用于有限元分析的各种超弹性模型和元素类型的对比分析

Designs Pub Date : 2023-11-22 DOI:10.3390/designs7060135
Po-Sen Lin, Olivier Le Roux de Bretagne, M. Grasso, James Brighton, Chris StLeger-Harris, Owen Carless
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摘要

本研究旨在利用现有文献中的实验数据,评估九种不同超弹性模型的精确度。这些模型依赖于通过曲线拟合函数获得的参数。弹性体的非线性、不可压缩行为导致了有限元模型的复杂性。要实现精确的表示,必须采用复杂的超弹性模型和适当的元素类型和公式。之前发表的研究主要侧重于拟合模型与实验数据之间的比较。而在本研究中,将有限元分析得出的结果与原始数据进行比较,以评估元素配方、应变范围和网格类型对准确预测弹性体在各种应变值范围内的响应能力的影响。比较结果证实,元素配方和应变范围会对结果的准确性产生重大影响,而且由于曲线拟合工具的限制,在不同的应变范围内会产生不同的响应。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Comparative Analysis of Various Hyperelastic Models and Element Types for Finite Element Analysis
This study aims to evaluate the precision of nine distinct hyperelastic models using experimental data sourced from the existing literature. These models rely on parameters obtained through curve-fitting functions. The complexity in finite element models of elastomers arises due to their nonlinear, incompressible behaviour. To achieve accurate representations, it is imperative to employ sophisticated hyperelastic models and appropriate element types and formulations. Prior published work has primarily focused on the comparison between the fitting models and the experimental data. Instead, in this study, the results obtained from finite element analysis are compared against the original data to assess the impact of element formulation, strain range, and mesh type on the ability to accurately predict the response of elastomers over a wide range of strain values. This comparison confirms that the element formulation and strain range can significantly influence result accuracy, yielding different responses in various strain ranges also because of the limitation with the curve fitting tools.
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