Published November 15, 2025, this foundational work reveals that particles are not fundamental entities but geometric structures — Resonance Valleys — formed in the interaction of two scalar fields: the Compression Field (φc) and the Energy-Release Field (φE).
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The valley [neutron] emerges as a specific resonance valley configuration formed by the Temporal Handshake [Retrocausal Resonance] between the Compression Field (φc) and Energy-Release Field (φE). Its mass-energy matches the neutron-proton mass difference.
Three types of asymmetry (strength, response, timescale) drive all particle interactions and field dynamics. The compression field propagates Past → Future while the energy-release field propagates Future → Past.
Particle motion creates wakes in fields that manifest as forces, naturally explaining orbital conditions. These wakes are the microscopic origin of gravitational effects at larger scales.
Explore the field dynamics, valley formation, and neutron geometry through interactive visualizations.
Watch how the compression field (φ_c) and energy-release field (φ_E) interact to create a stable resonance valley geometry—what we observe as a valley [neutron].

Creates localized spacetime compression
Governs energy dissipation dynamics
Stable geometric structure (valley [neutron])
Watch how a proton (red/orange) and electron (blue) chase each other in pursuit dynamics. Their interaction creates a neutron (gray/white) at the center—the valley [neutron] emerges from proton-electron synchronization.

The neutron is not a fundamental particle but a geometric structure (Resonance Valley) formed by proton-electron synchronization. The pursuit dynamics create field distortions that stabilize into the valley [neutron] configuration.
Adjust field asymmetry and particle velocity to see how motion through fields creates wake patterns that manifest as forces.

Key Insight: The wake pattern's shape and intensity depend on field asymmetry. Higher asymmetry creates stronger, more persistent wakes—the foundation of gravitational effects at macroscopic scales.