Figure 5
From: High-Mobility Bi2Se3 Nanoplates Manifesting Quantum Oscillations of Surface States in the Sidewalls
Analysis of the quantum oscillations under an in-plane magnetic field.
(a) Oscillation of ΔRxx (at 1.3 K) as a function of Beff and corresponding fitting results to eq. (1). (b) Temperature dependence of the normalized oscillation amplitude at different peaks/valleys, giving results of the cyclotron mass. (c) Dingle plot of the SdH oscillations at 1.3 K.
