Locked law

Updated RBFL gravity statement.

The theory page keeps the acceleration law separate from the detector. The detector estimates Ab; it does not alter the law.

3D field expression

g⃗RBFL(x,t) = g⃗b(x,t) + Ab(x,t) √(aφ|g⃗b(x,t)|) ĝb(x,t)

Here g⃗b is the baryonic field direction and magnitude, aφ is the phase-saturation acceleration scale, and Ab is the baryon-derived phase-amplitude operator.

Radial projection

gRBFL(r)=gb(r)+Ab(r)√(aφgb(r))

This is the rotation-curve observable version. It is a projection of the 3D law, not a 1D replacement for the theory.

Locked outer limit

vf4=GMbaΘ,   aΘ=Alock2aφ

When the outer field reaches a locked phase state, the same law reduces to the fixed outer scaling.

Detector stack

Ab(x)=AlockSphaseDphaseHphaseGrotBswitch
SphaseDensity saturation / phase strength.
DphaseCoherence and gradient degree.
Hphase3D height/envelope factor.
GrotCentral-node rotational drag/deformation.
BswitchBoundary and switching recognition.
Important: Lensing arcs, wide binaries, timing beat clues, and event-band parameters belong to the Phase Detection Unit. They are not inserted as new law terms.