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Modeling and Simulation of 3D Random Nanowire Network Based on Modified Kd-tree Algorithm

机译:基于修改KD树算法的3D随机纳米线网络建模与仿真

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Random nanowire network has become an important material foundation of many emerging interdisciplinary subjects. In this study, a specific simulation method using kd-tree algorithm with scapegoat tree algorithm in 3D conductive nanowire network is proposed. This model differs from the traditional model based on kd-tree algorithm as the scapegoat tree algorithm is used to optimize the imbalance caused by kd-tree algorithm in the process of nanowire network generation to improve the efficiency of simulation. The results show the efficiency of the model with scapegoat tree algorithm is 1.2-1.4 times higher than that without scapegoat tree algorithm. In addition, the percolation characteristic is the basis of mechanical and electrical properties of nanowire networks which is greatly influenced by the volume fraction and the shape of conductive fillers in nanowire networks, therefore, the effects of volume fraction and aspect ratio (AR) of nanowires on the percolation probability of the network are investigated in our work. It finds that there is a nonlinear increasing trend of percolation probability with the increase of volume fraction of conductive nanowires, and a positive correlation between percolation probability and AR. The simulation results indicate that it is effective to obtain the percolation probability under different volume fraction and AR of conductive nanowires by using such simulation model based on the kd-tree algorithm modified by scapegoat tree algorithm.
机译:随机纳米线网络已成为许多新兴跨学科对象的重要材料基础。在该研究中,提出了一种使用KD树算法的特定模拟方法,其与三维导电纳米线网络中的替换树木算法。该模型与基于KD-Tree算法的传统模型不同,因为Scapegoat树算法用于优化由KD树算法在纳米风网络生成过程中引起的不平衡,以提高模拟效率。结果显示了与替换树算法的模型的效率高1.2-1.4倍,没有替换树木算法。此外,渗透特性是纳米线网络的机械和电性能的基础,其受纳米线网络中的体积分数和导电填料的形状大大影响,因此,纳米线的体积分数和纵横比(AR)的影响在我们的工作中调查了网络的渗透概率。它发现,随着导电纳米线的体积分数的增加,渗透概率的非线性增加趋势,以及渗透概率和AR之间的正相关性。模拟结果表明,通过使用Scapegoat树算法修改的KD树算法,通过使用这种模拟模型获得不同体积分数和导电纳米线的渗透概率是有效的。

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