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Four-Wave Mixing in Landau-Quantized Graphene

Publication at Faculty of Mathematics and Physics |
2017

Abstract

For Landau-quantized graphene, featuring an energy spectrum consisting of nonequidistant Landau levels, theory predicts a giant resonantly enhanced optical non linearity. We verify the nonlinearity in a time-integrated degenerate four-wave mixing (FWM) experiment in the mid infrared spectral range, involving the Landau levels LL-1, LL0 and LL1.

A rapid dephasing of the optically induced microscopic polarization on a time scale shorter than the pulse duration (similar to 4 ps) is observed, while a complementary pump-probe experiment under the same experimental conditions reveals a much longer lifetime of the induced population. The FWM signal shows the expected field dependence with respect to lowest order perturbation theory for low fields.

Saturation sets in for fields above similar to 6 kV/cm. Furthermore, the resonant behavior and the order of magnitude of the third-order susceptibility are in agreement with our theoretical calculations.