The temperature dependence of the plateau width ΔBi in heterostructuresGaAs-Ga1-xAlxAs has been investigated in the integral quantum Hall effect (IQHE) regime. The measurements have been made on samples with electron density N=(2.5-5)×1015m−2 and mobility μ=(30–80)m2Vs−1 (measured at T=4.2 K) in the temperature range (0.08-4.2) K in magnetic fields B up to 8.5 T. Analytical expressions for the dependence ΔBi(T) have been obtained. The average values (gi) of the g-factor for 2D-electrons which correspond to quantum plateaux with various numbers i have been calculated. It has been found that gi strongly depends on the magnetic field: it rapidly increases in weak fields, and tends to be saturated in high ones. In the field range (2–5) T, the g-factor increases by more than a factor of 1.6. The dependence g(B) found is consistent with the idea of the exchangeinteraction between the electrons occupying the neighbouring Landau subbands.
Exchange Interaction and the g-Factor for 2D-Electrons in Heterostructures GaAs-Ga1-xAlxAs
MANCINI, Giorgio;STIZZA, Sergio;
1991-01-01
Abstract
The temperature dependence of the plateau width ΔBi in heterostructuresGaAs-Ga1-xAlxAs has been investigated in the integral quantum Hall effect (IQHE) regime. The measurements have been made on samples with electron density N=(2.5-5)×1015m−2 and mobility μ=(30–80)m2Vs−1 (measured at T=4.2 K) in the temperature range (0.08-4.2) K in magnetic fields B up to 8.5 T. Analytical expressions for the dependence ΔBi(T) have been obtained. The average values (gi) of the g-factor for 2D-electrons which correspond to quantum plateaux with various numbers i have been calculated. It has been found that gi strongly depends on the magnetic field: it rapidly increases in weak fields, and tends to be saturated in high ones. In the field range (2–5) T, the g-factor increases by more than a factor of 1.6. The dependence g(B) found is consistent with the idea of the exchangeinteraction between the electrons occupying the neighbouring Landau subbands.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
