Improved mixing rule on permittivity

K. Wakino
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引用次数: 3

Abstract

Several equations of mixing rule on permittivity have been proposed, but none of these equations is not perfect, because of too many different configurations exist in actual cases. Serial model and parallel model are two extremes of mixing manner. For the random mixture of fine particles, which does not have a remarkable aspect ratio, customarily the logarithmic mixing rule has been applied. But, the logarithmic mixing rule does not estimate the correct apparent permittivity in low or high mixing rate. The author proposed new equation for the mixing rule that gives better agreement with measured value for whole range of mixing rate compared to the logarithmic rule. In this paper, a desirable refinement on the equation in previous paper is made to adapt to the structural image of actual compound and then the equation has been expanded to the complex permittivity to apply the equation on the dissipative materials cases.
改进介电常数混合规则
提出了几种介电常数混合规律的方程,但由于实际情况中存在太多不同的构型,这些方程都不是完美的。串行模型和并行模型是混合方式的两个极端。对于长径比不显著的细颗粒的随机混合,通常采用对数混合规则。但是,在低混合率和高混合率情况下,对数混合规则不能正确估计视介电常数。本文提出了新的混合规律方程,与对数规律相比,在混合速率全范围内与实测值的一致性更好。本文对前文中的方程作了适当的细化,以适应实际化合物的结构图像,然后将方程展开为复介电常数,应用于耗散材料的情况。
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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