边界和不均匀性对双层材料系统分层的影响

IF 4 2区 工程技术 Q2 MATERIALS SCIENCE, MULTIDISCIPLINARY International Journal of Damage Mechanics Pub Date : 2023-11-25 DOI:10.1177/10567895231216008
Chunlin Wu, Huiming Yin
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引用次数: 0

摘要

本文开发了基于夹杂物的边界元素法(iBEM),用于计算单层不均匀的双层复合材料的弹性场。应用双材料格林函数获得了由夹杂物上的源场的域积分和表面上的外加载荷的边界积分引起的弹性场。利用 Eshelby 的等效夹杂物方法(EIM),用非均质上的连续分布源场(即特征应变)模拟颗粒和基体相之间的材料失配,从而使 iBEM 可以计算局部场。沿界面的应力奇异性导致双材料在一定载荷下分层。裂纹的能量释放率(J)可通过 J 积分获得,从而预测分层的稳定性。当一层的刚度增加时,J 积分会以更高的梯度增加,从而导致稳定性降低。特别是通过改变裂纹长度和非均质性配置来说明边界和非均质性对 J 积分的影响,结果表明裂纹在开始阶段是稳定的,当裂纹尖端接近边界时变得不稳定;裂纹尖端附近较硬的非均质性降低了 J 值,提高了抗断裂性。对于稳定的开裂阶段,J 积分随非均匀性体积分数的增加而增加。该模型适用于封装层中含有气泡的双玻璃太阳能组件。利用 iBEM 评估了应力分布,并评估了 J 积分,以预测能量释放率的分层过程,结果表明气泡显著增加了 J 积分。此外,还研究了气泡大小、位置和数量对 J 积分的影响。本方法为层状材料和结构的设计与分析提供了强有力的工具。
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The effects of boundary and inhomogeneities on the delamination of a bi-layered material system
The inclusion-based boundary element method (iBEM) is developed to calculate the elastic fields of a bi-layered composite with inhomogeneities in one layer. The bi-material Green’s function has been applied to obtain the elastic field caused by the domain integral of the source fields on inclusions and the boundary integral of the applied loads on the surface. Using Eshelby’s equivalent inclusion method (EIM), the material mismatch between the particle and matrix phases is simulated with a continuously distributed source field, namely eigenstrain, on inhomogeneities so that the iBEM can calculate the local field. The stress singularity along the interface leads to the delamination of the bimaterials under a certain load. The crack’s energy release rate (  J) is obtained through the J-integral, which predicts the stability of the delamination. When the stiffness of one layer increases, the J-integral increases with a higher gradient, leading to lower stability. Particularly, the effect of the boundary and inhomogeneity on the J-integral is illustrated by changing the crack length and inhomogeneity configuration, which shows the crack is stable at the beginning stage and becomes unstable when the crack tip approaches the boundary; a stiffer inhomogeneity in the neighborhood of a crack tip decreases J and improves the fracture resistance. For the stable cracking phase, the J-integral increases with the volume fraction of inhomogeneity are evaluated. The model is applied to a dual-glass solar module with air bubbles in the encapsulant layer. The stress distribution is evaluated with the iBEM, and the J-integral is evaluated to predict the delamination process with the energy release rate, which shows that the bubbles significantly increase the J-integral. The effect of the bubble size, location, and number on the J-integral is also investigated. The present method provides a powerful tool for the design and analysis of layered materials and structures.
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来源期刊
International Journal of Damage Mechanics
International Journal of Damage Mechanics 工程技术-材料科学:综合
CiteScore
8.70
自引率
26.20%
发文量
48
审稿时长
5.4 months
期刊介绍: Featuring original, peer-reviewed papers by leading specialists from around the world, the International Journal of Damage Mechanics covers new developments in the science and engineering of fracture and damage mechanics. Devoted to the prompt publication of original papers reporting the results of experimental or theoretical work on any aspect of research in the mechanics of fracture and damage assessment, the journal provides an effective mechanism to disseminate information not only within the research community but also between the reseach laboratory and industrial design department. The journal also promotes and contributes to development of the concept of damage mechanics. This journal is a member of the Committee on Publication Ethics (COPE).
期刊最新文献
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