemical elements as families of stable (n,m)(n,m)(n,m) configurations and naturally predicts the existence of transient, exotic, and electromagnetically silent resonances. Large-scale cosmic structures are shown to arise from the same principles, including gravitational aggregation, stellar ignition, nuclear rearrangement, supernova cascades and galaxy-scale standing-wave modes. The presented framework does not contradict observational physics but offers a coherent reinterpretation of its mechanisms through the lens of resonant dynamics. The author hopes this work may stimulate further mathematical development and experimental exploration of resonance-based unified models.