Time as Available Space: A Geometric Reformulation of Temporal Flow underRelativistic Limits

At near-light speeds and under intense gravitational fields, the flow of time undergoes significantcontraction [1–3]. This work proposes a reinterpretation: time is not a fundamental dimension, butrather a geometric expression of available space. Using classical relativistic principles, we develop amodel in which time emerges from the spatial availability accessible to a moving object. As gravityincreases or velocity approaches the speed of light, spatial contraction leads to the disappearance ofobservable time. This framework reframes time as a dependent variable—space divided by velocity—offering insight into relativistic time behavior and quantum coherence limits [4, 6].