School of Chemical & Environmental Engineering, China University of Mining and Technology-Beijing, 100083, China.
College of Environmental Science and Engineering, Beijing University of Technology, Beijing 100124, China.
Waste Manag. 2024 Dec 15;190:12-23. doi: 10.1016/j.wasman.2024.09.002. Epub 2024 Sep 10.
The increasing use of carbon-fiber-reinforced plastic (CFRP) has led to its post-end-of-life recycling becoming a research focus. Herein, we studied the macroscopic and microscopic characteristics of recycled carbon fiber (rCF) during CFRP pyrolysis by innovatively combining typical experiments with machine learning. We first comprehensively studied the effects of treatment time and temperature on the mechanical properties, graphitization degree, lattice parameters, and surface O content of rCF following pyrolysis and oxidation. The surface resin residue was found to largely affect the degradation of the mechanical properties of the rCF, whereas oxidation treatment effectively removes this residue and is the critical recycling condition that determines its mechanical properties. In contrast, pyrolysis affected graphitization in a more-pronounced manner. More importantly, a random forest machine-learning model (RF model) that optimizes using a particle swarm algorithm was developed based on 336 data points and used to determine the mechanical properties and microstructural parameters of rCF when treated under various pyrolysis and oxidation conditions. The constructed model was effectively used to forecast the recovery conditions for various rCF target requirements, with the predictions for different recycling conditions found to be in good agreement with the experimental data.
碳纤维增强塑料(CFRP)的使用越来越多,导致其报废后的回收成为研究重点。在这里,我们通过创新地将典型实验与机器学习相结合,研究了 CFRP 热解过程中回收碳纤维(rCF)的宏观和微观特性。我们首先全面研究了处理时间和温度对 rCF 热解和氧化后机械性能、石墨化程度、晶格参数和表面 O 含量的影响。发现表面树脂残留极大地影响了 rCF 机械性能的降解,而氧化处理有效地去除了这种残留,是决定其机械性能的关键回收条件。相比之下,热解对石墨化的影响更为显著。更重要的是,开发了一种基于粒子群算法优化的随机森林机器学习模型(RF 模型),该模型基于 336 个数据点,用于确定在各种热解和氧化条件下 rCF 的机械性能和微观结构参数。所构建的模型有效地用于预测各种 rCF 目标要求的回收条件,不同回收条件的预测与实验数据吻合较好。