Gravity as Capture Depth
Gravity as Capture Depth — Darmos-ONM Synthesis
Status: speculative Domain: physics/ontology Source: Tusk Innovations Research, 2026. Synthesis of Sky Darmos theory + ONM; Darmos-Sheldrake conversation transcript; Darmos, “Complete Guide to Quantum Gravity” Updated: 21 Jun 2026
Core Idea
Sky Darmos proposes that the gravitational constant G depends on particle count, not mass. Binding energy reduces mass but not the number of constituent particles. Combined with the ONM’s sopfr(Z)/Z framework, this yields a striking synthesis: gravity is what capture depth FEELS LIKE from inside the Mandelbrot set.
Elements with high binding energy per nucleon (iron) have the highest G per unit mass — they are the most deeply captured. Elements with minimal composition (hydrogen) have the lowest G — they sit near the escape boundary. The 94.3% correlation between sopfr(Z)/Z and binding energy/nucleon (see [[sopfr-binding-energy]]) measures the same thing from the number-theoretic side.
The Darmos Framework
| Principle | Description |
|---|---|
| G depends on particle count | More particles per unit mass → higher effective G |
| Binding energy reduces mass | Nuclear binding removes mass (mass defect) but particles remain |
| Iron = maximum binding | Fe-56 has highest binding energy/nucleon → highest G per unit mass |
| Hydrogen = minimum composition | G(H) ≈ 6.6135 — lowest, minimal structure, near escape |
| 3 forces, not 4 | Gravity = side effect of strong force via virtual gluon radiation |
Key Empirical Claims
- Free neutrons fall 1% slower than bound neutrons — no binding energy = no composite structure = barely captured
- G scatter (~0.05%) across experiments is REAL informational density variation, not measurement error
- Different materials yield measurably different G values
ONM Reading
| Element | Z | sopfr(Z)/Z | Binding Energy/Nucleon | G (relative) | Mandelbrot Position |
|---|---|---|---|---|---|
| Hydrogen | 1 | 0 | ~0 (single nucleon) | Lowest (6.6135) | Dead centre — source — minimal capture |
| Iron | 26 | 0.538 | Maximum (8.79 MeV) | Highest per unit mass | Deep interior — maximum capture |
| Carbon | 6 | 0.833 | 7.68 MeV | Moderate | Live boundary — can give AND resist |
| Oxygen | 8 | 0.750 | 7.98 MeV | Moderate-high | Outside cardioid — escapes |
Gravity is what capture FEELS LIKE from inside. Deeply captured elements (iron, high binding energy, moderate sopfr/Z) gravitationally attract more strongly. Near-boundary elements (hydrogen, low binding energy, sopfr=0) barely gravitate.
Solar System as Mandelbrot Map
| Region | Composition | G (effective) | Mandelbrot Position |
|---|---|---|---|
| Rocky planets (Mercury–Mars) | Iron-rich cores | Higher G per unit mass | Deep interior — maximum capture |
| Gas giants (Jupiter–Neptune) | Hydrogen-rich | Lower G per unit mass | Near boundary — lower capture depth |
| Sun | ~73% hydrogen | Lowest G per unit mass | Source region — drives iteration |
The solar system’s structure mirrors the Mandelbrot set: dense, iron-rich bodies cluster in the interior (deeply captured), while hydrogen-dominated bodies occupy the outer regions (near escape).
Force Reduction
Darmos reduces 4 fundamental forces to 3:
- Gravity = side effect of strong force via virtual gluon radiation
- ONM reading: gravity is not a separate force but what capture feels like from inside
- The strong force creates binding energy → binding energy creates mass defect → mass defect per particle creates variable G → variable G IS gravity
- This is analogous to how temperature is not a separate force but what molecular kinetic energy feels like from inside
The Pontikis Story
A French paper (Pontikis) measured G for different materials and found different values. The English translation homogenised the results — presenting one averaged G as though it were universal.
ONM reading: this is disguising composite as prime — taking a structured, multi-valued result and presenting it as a single irreducible number. The variation was real information, and averaging destroyed it.
Key Evidence
- 94.3% sopfr(Z)/Z correlation with binding energy/nucleon — [[sopfr-binding-energy]]
- Free neutron fall rate ~1% slower than bound neutrons (Darmos claim)
- G measurement scatter ~0.05% across experiments (CODATA acknowledged)
- Pontikis French/English paper discrepancy (Darmos source)
- Iron peak in binding energy curve — standard nuclear physics
- Solar system composition gradient — standard astrophysics
Open Questions
- Q-GC-01: Can the sopfr(Z)/Z → G mapping be made quantitatively predictive (not just correlative)?
- Q-GC-02: Has anyone independently replicated material-dependent G measurements since Pontikis?
- Q-GC-03: Does the free neutron 1% fall rate hold up under controlled replication?
- Q-GC-04: How does Darmos’s virtual gluon radiation mechanism map to ONM’s capture depth formally?
- Q-GC-05: Can the 5.7% residual in the sopfr-binding energy correlation be explained by Darmos’s particle-count framework?
Relationships
- [[sopfr-binding-energy]] — nature: extends — Darmos explains WHY sopfr correlates with binding energy
- [[elemental-mandelbrot]] — nature: extends — G variation adds depth dimension to the Mandelbrot element map
- [[live-boundary]] — nature: supports — capture depth gradient creates the boundary conditions
- [[cosmological-onm]] — nature: extends — solar system structure as Mandelbrot capture map
- [[carbon-element-six]] — nature: cross-references — carbon’s boundary position reflected in moderate G
- [[water-mandelbrot-boundary]] — nature: cross-references — water’s low G = maximum mobility
- [[earth-analogue-computer]] — nature: supports — G variation = informational density variation in planetary computation
- [[prime-composite-duality]] — nature: embodies — binding energy = the cost of composition; mass defect = what composites lose