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NON-LINEAR DIELECTRIC PROPERTIES OF KTa_(1-x)Nb_xO_3

机译:KTa_(1-x)Nb_xO_3的非线性介电特性

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We report measurements of the non-linear dielectric constant in the mixed crystal KTa_(1-x)Nb_xO_3 with x = 15.7% and 1.2%. For both concentrations the dielectric peak is observed to decrease with increasing field and to shift towards higher temperature. The dispersion ε' (ω), is also suppressed by the field. On the framework of Landau theory, we fit ε'(E) with an expansion in a power series of the applied dc field E. ε~((2)) is seen to exhibit two distinct temperature dependencies. At high temperatures, it scales as (T-T_c)~(-γ) where γ is found to be in fair agreement with Landau theory for low concentrations. At lower temperatures it then crosses over to a much weaker dependence. This crossover is interpreted as a transition from a weakly correlated (dynamic) regime to a strongly correlated (quasistatic) regime of polar clusters. The non-analyticity due to these polar clusters is discussed.
机译:我们报告了x = 15.7%和1.2%的混合晶体KTa_(1-x)Nb_xO_3中非线性介电常数的测量结果。对于这两种浓度,观察到的介电峰均随着场的增加而减小并向更高的温度移动。色散ε'(ω)也被电场抑制。在Landau理论的框架上,我们将ε'(E)扩展为所施加的直流磁场E的幂级数。ε〜((2))表现出两个不同的温度依赖性。在高温下,它的缩放比例为(T-T_c)〜(-γ),其中发现γ与Landau理论的低浓度完全吻合。然后,在较低的温度下,它越过依赖性就弱得多。这种交叉被解释为极性簇从弱相关(动态)状态到强相关(准静态)状态的过渡。讨论了由于这些极性簇引起的非解析性。

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