正交异性材料
断裂(地质)
复合材料
结构工程
材料科学
复合数
领域(数学)
拉伤
相(物质)
工程类
数学
有限元法
物理
内科学
医学
纯数学
量子力学
作者
Ba-Thanh Vu,H. Le Quang,Qi‐Chang He
出处
期刊:Engineering Computations
[Emerald (MCB UP)]
日期:2024-09-23
标识
DOI:10.1108/ec-12-2023-0951
摘要
Purpose The phase-field method of interfacial damage is used to simulate the damage in composite structures containing the brittle orthotropic materials and their interface. Design/methodology/approach In the brittle fracture modeling, the strain tensor is decomposed into positive and negative parts characterizing tension and compression behaviors. By requiring an elastic energy preserving transformation involving the elastic stiffness tensor, these two strain parts must satisfy the orthogonality condition in the sense that the elastic stiffness tensor responds as a metric. However, most of the recent phase-field methods for brittle fracture do not verify this orthogonality condition. Additionally, to describe the damage in structures with anisotropic phases, recent studies have used multiple phase-field variables, with each preferential orientation represented by a phase-field variable to describe the bulk damage of component materials. This approach increases the complexity of simulation procedure. These disadvantages motivate the present study aimed at enhancing the simulation method. Findings The present study improves the phase-field method of interfacial damage by (1) incorporating the strain orthogonality condition into the phase-field method; (2) using only one phase-field variable instead of multiple phase-field variables to simulate damage in component orthotropic phases; and (3) investigating the interaction between interfacial damage and bulk damage as well as the effect of orientation tensor of preferential orientation in each orthotropic phase and the interfacial parameters on crack branching in composite structures. Originality/value Through several simulation examples, the present simulation method is proven to be accurate, effective, and helps the simulation process simpler than previous relevant methods.
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