Using the truncated Wigner approximation on large 1D and 2D systems, the authors find a pronounced slowdown in magnetization relaxation and transient signatures of quantum kinetically constrained dynamics starting from polarized and Néel states.
As a conse- quence, the discrete update is not an orthogonal trans- formation and does not strictly preserve the constraint |si|=r 0
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Quantum to classical relaxation dynamics of the dissipative Rydberg gas
Using the truncated Wigner approximation on large 1D and 2D systems, the authors find a pronounced slowdown in magnetization relaxation and transient signatures of quantum kinetically constrained dynamics starting from polarized and Néel states.