Homogenous and heterogeneous magnetism in (Zn,Co)O
M. Sawicki, E. Guziewicz, M. I. Lukasiewicz, O. Proselkov, I. A., Kowalik, W. Lisowski, P. Dluzewski, A. Wittlin, M. Jaworski, A. Wolska, W., Paszkowicz, R. Jakiela, B. S. Witkowski, L. Wachnicki, M. T. Klepka, F. J., Luque, D. Arvanitis, J. W. Sobczak, M. Krawczyk, A. Jablonski

TL;DR
This study investigates the magnetic properties of (Zn,Co)O films grown by atomic layer deposition, revealing that magnetic behavior depends on Co distribution, with dilute magnetic semiconductor characteristics at low growth temperatures and ferromagnetism linked to metallic Co granules at higher temperatures.
Contribution
The paper provides a comprehensive analysis of how Co distribution and interdiffusion in (Zn,Co)O layers influence their magnetic properties, distinguishing between dilute magnetic semiconductor behavior and ferromagnetism due to metallic inclusions.
Findings
Dilute magnetic semiconductor behavior with spin-glass freezing at 160°C.
Ferromagnetic-like features linked to metallic Co granules at 200°C and above.
Co interdiffusion leads to truly random (Zn,Co)O alloys with up to 40% Co.
Abstract
A series of (ZnO)m(CoO)n digital alloys and superlattices grown by atomic layer deposition has been investigated by a range of experimental methods. The data provide evidences that the Co interdiffusion in the digital alloy structures is sufficient to produce truly random Zn1-xCoxO mixed crystals with x up to 40%. Conversely, in the superlattice structures the interdiffusion is not strong enough to homogenize the Co content along the growth direction results in the formation of (Zn,Co)O films with spatially modulated Co concentrations. All structures deposited at 160\circC show magnetic properties specific to dilute magnetic semiconductors with localized spins S = 3/2 coupled by strong but short range antiferromagnetic interactions that lead to low temperature spin-glass freezing. It is demonstrated that ferromagnetic-like features, visible exclusively in layers grown at 200\circC and…
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