Gravity as a Gradient in Propagation

Concept Summary

In the Charge Admittance (CA) framework, gravity is not the result of mass distorting spacetime. Instead, it emerges from spatial variation in the medium’s ability to propagate energy — that is, the impedance of the field defined by permittivity ( $\varepsilon_0$ ) and permeability ( $\mu_0$ ).

This reconceptualizes gravitational force not as a “pull,” but as a flow of energy through a gradient — a directed preference in the vacuum’s structure.

Key Expression:

$G_v = -\frac{d(\varepsilon_0 \mu_0)}{dx}$

Where:

$G_v$ is the gravitational propagation vector (direction and strength of flow)
$\varepsilon_0 \mu_0$ defines the local field’s impedance to energy motion
$\frac{d}{dx}$ expresses spatial variation along a path of interest

Interpretation:

This model supports the idea that space is not instantaneous. Instead, its structure is layered by historical field activity:

Regions with lower $\varepsilon_0 \mu_0$ allow energy to move more freely — effectively becoming gravitational sinks.
This mirrors how water flows toward regions of lower elevation — but here, energy flows toward zones of lower propagation resistance.
The negative sign indicates energy flows down the impedance gradient.

Implication:

Gravity becomes emergent, not intrinsic — it appears where structural variation in the vacuum arises.
Mass is not the cause of gravity, but a consequence of persistent, coherent energy patterns that alter the local vacuum structure.
This opens the door to gravitational phenomena in systems without mass — as long as $\varepsilon_0$ and $\mu_0$ vary – e.g., Pound-Rebka.

In CA, gravity flows — it is not pulled. This flow is a signature of how the field admits energy differently across space.