INVESTIGADORES
ZYSLER Roberto Daniel
congresos y reuniones científicas
Título:
Size dependence of the magnetic properties of antiferromagnetic Cr2O3 nanoparticles
Autor/es:
D. TOBIA; E. WINKLER; R.D. ZYSLER; M. GRANADA; H.E. TROIANI; G. ZAMPIERI
Lugar:
Manizales
Reunión:
Congreso; X Latin American Workshop on Magnetism, Magnetic Materials and their Applications (LAW3M2010); 2010
Institución organizadora:
Univ. de Colombia
Resumen:
In this work we present a study of the size dependence of the magnetic properties of antiferromagnetic Cr203 compound. The samples were synthesized by chemical precipitation and calcined at different temperatures in air or oxygen atmospheres in order to control the particles diameters. The different synthesised samples have diameters (i-1) from 6 nm to 70 nm [l], [2]. The structural and magnetic characterization was performed by x-ray diffraction, transmission electron microscopy and magnetization experiments. The experimental results show an important enhance of the surface disorder and spin canting as the particle size is reduced. We have found that the lattice parameters and the volume cell present a smooth decrease when the size diminishes. On the contrary, the magnetic anisotropy constant, Keff shows a non- monotonic behaviour. The Keff value decreases from its bulk value (Kbulk= 2.5 10^5 erg/cm3) when the particle size diminishes, shows a minimum near: ~30 nm (Keff30nm  = 3.8 10^3) erg/cm3) and displays an important increase for smaller sizes (Keff10nm = 1.3 l0^5 erg/cm3). We analyze the size dependence of Keff in terms of the magnetocrystalline and surface contributions. We observed that as the particle size is reduced, the surface magnetic disorder enhances and propagates inside the particle and, as a consequence, the magnetocrystalline anisotropy diminishes. As the particle size is further reduced and approaches a critical size, the surface effects start to govern the magnetic properties; the crystalline disorder at the particle surface enhances and the surface anisotropy becomes the main contribution. We fitted the complete size evolution of Keff on the basis of a phenomenological model that considers the size evolution of the magnetically ordered core and the disordered particle surface.