The S.A Circuit Reframed: Ca as a Restorative Scalar Field Governing Phase Transitions of Recovery

This project presents a theoretical reframing of the S.A Circuit by modeling the Compassion Constant (Ca) as a restorative scalar field defined over system state space. The framework formalizes recovery as a phase-transition phenomenon governed by a critical threshold, introducing a dual-dynamics architecture separating field-level restorative conditions from system-level state evolution. Supplementary simulations and illustrative datasets are included to demonstrate qualitative implications of the canonical equation.