喀麦隆植物纤维和颗粒增强生物复合材料力学特性的分析测定

E. Ze, T. Tchotang, W. Nzié, N. Billong, B. Kenmeugne
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引用次数: 0

摘要

这项工作包括根据半经验公式计算植物纤维和植物颗粒增强的生物复合材料的机械特性,并将其与实验得到的结果进行比较,这种方法的目的是确定给出接近实验结果的分析模型,目的是减少与喀麦隆纤维和颗粒增强的复合材料的实验表征相关的延迟。为了开展这项工作,我们利用了番木瓜(Carica papaya)树干纤维、几内亚Elaeis guineensis叶柄纤维和canarium schweinfurthii(黑果)核颗粒的力学特性;这些元素是在喀麦隆中部和西部地区收集的。这些特征已经在Voigt, Reuss, Hirsch和Alpine-Tsai的半经验模型中实现。从这些实现中,一方面出现了本构律的框架,其中包括每个半经验模型产生的纵向模量。另一方面,Voigt, Hopkins-Chamis和Halpin-Tsai模型最接近纤维增强复合材料(木瓜干和油棕叶柄)的实验结果,而Voigt和Hopkins-Chamis模型对于黑色果仁颗粒增强复合材料是理想的。在横向模量方面,Hopkins-Chamis模型给出的数值高于halpin-Tsai模型。Hopkins-Chamis和Halpin-Tsai模型是最合适的,因为它们考虑了Voigt的估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Analytical Determination of Mechanical Characteristics of Bio-Composites with Reinforcement of Fibers and Particles of Cameroonian's Plants
This work involves calculating the mechanical characteristics of bio-composites reinforced with plant fibers and plant particles from semi-empirical formulas and comparing them with the results obtained experimentally, the aim of this approach being to determine the analytical model which gives results close to experimental results with the aim of reducing the delays linked to the experimental characterization of composites with reinforcement of Cameroonian fibers and particles. To carry out this work, we used the mechanical characteristics of the fibers of the trunks of Carica papaya, of the petioles of Elaeis guineensis and of the particles of the nuclei canarium schweinfurthii (black fruit); these elements were collected in the regions of Center and West Cameroon. These features have been implemented in the semi-empirical models of Voigt, Reuss, Hirsch, and Alpine-Tsai. From these implementations, it emerged on the one hand a framework of the constitutive law with the longitudinal modulus resulting from each semi-empirical model. On the other hand, the models of Voigt, Hopkins-Chamis and Halpin-Tsai best approach the experimental results for fiber-reinforced composite materials (papaya trunk and oil palm petioles), while the models of Voigt and Hopkins-Chamis are ideal for composites with reinforcement of black fruit kernel particles. Regarding the transverse moduli, the Hopkins-Chamis model gives higher values than those obtained from the halpin-Tsai model. The Hopkins-Chamis and Halpin-Tsai models are best suited because they take into account the Voigt estimate.
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