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Development of Expanded Takayanagi Model for Tensile Modulus of Carbon Nanotubes Reinforced Nanocomposites Assuming Interphase Regions Surrounding the Dispersed and Networked Nanoparticles

机译:碳纳米管增强纳米复合材料的拉伸模量的扩展高柳模型的建立(假定相界区域围绕分散和网络化的纳米颗粒)

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摘要

In this paper, we consider the interphase regions surrounding the dispersed and networked carbon nanotubes (CNT) to develop and simplify the expanded Takayanagi model for tensile modulus of polymer CNT nanocomposites (PCNT). The moduli and volume fractions of dispersed and networked CNT and the surrounding interphase regions are considered. Since the modulus of interphase region around the dispersed CNT insignificantly changes the modulus of nanocomposites, this parameter is removed from the developed model. The developed model shows acceptable agreement with the experimental results of several samples. “ ” as nanocomposite modulus per the modulus of neat matrix changes from 1.4 to 7.7 at dissimilar levels of “ ” (CNT fraction in the network) and network modulus. Moreover, the lowest relative modulus of 2.2 is observed at the smallest levels of interphase volume fraction ( < 0.017), while the highest “ ” as 0.07 obtains the highest relative modulus of 11.8. Also, the variation of CNT size (radius and length) significantly changes the relative modulus from 2 to 20.
机译:在本文中,我们考虑了围绕分散的和网络状的碳​​纳米管(CNT)的相间区域,以开发和简化扩展的Takayanagi模型的聚合物CNT纳米复合材料(PCNT)的拉伸模量。考虑分散的和网状的CNT和周围相间区域的模量和体积分数。由于分散的CNT周围相间区域的模量微不足道地改变了纳米复合材料的模量,因此从开发的模型中删除了此参数。所开发的模型与几个样品的实验结果显示出可接受的一致性。在不同的“”(网络中的CNT分数)和网络模量的不同水平下,作为纯复合材料模量的纳米复合材料模量的“”从1.4变为7.7。此外,在最小的相间体积分数水平下观察到的最低相对模量为2.2(<0.017),而最高的“”为0.07则可获得最高的相对模量11.8。另外,CNT尺寸(半径和长度)的变化会极大地将相对模量从2变为20。

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