Successful Derivation of Fundamental Physical Constants from Temporal Field Geometry"

This paper presents a unified derivation of five key physical constants from a single temporal framework based on internal time geometry, denoted by . Without relying on circular logic or imposed empirical values, we derive the Planck constant , the gravitational constant , the Planck time , the elementary charge , and the fine-structure constant through analytic and geometric methods.The derivations of , , and yield numerically accurate values (errors below 0.00002%), while is constructed from pure temporal curvature via a new non-dimensional, non-circular formulation:\alpha \sim \left| \tau \cdot \frac{d\tau}{dt} \right|These results suggest that internal time dynamics may underlie the structure of physical law and unify multiple constants under a single temporal field model.