Memory Effects and Entanglement Dynamics of Finite time Acceleration
This paper investigates the memory effects and entanglement dynamics of Unruh-DeWitt detectors undergoing finite-duration uniform acceleration in Minkowski spacetime, revealing that while CP divisibility and Fisher information exhibit memory-dependent behaviors, total correlations and entanglement harvested return smoothly to their initial values after the acceleration phase without measurable impact on negativity or mutual information.