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Numerical computation of electrical conductivity of carbon nanotube-filled polymers

机译:碳纳米管填充聚合物电导率的数值计算

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A Finite Element (FE) model, based on the tunneling effect, has been developed for simulating the electrical behavior of carbon nanotube-filled polymers. The geometry modeled belongs to a three-dimensional plate with an equivalent to the nanocomposite physical structure and electrical behavior evaluated using homogenization techniques. The FE model, after validated against experimental and numerical data from the literature, has been applied to conduct a parametric study on the effects of nanotube's volume fraction, electrical conductivity and aspect ratio and polymer's height of barrier. The numerical results show that with increasing the nanotube volume fraction, electrical conductivity and aspect ratio the electrical conductivity of the nanocomposite increases significantly. The height of barrier has effect only at large volume fractions where it varies conversely with electrical conductivity. The proposed FE model is simple compared to the existing numerical models, requires very low computational effort and may be potentially used for the design and optimization of multifunctional nanocomposites. (C) 2016 Elsevier Ltd. All rights reserved.
机译:基于隧穿效应的有限元(FE)模型已经开发出来,用于模拟碳纳米管填充聚合物的电学行为。建模的几何形状属于三维板,等效于使用均化技术评估的纳米复合材料的物理结构和电性能。经有限元模型,经过文献验证的实验和数值数据,已被用于对纳米管的体积分数,电导率和纵横比以及聚合物的势垒高度的影响进行参数研究。数值结果表明,随着纳米管体积分数,电导率和长径比的增加,纳米复合材料的电导率显着增加。势垒的高度仅在较大的体积分数上起作用,在该体积分数中,势垒的高度与电导率相反。与现有的数值模型相比,所提出的有限元模型很简单,所需的计算量非常低,并且可能潜在地用于多功能纳米复合材料的设计和优化。 (C)2016 Elsevier Ltd.保留所有权利。

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