Abstract

The dielectric properties of CuCrO2 bulk and thin films are studied by evaluating the complex dielectric function ε. In addition to the small peak near the Néel temperature , a secondary broad peak is found at high temperatures around . As a feature of relaxor ferroelectrics, the maximum temperature increases with increasing frequency. The real part of ε decreases with increasing magnetic field h and the peak at vanishes. The secondary peak becomes smaller and is broadened with increasing magnetic field. ε increases with increasing film thickness. Near , the dielectric function offers a critical behavior expressed by an exponent . Using scaling arguments, critical exponents and are deduced. The exponents depend on the film thickness. While β increases, the exponent γ is reduced with increasing film thickness.

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