Fig. 3: Critical exponent in the QAH and insulating regimes. | Nature Communications

Fig. 3: Critical exponent in the QAH and insulating regimes.

From: Probing the mesoscopic size limit of quantum anomalous Hall insulators

Fig. 3

a Current dependence of ρxx at various temperatures. All data are measured under a 1 T magnetic field. b Effective temperature Te vs. Hall voltage Vyx. Under small currents, Te equals the bath temperature. As the current increases, the electrons are dominantly thermalized by the electric field, and all data approach a universal curve (fitted by the black dashed lines) with a slope of 2/(p+2) = 0.49, yielding p = 2.08 in the QAH regime. c Temperature dependence of Ic. The breakdown current at a given temperature is defined as the current at which ρxx exceeds m times of ρxx measured at the base current, where m = 1.1 (red), 1.4 (blue), or 2 (green). The slope of the Ic vs. T curve in the log-log plot gives p = 2.14. d Temperature dependence of ρxxmax. The blue dots are obtained from the resistance maximum in the field-dependent ρxx curves measured at different temperatures and the cyan lines are extrapolated from the blue dots. e Current dependence of ρxxmax. f Effective temperature Te vs. voltage Vxxmax, under large currents the slope in the log-log plot is 2/(p+2) = 0.48, yielding p = 2.17 in the insulating regime.

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