用边界元法计算纳米增强材料线性弹性的Navier方程的解。

Andrés Felipe Hernández Marulanda, Leidy Johana Gaviria
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引用次数: 0

摘要

本文针对纳米增强复合材料在恒外力作用下的线弹性问题,提出了一种基于径向基函数和边界元法求解线弹性方程(Navier方程)的计算算法。研究确定了使用算法是否可以预测用于制造下肢假体的碳纳米管增强复合材料在变形、位移和应力水平上的二维几何变化,并证明在承受恒定力时符合预期要求。因此,通过算法的实现和对所获得信息的分析,支持了恒力作用下纳米增强复合材料用于下肢假肢研制的选择过程。根据开发的算法和发现的结果,边界元方法可以模拟复合材料(A36钢,碳纳米管浓度为1%,2%,3%)的力学行为。
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Solución de la ecuación de Navier para el cálculo de elasticidad lineal en materiales nanoreforzados utilizando el método de elementos de frontera.
In this paper, the study of linear elasticity is proposed in a nano reinforced composite material subjected to a constant external force in order to be used in the manufacture of lower limb prostheses, for which a computational algorithm was developed that solves the equation of linear elasticity (Navier equation), using the  boundary  element method and radial base functions. It was determined if the use of an algorithm can predict the change in a two-dimensional geometry at the level of deformations, displacements and stresses in a composite material reinforced with carbon nanotubes used in the manufacture of lower limb prostheses and demonstrate compliance with the desired requirements when subjected to constant force. Therefore, with the implementation of the algorithm and the analysis of the information obtained, the selection process of a nano-reinforced composite material for use in the development of lower limb prostheses is supported when subjected to constant force. According to the algorithm developed and the results found, the boundary element method allows the simulation of the mechanical behavior of a composite material (A36 steel, at carbon nanotube concentrations of 1%, 2%, 3%)
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发文量
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审稿时长
16 weeks
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