Erratum: “Estimating the temperature dependence of the dielectric constant of multiphased mixed crystals” [J. Appl. Phys. 104, 026103 (2008)]

Defect volume for Schottky defect formation and cation vacancy migration in LiH

“…Among the applications of this model, we refer here to the most recent ones: first, Katsika-Tsigourakou and Vassilikou-Dova [20] by making use of the compressibility [21] of the defect volume [22][23][24] predicted by the cB model, achieved in calculating the bulk modulus of a mixed alkali halide crystal in terms of the compressibility of the pure constituents. Second, the same authors [25] relying on an interconnection between the ionic polarizability and the bulk modulus [26,27], recently showed [25] that the considerable temperature increase of the static dielectric constant can be accounted for.…”

Multiphased (NaCl)x(KCl)y−x(KBr)1−y single crystals: ac conductivity activation energy versus bulk properties

“…This made use of the compressibility of the defect formation volume calculated on the basis of a thermodynamical model [22][23][24], termed cB model (see also below), that interconnects the Gibbs energy for the formation and migration of defects in solids with bulk properties. Subsequently, the same authors [25] showed that the large temperature variation of the static dielectric constant of the binary mixed crystal (NaCl) 0.587 (KBr) 0.413 can quantitatively reproduced by using the interconnection between the ionic polarizability and the isothermal bulk modulus…”