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Nanocomposites with cylindrical/rectangular/spherical/ellipsoidal reinforcements: Generalized continuum mechanics
International Journal of Engineering Science ( IF 5.7 ) Pub Date : 2024-08-08 , DOI: 10.1016/j.ijengsci.2024.104125 Maziar Janghorban
International Journal of Engineering Science ( IF 5.7 ) Pub Date : 2024-08-08 , DOI: 10.1016/j.ijengsci.2024.104125 Maziar Janghorban
Nanocomposites can show different properties according to the type of reinforcements they have. In this article, a model for the study of nanocomposites is examined, which is able to examine all nanocomposites with elliptical, cylindrical, spherical and rectangular reinforcements. Also, in this model, unlike some other models, the effects of interphase section are included. The results obtained from this model are compared with the results of experimental tests. Also, in present research, instead of classical continuum theories, generalized continuum mechanics is used and combined with above model to present more accurate model for studying nanocomposites. After estimating the material properties of nanocomposites, the static and dynamics behaviors of them are also studied and the influences of various parameters such as volume fraction of interphase section, geometrical shapes of reinforcements, volume fraction of fibers, gradient parameter, nonlocality and magnetic field are investigated on the results.
中文翻译:
具有圆柱形/矩形/球形/椭圆形增强体的纳米复合材料:广义连续介质力学
根据增强材料的类型,纳米复合材料可以表现出不同的性能。在本文中,研究了纳米复合材料研究的模型,该模型能够检查所有具有椭圆形、圆柱形、球形和矩形增强体的纳米复合材料。此外,与其他一些模型不同,该模型还包括相间部分的影响。从该模型获得的结果与实验测试的结果进行了比较。此外,在目前的研究中,没有使用经典的连续介质理论,而是使用广义连续介质力学并与上述模型相结合,为研究纳米复合材料提供了更准确的模型。在评估纳米复合材料的材料性能后,还研究了它们的静态和动态行为,并研究了各种参数的影响,例如界面部分的体积分数、增强体的几何形状、纤维的体积分数、梯度参数、非局域性和磁场。根据结果进行调查。
更新日期:2024-08-08
中文翻译:
具有圆柱形/矩形/球形/椭圆形增强体的纳米复合材料:广义连续介质力学
根据增强材料的类型,纳米复合材料可以表现出不同的性能。在本文中,研究了纳米复合材料研究的模型,该模型能够检查所有具有椭圆形、圆柱形、球形和矩形增强体的纳米复合材料。此外,与其他一些模型不同,该模型还包括相间部分的影响。从该模型获得的结果与实验测试的结果进行了比较。此外,在目前的研究中,没有使用经典的连续介质理论,而是使用广义连续介质力学并与上述模型相结合,为研究纳米复合材料提供了更准确的模型。在评估纳米复合材料的材料性能后,还研究了它们的静态和动态行为,并研究了各种参数的影响,例如界面部分的体积分数、增强体的几何形状、纤维的体积分数、梯度参数、非局域性和磁场。根据结果进行调查。