CHRONAL RADIAN: THE KEY TO THE PHASE POSITION Geometrization of Time in Phase Space

A new fundamental quantity is introduced in the paper — the chronal radian χ = φ·τ, where φ is the phase (rad), τ is the local time (s). It is shown that χ is a natural measure of the system's position in phase space, combining the time and angular coordinates. With its help, all the key relations of quantum mechanics and chronal dynamics take on a simple and geometrically illustrative form. E = ħ/τ = ħ·( dφ/dχ), and the probability of synchronization is P ∼ cos²(Δχ/2). The introduction of the chronal radian makes it possible to divert the fundamental field τ from direct attacks by opponents, focusing the discussion on the observed value of χ.