断裂(地质)
有限元法
尖晶石
镁
材料科学
耐火材料(行星科学)
相(物质)
领域(数学)
地质学
结构工程
冶金
复合材料
工程类
物理
数学
纯数学
量子力学
作者
Zain Ali,Shengli Jin,Dietmar Gruber
标识
DOI:10.1016/j.finel.2024.104279
摘要
Fracture in quasi-brittle materials, such as refractories and reinforced concrete, involves complex mechanisms due to a progressive micro-cracking process within a fracture process zone (FPZ). This study employs Wu's phase field model (PFM) to simulate fracture behaviour in a magnesia spinel refractory. The PFM integrates fracture mechanics and damage mechanics, predicting tortuous crack patterns when heterogeneous strength distribution is considered. Numerical simulations, including wedge splitting tests typically applied for fracture testing of refractories, demonstrate PFM's effectiveness in capturing fracture behaviour, offering a robust tool for simulation of fracture of refractories with reduced brittleness. Comparative analysis with experimental data confirms the model's accuracy and applicability. • Wu's Phase Field Model (PFM) accurately simulates fracture in magnesia spinel refractory. • PFM shows high accuracy in replicating experimental wedge splitting test fracture behaviour. • Bilinear softening law provides the best fit to magnesia spinel experimental data. • PFM effectively models heterogeneous strength distribution in magnesia spinel. • Mesh and load increment sensitivity are critical for accurate PFM simulations.
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