We construct a unified mechanism in which Electrical Energy Extraction by Rotation of Earth via Torsion (EEERET) acts as the control parameter of a phase-transition-like dynamical system whose order parameter is the sign of large-scale rotation. The construction proceeds in five steps. First, in a rotating background of GRBMORS type (G¨odel—Rindler—Brahe—Maxwell—Obukhov—Randall—Sundrum), the relative daily angular velocity between the Earth and the cosmological frame sources a torsion-induced four-current JμI . Second, this currentfeeds the covariant Maxwell equations and drives an instability whose pseudoscalar invariant I2 = Fμν e Fμν grows secularly. Third, the pseudoscalar invariant defines an effective electromagnetic chemical potential μEM that tilts the symmetric Mexican-Hat potential governing the rotational order parameter R and renders rotation reversal directed rather than symmetric. Fourth, when μEM crosses the cusp-catastrophe threshold |μc| = (8/3 √3)λR30 thebarrier collapses, producing the rapid rotation-reversal (RRR) regime, distinct from the gradual rotation-reversal (RR) regime in which a finite barrier survives. Fifth, the construction is shown to be frame-equivalent: the sameobservable consequences obtain whether one treats the Earth as rotating in a non-rotating cosmos, or treats the universe as rotating around a non-rotating Earth, because only the relative angular velocity Ωrel = ΩE − ΩUenters the source term. We give explicit RR and RRR onset times, indicate the role of a superconducting loop as a coherent realization of the mechanism, and list observational and laboratory signatures. The framework relies on, and complements, the chiral wave-function and conformally compactified Romano—Goebel construction developed in a companion preprint.