REQUIREMENT: Substrate Pressure vs. Geometric Curvature
The Mechanical Necessity of a Gradient
General Relativity claims that "Mass tells Space how to curve." This is a geometric abstraction that lacks a mechanical cause. Resonant Relativity identifies the Physical Requirement for a Substrate Pressure Gradient to drive acceleration.
THE BAMBOOZLE
The "Loudmouths" use the term "Curvature" to avoid admitting the existence of a medium. They treat the vacuum as an empty stage that magically "bends." But geometry is a description of an effect, not the cause of a force.
The Evidence: Light lenses around stars. This is not "curved space"; it is Refraction through a high-density energy halo.
The Requirement: A Density Gradient (\(\rho\))
For any object to accelerate without an internal engine, there must be an external Pressure Differential.
- Substrate Loading: A massive body (a Resonant Node) creates a high-density "Flux Fog" in the surrounding Lumen.
- The Refractive Slant: This density gradient changes the Admittance of the substrate.
- The Push: Acceleration (\(g\)) is the result of the Lumen pushing from a region of high potential (low density) toward the "Sink" of the resonant structure.
The Consequence: The End of "Action at a Distance"
By satisfying the requirement for Substrate Pressure, we eliminate the magical "pull" of gravity. Objects don't "know" a star is there; they simply respond to the local Impedance Gradient of the medium they are currently sitting in.
Geometric Curvature is just the "Artist's Impression" of a Refractive Index Shift.