In interacting ring lattices with linearly ramped magnetic flux, invariant subspaces exhibit periodic dynamics whose site probabilities match those of a constant electric field, establishing a quantum Faraday's law analogue.
Wannier–Stark resonances in optical and semiconductor superlattices,
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Bloch oscillations in interacting systems driven by a time-dependent magnetic field
In interacting ring lattices with linearly ramped magnetic flux, invariant subspaces exhibit periodic dynamics whose site probabilities match those of a constant electric field, establishing a quantum Faraday's law analogue.