paper

Nonlinear Current of Strongly Irradiated Quantum Hall Gas

arXiv:cond-mat/0612469 · doi:10.1103/PhysRevB.76.205318

Abstract

Two dimensional electrons in weakly disordered high Landau levels are considered. The current-field response in the presence of a strong microwave field, is computed. The disordered Floquet evolution operator allows us to treat the short range disorder perturbatively, at any strength of electric fields. A simplifying Random Matrix Approximation reproduces the broadened Landau levels density of states and structure factor. We derive the magnitude of the Microwave Induced Resistivity Oscillations. The disorder short wavelength cut-off determines the non-linear electric fields of the Zero Resistance State and the Hall Induced Resistivity Oscillations. We discuss wider implications of our results on experiments and other theories.

13 pages, 10 figures: An expanded review article of the previously posted short version, with new results on the HIRO and combined HIRO and MIRO effects

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