波纹度
微尺度化学
材料科学
代表性基本卷
本构方程
正交异性材料
复合材料
微观力学
各向同性
损伤力学
平纹织物
有限元法
压力(语言学)
损伤容限
机织物
结构工程
纱线
复合数
工程类
数学
微观结构
语言学
数学教育
物理
哲学
量子力学
作者
Jie Sun,Ang Wang,Hongneng Cai,Xuecheng Han,Zhi-Yuan Wei,Yaping Huang
标识
DOI:10.1016/j.ijmecsci.2023.108604
摘要
In this paper, a novel multiscale progressive damage model is proposed to study the complex mechanical behavior and damage mechanism of plain woven composites. In the macroscale, composites are treated as full-scale model with three-dimensional solid elements. The mechanical response of element integration points depends on the mesoscale constitutive relationship, including orthotropic undulating yarn and isotropic matrix. Based on the microscopic representative volume element (RVE), the stress amplification factor (SAF) database is introduced to characterize the microscale stress state of the fiber and matrix. SAF is used to realize the stress correlation calculation from the yarn level to the micro level, and a progressive damage model based on the micro-mechanics of failure (MMF) theory is developed. Quasi-static tension experiments are carried out to validate the accuracy of the model, and the influence of meso‑scale waviness and non-waviness constitutive models on the simulation results is compared. The results indicate the waviness constitutive model predicts are more consistent with the experimental results, and the prediction deviations about modulus, failure strength and failure strain are around 5%. The damage initiation of matrix in the yarn and pure matrix occurs successively, and finally the fiber failure is the main cause of catastrophic damage. Furthermore, the proposed multiscale method can be further used to predict the strength and damage of full-size woven composites under complicated loading.
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