Evidence for Vogel Fulcher behavior of the 50K-relaxation in (Tm+Ta) co-doped TiO2 ceramics

Tianyu Li, W. Cao, Yingtang Zhang, Chunchang Wang
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Abstract

There is still no consensus about the relaxation behavior of the so-called 50[Formula: see text]K-relaxation in acceptor and donor co-doped TiO2 system. Herein, the relaxation behavior of the 50[Formula: see text]K-relaxation was investigated in (Tm[Formula: see text][Formula: see text][Formula: see text]Ta) co-doped rutile TiO2 ceramics. Dielectric properties of the sample were studied in the temperature range of 2–300[Formula: see text]K under 100 frequencies in the range of 102–106[Formula: see text]Hz. The sample shows a pronounced 50[Formula: see text]K-relaxation. Various relaxation behaviors of Arrhenius, Mott’s variable range hopping, and Vogel Fulcher laws were tried to describe the relaxation. The result indisputably evidences that the 50[Formula: see text]K-relaxation follows the Vogel Fulcher law. This work provides a heuristic hint to understand the fundamental physics underlying the colossal permittivity behavior in the acceptor and donor co-doped TiO2 ceramics system.
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掺杂(Tm+Ta)的二氧化钛陶瓷中 50K 弛豫的沃格尔-富彻尔行为证据
关于受体和供体共掺杂 TiO2 体系中所谓 50[式:见正文]K-弛豫的弛豫行为,目前仍未达成共识。本文研究了 50[式:见正文]K-弛豫在(Tm[式:见正文][式:见正文][式:见正文]Ta)共掺杂金红石型 TiO2 陶瓷中的弛豫行为。在 102-106[式:见正文]赫兹的 100 频率下,研究了样品在 2-300[式:见正文]K温度范围内的介电性能。样品显示出明显的 50[式:见正文]K-弛豫。我们尝试用阿伦尼乌斯、莫特变程跳变和沃格尔-富尔赫定律等各种弛豫行为来描述这种弛豫。结果无可争议地证明,50[公式:见正文]K-松弛遵循沃格尔-富尔赫定律。这项工作为理解受体和供体共掺杂 TiO2 陶瓷体系中巨大介电常数行为的基本物理原理提供了启发式提示。
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