2007
DOI: 10.1063/1.2437075
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Transport characterization of the magnetic anisotropy of (Ga,Mn)As

Abstract: The rich magnetic anisotropy of compressively strained (Ga,Mn)As has attracted great interest recently. Here we discuss a sensitive method to visualize and quantify the individual components of the magnetic anisotropy using transport. A set of high resolution transport measurements is compiled into color coded resistance polar plots, which constitute a fingerprint of the symmetry components of the anisotropy. As a demonstration of the sensitivity of the method, we show that these typically reveal the presence … Show more

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Cited by 46 publications
(46 citation statements)
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“…33 TMR in GaMnAs MTJs has a characteristic feature of the in-plane magnetic-field angle dependence, which is induced by an in-plane magnetic anisotropy of GaMnAs mainly expressed by the sum of the two components: biaxial easy axes (along the [100] and [010] directions) and a uniaxial easy axis (along [110] or [1 10]). 36 GaMnAs MTJ with a paramagnetic AlMnAs tunneling barrier as a function of the magnetic-field direction in the plane. Here, before starting to measure TMR, a strong magnetic field of 1 T was applied in the direction opposite to the intended magnetic-field direction and then was reduced to zero.…”
Section: Basic Properties Of Tmr In Gamnas Mtjsmentioning
confidence: 99%
“…33 TMR in GaMnAs MTJs has a characteristic feature of the in-plane magnetic-field angle dependence, which is induced by an in-plane magnetic anisotropy of GaMnAs mainly expressed by the sum of the two components: biaxial easy axes (along the [100] and [010] directions) and a uniaxial easy axis (along [110] or [1 10]). 36 GaMnAs MTJ with a paramagnetic AlMnAs tunneling barrier as a function of the magnetic-field direction in the plane. Here, before starting to measure TMR, a strong magnetic field of 1 T was applied in the direction opposite to the intended magnetic-field direction and then was reduced to zero.…”
Section: Basic Properties Of Tmr In Gamnas Mtjsmentioning
confidence: 99%
“…͑A weak uniaxial component along the main crystal axes ͓͑100͔/͓010͔͒ has also been detected. 45,46 ͒ The theoretical model used so far to describe the easy-axis reorientation between the in-plane and out-of-plane alignment, assuming the growth strain, can account only for the cubic in-plane anisotropy component. In this case we find two easy axes perpendicular to each other either along the main crystal axes or along the diagonals, depending on the Mn concentration and hole density, as shown in Fig.…”
Section: B In-plane Anisotropy: Competition Of Cubic and Uniaxial Comentioning
confidence: 99%
“…The magnetization-reversal process for combined cubic and uniaxial anisotropies is sensitive to the specific anisotropy geometry and strength. 14,15 Depending on the field orientation, hysteresis curves with one and two steps are observed in various films and explained in terms of nucleation and propagation of 90°and 180°domain walls ͑DWs͒. 16,17 Additional information about the relevant reversal mechanisms has been obtained from microscopic imaging of the domain configuration.…”
Section: Introductionmentioning
confidence: 99%