IndisputableMonolith.Gravity
Gravity module aggregates submodules deriving morphology ξ and radial n(r) factors from scale gates, formalizing acceleration-time identities, and defining rotation with G and Menc. Researchers extending ILG to flight models cite it for the weight kernel. The module is a container of four imports with no central theorem.
claimModule organizing identities $a = v^2/r$, $T_{ m dyn} = 2\pi r/v$, $T_0 = 2\pi \sqrt{r_0/a_0}$, morphology factor $\xi$, radial factor $n(r)$, and rotation system with $G$ and enclosed mass $M_{\rm enc}$.
background
The Gravity module imports four submodules to support Information-Limited Gravity. DerivedFactors derives the morphology factor ξ and radial factor n(r) from SevenBeatViolation and ScaleGate saturation to correct HSB overprediction in the ILG kernel. ParameterizationBridge supplies the algebraic bridge between circular acceleration a = v²/r, dynamical time T_dyn = 2π r/v, and characteristic time T0 = 2π √(r0/a0). Rotation supplies the system with gravitational constant G and enclosed mass function Menc.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the ILG weight kernel and derived factors to Flight.GravityBridge, which connects Gravity.ILG to the Flight/Propulsion model and addresses T_dyn for rotating lab devices.
scope and limits
- Does not derive explicit numerical values for G or alpha.
- Does not include the full ILG convolution or kernel implementation.
- Does not address quantum gravity or relativistic corrections.
- Does not contain experimental data or validation tests.