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Explore the behavior of 2D electrons in Corbino geometry under Quantum Hall Effect conditions, analyzing the Ohm’s law and skipping edge states. Study extended states and δ-percolation effects for electrons. Investigate variations in the IVC of Corbino disk and density perturbations under different scenarios. Examine the structure and quality of integer channels with extra voltage. Discuss induction phenomena and non-symmetric I-V characteristics. Refine understanding through renormalization group flow diagrams and manipulations with gating channels.
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IVC of Corbino disk under quantum Hall effect conditions V.Shikin, ISSP, RAS
2D transport cannot exists without density profile perturbation.
Extended states for 2D electrons in QEH The separatrix EF δ-percolation for the extended el. states
Coexistence Adopted from: E.N. Bormontov, 1999, J.V. Kibis, 1999
2D transport cannot exists without density profile perturbation.
Corbino in presence of regular non-uniform density perturbation
nmax → I / V nmin R2 R1 ν=4
2R2 V 2R1
Non-skiping I-V scenario • G. Muller, et. al., Phys. Rev. B 45, 3932 (1992), • E. V. Deviatov, et. al, Phys. Rev. B 69, 115330 (2004).
V 2a x V
Поведение 2Д плотности при индукционной накачке
Resume • IVC of Corbino disk under quantum Hall effect conditions has to be calculated with the “participation” of diffusion phenomena.