An analytical solution is found for the lowest Floquet state in a single quantum well which is strongly driven by an external laser field of form eFzcosωt. The spectral weights of the photon sidebands vary in a highly nonlinear fashion with F, exhibiting strong quenchings close to roots of the Bessel functions Jₙ(k₀eF/mω²), where n is the sideband index and k₀ is the wave vector of the centerband resonance. The ω^-2 scaling behavior of the roots is qualitatively different from the ω^-1 dependence found in the coherent miniband transport in superlattices.
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Mathias Wagner (1996) studied this question.
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