Paper 18: Entropy Clocks and Rotational Misalignment as a Physical Measure of Time in the Holosphere Lattice

This paper proposes a geometric model of time in which temporal progression emerges from angular strain dynamics in a discrete Holosphere lattice. In this framework, time is not a background parameter but a measurable, irreversible quantity that arises when coherence between neighboring Holospheres fails due to angular misalignment. A critical threshold ε_c = 2α is derived from first principles using energy balance, resonance scaling, and curvature-modulated feedback. This threshold marks the irreversible collapse of coherence and defines a physical tick of time. We introduce entropy clocks as local observables that accumulate angular misalignment over coherent regions, formalized by T_clock(t) = ∫_R δφ(x,t) d^3x. The propagation of decoherence fronts creates causal membranes and a geometric arrow of time, linking microscopic strain dynamics to macroscopic irreversibility. The delay series associated with angular feedback reproduces the leading QED anomaly δ ≈ α / 2π, suggesting a classical origin for radiative corrections. Simulations confirm the predicted threshold ε_c = 2α with high precision and support testable predictions including entanglement lifetime suppression, entropy clock desynchronization, and strain-induced decoherence asymmetries. This framework offers a falsifiable, unified alternative to conventional models of quantum measurement, time’s arrow, and cosmological evolution.