Abstract The orientation dependence of residual current in graphene using linearly polarized light is theoretically investigated by numerically solving the time-dependent Schrödinger equation. We find that the residual current exhibits an unexplored small-period sinusoidal modulation in addition to a large-period sinusoidal modulation as a function of polarization angle. Via decomposing the residual current into two components, parallel and perpendicular to the laser polarization direction, we confirm that the large-period modulation comes from the parallel current component, while the small-period modulation is from the perpendicular component. These two current components are both influenced by the asymmetric population distribution as a consequence of the Landau-Zener-Stückelberg interference. The result here demonstrates a strong link between graphene symmetry and residual current and provides some insights into the development of light-field-driven petahertz information technology.
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