IndisputableMonolith.Astrophysics.SolarWindFromPhiLadder
This module defines solar wind types, speeds, ratios, and certificates at adjacent rungs of the phi-ladder. Astrophysicists modeling solar phenomena in Recognition Science units would cite these objects. The module consists entirely of definitions with no theorems or proofs.
claimSolar wind speeds $v(r)$ and ratios at adjacent rungs $r$ on the phi-ladder satisfy $v(r+1)/v(r)$ equal to a power of $\\,phi$ determined by the rung gap, with types and certificates ensuring consistency in RS-native units where $\tau_0=1$.
background
Recognition Science places all constants on the phi-ladder with phi the self-similar fixed point forced at T6. The module imports Constants, whose sole content is the fundamental RS time quantum $\tau_0=1$ tick. It introduces SolarWindType as an enumeration of wind categories, solarWindSpeed as the assignment of speeds to rungs, solarWindSpeedRatio as the adjacent-rung multiplier, and SolarWindCert as the consistency certificate.
proof idea
This is a definition module, no proofs.
why it matters in Recognition Science
The module supplies the phi-ladder interface (T6) for solar wind data in the astrophysics domain. It supports applications of the eight-tick octave and D=3 structure to observed speeds, though the current dependency graph lists no parent theorems.
scope and limits
- Does not derive solar wind speeds from the forcing chain.
- Does not match numerical values to observations.
- Does not include magnetic or plasma effects.
- Does not extend the model beyond the Sun.