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Subterahertz dielectric relaxation in lead-free Ba(ZrTi)O3 relaxor ferroelectrics

机译:无铅Ba(ZrTi)O3弛豫铁电体中的太赫兹介电弛豫

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摘要

Relaxors are complex materials with unusual properties that have been puzzling the scientific community since their discovery. The main characteristic of relaxors, that is, their dielectric relaxation, remains unclear and is still under debate. The difficulty to conduct measurements at frequencies ranging from ≃1 GHz to ≃1 THz and the challenge of developing models to capture their complex dynamical responses are among the reasons for such a situation. Here, we report first-principles-based molecular dynamic simulations of lead-free Ba(Zr0.5Ti0.5)O3, which allows us to obtain its subterahertz dynamics. This approach reproduces the striking characteristics of relaxors including the dielectric relaxation, the constant-loss behaviour, the diffuse maximum in the temperature dependence of susceptibility, the substantial widening of dielectric spectrum on cooling and the resulting Vogel–Fulcher law. The simulations further relate such features to the decomposed dielectric responses, each associated with its own polarization mechanism, therefore, enhancing the current understanding of relaxor behaviour.
机译:自从发现松弛剂以来,它们就是具有异常特性的复杂材料,一直困扰着科学界。弛豫器的主要特征,即介电弛豫,仍不清楚,仍在争论中。造成这种情况的原因之一是难以在≃1GHz至≃1THz的频率范围内进行测量,以及开发模型以捕获其复杂的动力响应的挑战。在这里,我们报告基于第一原理的无铅Ba(Zr0.5Ti0.5)O3分子动力学模拟,这使我们可以获得其太赫兹动力学。这种方法再现了弛豫器的显着特征,包括介电弛豫,恒定损耗行为,磁化率对温度的依赖性所引起的最大扩散,冷却时介电谱的显着拓宽以及由此产生的Vogel-Fulcher定律。模拟进一步将此类特征与分解后的介电响应相关联,每个介电响应都与其自身的极化机制相关联,因此增强了当前对松弛行为的理解。

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