粘弹性
消散
材料科学
机械
裂纹扩展阻力曲线
工作(物理)
流离失所(心理学)
位移场
断裂力学
本构方程
裂纹尖端张开位移
断裂(地质)
稳态(化学)
幂律
裂缝闭合
复合材料
数学
热力学
物理
有限元法
化学
统计
心理治疗师
物理化学
心理学
作者
Chung-Yuen Hui,Bangguo Zhu,Rong Long
标识
DOI:10.1016/j.jmps.2021.104748
摘要
We compare the predictions of different theories on the steady state growth of a Mode I crack in linear viscoelastic solids. The theories studied in this work include those by Knauss, Schapery, Persson and Brener. The comparisons focus on the fractional dissipation rate and the relationship between crack growth velocity and fracture energy. Analytical solutions are carried out using realistic constitutive models such as the Generalized Maxwell Solid (GMS) and the Power Law Solid (PLS). These theories are tested against two different sets of experimental data reported in the literature. We also present new results such as the strain field directly ahead of the crack tip, the residual strain on the crack surfaces and the crack opening displacement (COD). We use the expressions for COD to study the shape and size of the “viscoelastic trumpet” proposed by de Gennes. Using a new approach, we study the shape and size of the viscoelastic dissipation zone around the crack tip and discuss its dependence on the crack growth velocity.
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