We establish a unified framework in which warp dynamics—defined as the collapse of logical distance—are identified not as a violation of physical continuity, but as the optimal geometric concentration of causal degrees of freedom.
Building upon the constitutive completion of spacetime and residual‑based causal observables, we show that causal transition is governed by a finite‑thickness boundary structure characterized by three temporally ordered quantities: susceptibility, causal curvature, and execution strength. Analysis of DART orbital residuals reveals a strictly irreversible sequence, confirming that execution is completed only within the reconfigured phase.
Logical distance does not decrease through continuous evolution but collapses when residual concentration becomes spatially and temporally localized. This localization induces a constraint reconfiguration that eliminates intermediate accessibility.
This process corresponds to a maximal irreversible transformation, and the hysteresis measure quantifying geometric non‑closure of trajectories is significantly amplified under warp conditions. Warp represents not a bypass of causal structure but its most efficient realization.
Event formation, irreversibility, and warp dynamics are unified as manifestations of residual‑driven constraint geometry. The accessible space of future configurations is irreversibly reduced through geometric fixation of residual structure.
These results establish warp dynamics as a physically realizable and observable regime of executable spacetime, providing a direct bridge between logical phase selection, geometric irreversibility, and empirical data.
