Using Landau mean field model,the spontaneous polarization and the dielectric susceptibility are analyzed as functions of temperature and pressure close to the cubic-tetragonal(ferroelectric-paraelectric)transition in...Using Landau mean field model,the spontaneous polarization and the dielectric susceptibility are analyzed as functions of temperature and pressure close to the cubic-tetragonal(ferroelectric-paraelectric)transition in BaTiO_(3).From the analysis of the dielectric susceptibility and the spontaneous polarization,the critical exponents are deduced in the classical and quantum limits for BaTiO_(3).From the critical behavior of the dielectric susceptibility,the spontaneous polarization can be described for the ferro-electric–paraelectric(cubic to tetragonal)transition between 4 and 8 GPa at constant temperatures of 0 to 200K in BaTiO_(3) within the Landau mean field model given here.展开更多
文摘Using Landau mean field model,the spontaneous polarization and the dielectric susceptibility are analyzed as functions of temperature and pressure close to the cubic-tetragonal(ferroelectric-paraelectric)transition in BaTiO_(3).From the analysis of the dielectric susceptibility and the spontaneous polarization,the critical exponents are deduced in the classical and quantum limits for BaTiO_(3).From the critical behavior of the dielectric susceptibility,the spontaneous polarization can be described for the ferro-electric–paraelectric(cubic to tetragonal)transition between 4 and 8 GPa at constant temperatures of 0 to 200K in BaTiO_(3) within the Landau mean field model given here.
