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首页> 外文期刊>Macromolecules >Broad-Band Electrical Conductivity of High Density Polyethylene Nanocomposites with Carbon Nanoadditives: Multiwall Carbon Nanotubes and Carbon Nanofibers
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Broad-Band Electrical Conductivity of High Density Polyethylene Nanocomposites with Carbon Nanoadditives: Multiwall Carbon Nanotubes and Carbon Nanofibers

机译:碳纳米添加剂的高密度聚乙烯纳米复合材料的宽带电导率:多壁碳纳米管和碳纳米纤维

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摘要

A study is presented of the electrical properties of a series of nanocomposites based on high density polyethylene (HDPE) as a matrix and either carbon nanofiber (CNF) or multiwall carbon nanotube (MWCNT) as a nanoadditive. The measurements of the electrical conductivity over a broad-band of frequencies (10(-2) > F/Hz > 10(9)) allow improvement of the description of the electrical properties of polymer nanocomposites based on either carbon nanofibers or carbon nanotubes. Despite the lack of a continuous conducting network between particles at low concentrations, the nanocomposites exhibit a significant dc electrical conductivity due to tunnel conduction. At low nanoadditive concentrations, the frequency dependence of the electrical conductivity is mainly caused by the influence of large polymeric gaps between conducting clusters. As nanoadditive concentration increases, the size of the finite-size cluster tends to increase and the frequency dependence of the conductivity reflects the features of anomalous diffusion in fractal structures, as expected according to percolation theory. A master curve for the electrical conductivity as a function of frequency can be constructed although, for the investigated nanocomposites, this behavior should be contemplated as a working, rather than as a universal, law.
机译:提出了一系列基于高密度聚乙烯(HDPE)作为基质,碳纳米纤维(CNF)或多壁碳纳米管(MWCNT)作为纳米添加剂的纳米复合材料的电学性能的研究。在宽带频率(10(-2)> F / Hz> 10(9))上进行电导率测量可以改进对基于碳纳米纤维或碳纳米管的聚合物纳米复合材料电性能的描述。尽管在低浓度的颗粒之间缺乏连续的导电网络,但由于隧道导电,纳米复合材料仍显示出显着的直流电导率。在低纳米添加剂浓度下,电导率的频率依赖性主要是由导电簇之间的大聚合物间隙的影响引起的。正如渗透理论所预期的那样,随着纳米添加剂浓度的增加,有限尺寸簇的尺寸趋于增加,并且电导率的频率依赖性反映了分形结构中异常扩散的特征。可以建立电导率随频率变化的主曲线,尽管对于所研究的纳米复合材料,应将此行为视为工作规律,而不是普遍规律。

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