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We study the dynamics of the entanglement in a qubit lattice
in the presence of static imperfections.
We consider different initial states (maximally pairwise entangled state,
separable state, W state...) and we characterize the entanglement via
the concurrence and the generalized entanglement with local and bilocal
observables.
We show that in both cases there is a transition from a perturbative region,
where the entanglement is stable against imperfections, to the Fermi Golden
Rule regime (ergodic regime), where the entanglement follows an exponential
(gaussian) decay.
This behavior is connected to the local density of states of the system.
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