English

Cubic anisotropy in high homogeneity thin (Ga,Mn)As layers

Materials Science 2018-05-09 v2

Abstract

Historically, comprehensive studies of dilute ferromagnetic semiconductors, e.g., pp-type (Cd,Mn)Te and (Ga,Mn)As, paved the way for a quantitative theoretical description of effects associated with spin-orbit interactions in solids, such as crystalline magnetic anisotropy. In particular, the theory was successful in explaining {\em uniaxial} magnetic anisotropies associated with biaxial strain and non-random formation of magnetic dimers in epitaxial (Ga,Mn)As layers. However, the situation appears much less settled in the case of the {\em cubic} term: the theory predicts switchings of the easy axis between in-plane 100\langle 100\rangle and 110\langle 110\rangle directions as a function of the hole concentration, whereas only the 100\langle 100\rangle orientation has been found experimentally. Here, we report on the observation of such switchings by magnetization and ferromagnetic resonance studies on a series of high-crystalline quality (Ga,Mn)As films. We describe our findings by the mean-field pp-dd Zener model augmented with three new ingredients. The first one is a scattering broadening of the hole density of states, which reduces significantly the amplitude of the alternating carrier-induced contribution. This opens the way for the two other ingredients, namely the so-far disregarded single-ion magnetic anisotropy and disorder-driven non-uniformities of the carrier density, both favoring the 100\langle 100\rangle direction of the apparent easy axis. However, according to our results, when the disorder gets reduced a switching to the 110\langle 110\rangle orientation is possible in a certain temperature and hole concentration range.

Keywords

Cite

@article{arxiv.1802.00076,
  title  = {Cubic anisotropy in high homogeneity thin (Ga,Mn)As layers},
  author = {M. Sawicki and O. Proselkov and C. Sliwa and P. Aleshkevych and J. Z. Domagala and J. Sadowski and T. Dietl},
  journal= {arXiv preprint arXiv:1802.00076},
  year   = {2018}
}

Comments

12 pages, 9 figures