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A percolation threshold model that effectively characterizes the full concentration range for electrical-conducting polymer composites

机译:有效地表征电导聚合物复合材料的全浓度范围的渗透阈值模型

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摘要

The new percolation threshold model introduced in this study is a modification of Clingerman's model, which in turn is a modification of the model originally developed by Mamunya et al. Several of the original constants from Clingerman's and Mamunya's were consolidated, and most importantly, the concentration of the percolation threshold is not a required constant in the model. One extraordinary characteristic of this new model is that it is possible to separate this model into two different equations that separately describe the conducting filler component and the insulating matrix component. In general, this new percolation threshold model introduces five new calculated quantities on the S-shaped curve, including the calculated volume fraction of the percolation threshold. The capability of this new model was evaluated with three of Clingerman's polymer composite percolation threshold data sets involving electrical conductivity measurements. This new model did an excellent job of fitting the data extremely well over the whole concentration range. (c) 2018 Wiley Periodicals, Inc. J. Appl. Polym. Sci. 2019, 136, 47184.
机译:本研究中介绍的新渗透阈值模型是Clingerman模型的修改,这反过来是由Mamunya等人开发的模型的修改。来自Clingerman和Mamunya的几个原始常量进行了整合,最重要的是,渗透阈值的浓度不是模型中所需的常数。这种新模型的一个非凡特性是可以将该模型分成两种不同的等式,分别描述导电填充组件和绝缘矩阵分量。通常,这种新的渗透阈值模型引入了S形曲线上的五个新计算量,包括所计算的渗透阈值的体积分数。用涉及电导率测量的三个Clingerman的聚合物复合渗透阈值数据集评估了该新模型的能力。这种新模型在整个浓度范围内极好地拟合了数据。 (c)2018 Wiley期刊,Inc.J.Phill。聚合物。 SCI。 2019,136,47184。

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