Abstract
The complex dielectric constant of methylammonium aluminum sulfate dodecahydrate, CH3NH3Al(SO4)2·12H2O, was measured at various frequencies in a frequency range between 1×106 and 1×109Hz in its para- and ferroelectric temperature regions. The experimental result was analyzed for the paraelectric phase. The crystal exhibits critical slowing-down process of polarization. The observed temperature and frequency dependences of the complex dielectric constant can be described to good approximation in terms of a single relaxation time τ(T) of Debye type. Above the Curie point (Tc), the static dielectric constant follows the Curie-Weiss law ((ε0−ε∞)∼(T−T0)−1), while τ(T) is described well by the relation τ(T)=α·(T−T0)−1·exp(ΔU⁄kBT) with the potential barrier height ΔU=(2.18±0.06) kcal·mol−1 and α=(0.92±0.14) (h⁄kB).