Numerical analysis shows quenched disorder from tweezer imperfections drives crossover to infinite-randomness fixed point in Kibble-Zurek dynamics and localizes the floating phase while preserving short-range incommensurate correlations.
Dynamics of a quantum phase tran- sition in the random ising model: Logarithmic depen- dence of the defect density on the transition rate
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Infinite randomness criticality and localization of the floating phase in arrays of Rydberg atoms trapped with non-perfect tweezers
Numerical analysis shows quenched disorder from tweezer imperfections drives crossover to infinite-randomness fixed point in Kibble-Zurek dynamics and localizes the floating phase while preserving short-range incommensurate correlations.