This work presents a quantitatively structured and experimentally testable formulation of the Invariant Temporal Ordering Framework (ITOF). The framework defines measurement through observable physical processes while treating temporal description as a relational construct applied to ordered change rather than as a directly measurable physical entity. A residual-based quantitative model is developed to describe measurable deviations between physical systems under controlled environmental conditions. Observable variation is interpreted as arising from system-dependent physical response rather than variation of a universal temporal quantity. The work introduces experimentally measurable sensitivity coefficients, derives a first-order predictive residual relation, and proposes a laboratory-level experimental implementation based on controlled atmospheric pressure variation. The framework is further extended toward interaction-based and quantum-grounded formulations through derivations connecting sensitivity coefficients to energy response and effective Hamiltonian structure. The formulation provides a falsifiable prediction linking observable residual deviations to differences in system-dependent physical evolution under identical external conditions.
Youssry Ghandour (Wed,) studied this question.