Fractal Nature Complex Correction an Inductivity

V. Mitić, Kouros Khamoushi, C. Serpa, B. Randjelovic, A. Stajcic, V. Paunovic, S. Aleksić, B. Vlahovic
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Abstract

The microstructures properties predicting are based on their materials characteristics. In ceramic materials, regarding higher miniaturization and integrations, the structure analysis is very important. The main contribution of this research is related to relation between perovscites ceramics electronic properties, especially BaTiO3 and NZT-ceramics and structural characteristics. We applied advanced analysis, based on fractal nature and introduced complex fractal correction in defining the very important electromagnetic parameter inductivity (L). The samples consolidation includes both, powder pressing (cold sintering) and hot sintering. The fractal characterization performs very important role from powders up to the final structures, through which exists structure influence on electro-physical and other ceramic properties. We report the experimental results of BaTiO3 and NZT-ceramics processing. Also, this is the first time that we apply complex fractal correction (influence of grains and pore surface and as well as particles Brownian motion) on fundamental thermodynamic temperature in Currie-Weiss law. This application includes the influence of Housdorff dimension (DH) from the microstructure images and connect fractal corrections in Currie-Weiss law, for relative dielectric constant ϵr and magnetic permeability μr. Through ϵr and μr, on this way, for the first time in this scientific area, we present direct relation to inductivity. This complex relation opens quit new advance understanding in structures and parameters in area of ferroelectic-magnetic applications in telecommunications, by introducing the fractals.
分形性质复校正与电感
根据其材料特性预测其微结构性能。在陶瓷材料中,为了实现更高的微型化和集成化,结构分析是非常重要的。本研究的主要贡献在于钙钛矿陶瓷,特别是BaTiO3和nzt陶瓷的电子性能与结构特性之间的关系。我们应用了基于分形性质的先进分析,并引入了复杂分形校正来定义非常重要的电磁参数电感率(L)。样品的固结包括粉末压制(冷烧结)和热烧结。分形表征从粉末到最终结构都起着非常重要的作用,通过分形表征存在着结构对陶瓷电物理和其他性能的影响。本文报道了BaTiO3和nzt陶瓷加工的实验结果。此外,这是我们第一次在Currie-Weiss定律中对基本热力学温度应用复分形校正(颗粒和孔隙表面的影响以及粒子布朗运动)。该应用包括微观结构图像中的Housdorff维数(DH)和Currie-Weiss定律中的连接分形修正对相对介电常数ϵr和磁导率μr的影响。通过ϵr和μr,我们在这一科学领域首次提出了与电感率的直接关系。通过分形的引入,这种复杂的关系为电信铁电磁应用领域的结构和参数开辟了新的前沿认识。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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