基于能量平衡的各向同性黏结带模型损伤判据

A. Chrysochoos, L. Daridon, M. Renouf
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引用次数: 0

摘要

本文的目的是在不可逆过程的非线性热力学框架下,提出一个内聚区模型(CZM)的能量损伤准则。研究了一种各向同性弹性损伤材料的等温变形。因此,损伤是伴随变形过程的唯一不可逆效应,该机制被认为是完全耗散的。一旦选择了分离律和损伤状态变量,就可以根据能量平衡自动导出损伤判据。根据这一观察结果,导出了给定牵引分离律和损伤状态变量选择的CZM,并使用从文献中提取的实验基准弯曲试验分析了其数值预测的质量。最后给出了裂纹路径周围的损伤场、弹性场和耗散能场。
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A damage criterion based on energy balance for isotropic cohesive zone model
The objective of this paper is to present an energy damage criterion for cohesive zone models (CZM) within the framework of the non-linear thermodynamics of irreversible processes (TIP). An isotropic elastic damageable material is considered for isothermal transformations. Damage is then the only irreversible effect accompanying the deformation process and this mechanism is supposed to be fully dissipative. Once a separation law and a damage state variable have been chosen, the paper shows that the damage criterion can be automatically derived from the energy balance. From this observation, a CZM is derived for a given choice of traction-separation law and damage state variable and the quality of its numerical predictions is analyzed using an experimental benchmark bending test extracted from literature. Finally, damage, elastic and dissipated energy fields around the crack path are shown during this rupture test.
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