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Determining indentation fracture toughness of ceramics by finite element method using virtual crack closure technique

机译:利用虚拟裂纹闭合技术确定有限元法测定陶瓷的压痕断裂韧性

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摘要

Based on indentation cracks produced by Vickers indentation tests on Silicon Nitride and Fused Silica, fracture toughness (K-IC) of the two materials was determined by a Vickers indentation finite element model using virtual crack closure technique (VCCT). The elastic modulus and yield stress of the materials needed in finite element simulation were determined by using dimensionless expressions specially established for ceramic materials, which revealed the approximate numerical relationship between indentation responses and elastoplastic properties of ceramic materials. Computed K-IC was obtained by calculating the stress intensity factor (K-I) at crack tip. Considering that the calculated stress intensity factor (K-I) varied distinctly along an ideal semi-circle crack front, the equi-K-I crack front was acquired through successive simulation and adjustment. By comparison, the computed K-IC values of equi-K-I crack fronts were in good consistence with the reference K-IC of the two materials, while those of the semi-circle crack fronts presented significant errors. The results indicated that indentation fracture toughness could be well determined by employing finite element method (FEM) and VCCT, and the obtainment of equi-K-I crack front was crucial to the accuracy of computed fracture toughness.
机译:基于由氮化硅和熔融二氧化硅的维氏压痕试验产生的压痕裂缝,使用虚拟裂纹闭合技术(VCCT)通过维氏缩进有限元模型测定两种材料的断裂韧性(K-IC)。通过使用针对陶瓷材料的特别建立的无量纲表达来确定有限元模拟所需材料的弹性模量和屈服应力,这揭示了陶瓷材料的凹口反应和弹性塑性性能之间的近似数值关系。通过计算裂纹尖端的应力强度因子(K-I)来获得计算的K-IC。考虑到计算的应力强度因子(K-1)沿着理想的半圆裂纹前沿变化,通过连续模拟和调整获得Equi-K-I裂缝前沿。相比之下,Equi-k-i裂纹前沿的计算的K-IC值与两种材料的参考k-IC保持良好,而半圆裂纹前线的k-IC呈现出显着的误差。结果表明,通过采用有限元法(FEM)和VCCT,可以通过采用有限元方法(FEM)和VCCT来充分确定压痕断裂韧性,并且对Equi-k-i裂缝前沿的获得对于计算的断裂韧性的准确性至关重要。

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