Daver Fugen, Kajtaz Mladenko, Brandt Milan, Shanks Robert A
School of Engineering, RMIT University, P.O. Box 71, Bundoora, Victoria 3083, Australia.
School of Science, RMIT University, GPO Box 2476, Melbourne, Victoria 3001, Australia.
Polymers (Basel). 2016 Dec 15;8(12):437. doi: 10.3390/polym8120437.
Nanocomposite application in automotive engineering materials is subject to continual stress fields together with recovery periods, under extremes of temperature variations. The aim is to prepare and characterize polyolefin-rubber nanocomposites developed for additive manufacturing in terms of their time-dependent deformation behaviour as revealed in creep-recovery experiments. The composites consisted of linear low density polyethylene and functionalized rubber particles. Maleic anhydride compatibilizer grafted to polyethylene was used to enhance adhesion between the polyethylene and rubber; and multi-walled carbon nanotubes were introduced to impart electrical conductivity. Various compositions of nanocomposites were tested under constant stress in creep and recovery. A four-element mechanistic Burger model was employed to model the creep phase of the composites, while a Weibull distribution function was employed to model the recovery phase of the composites. Finite element analysis using Abaqus enabled numerical modelling of the creep phase of the composites. Both analytical and numerical solutions were found to be consistent with the experimental results. Creep and recovery were dependent on: (i) composite composition; (ii) compatibilizers content; (iii) carbon nanotubes that formed a percolation network.
纳米复合材料在汽车工程材料中的应用会受到持续应力场以及恢复期的影响,同时还面临极端的温度变化。其目的是制备并表征用于增材制造的聚烯烃-橡胶纳米复合材料,具体是根据蠕变-恢复实验中揭示的随时间变化的变形行为来进行。这些复合材料由线性低密度聚乙烯和功能化橡胶颗粒组成。接枝到聚乙烯上的马来酸酐增容剂用于增强聚乙烯与橡胶之间的粘附力;并引入多壁碳纳米管以赋予导电性。对各种组成的纳米复合材料进行了恒应力下的蠕变和恢复测试。采用四元件机械伯格模型对复合材料的蠕变阶段进行建模,同时采用威布尔分布函数对复合材料的恢复阶段进行建模。使用Abaqus进行有限元分析能够对复合材料的蠕变阶段进行数值模拟。结果发现,解析解和数值解均与实验结果一致。蠕变和恢复取决于:(i)复合材料组成;(ii)增容剂含量;(iii)形成渗流网络的碳纳米管。