IndisputableMonolith.Physics.CombustionFromJCost
The module equates stoichiometric combustion with recognition equilibrium at J=0 in the Recognition Science framework. Physicists deriving chemical equilibria from the J-cost functional would cite it to ground combustion models in the core recognition equation. The module organizes this link through definitions of regimes and certificates imported from Constants and Cost.
claimStoichiometric combustion corresponds to recognition equilibrium where the J-cost vanishes, $J=0$.
background
Recognition Science derives all physics from the J-cost functional obeying the Recognition Composition Law. The Constants module supplies the fundamental RS time quantum $ au_0 = 1$ tick. The Cost module defines the J-cost $J(x) = (x + x^{-1})/2 - 1$. This module applies those primitives to combustion, treating stoichiometric balance as the zero-cost equilibrium state.
proof idea
this is a definition module, no proofs
why it matters in Recognition Science
This module supplies the J-cost foundation for combustion models within the Recognition Science framework. It connects directly to the forcing chain steps T5 (J-uniqueness) and the Recognition Composition Law by identifying physical equilibrium with J=0. No downstream theorems are listed yet.
scope and limits
- Does not compute numerical combustion energies or rates.
- Does not extend beyond stoichiometric equilibrium to general reaction kinetics.
- Does not address non-equilibrium or catalytic cases.