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Characteristics of crack growth in brittle solids with the effects of material heterogeneity and multi-crack interaction
by
Yin, Zhen-Yu
, Chen, Weizhong
, Wang, Luyu
in
Algorithms
/ Automotive Engineering
/ Brittleness
/ Characterization and Evaluation of Materials
/ Civil Engineering
/ Classical Mechanics
/ Crack propagation
/ Crack tips
/ Energy release rate
/ Engineering
/ Finite element method
/ Heterogeneity
/ Mathematical models
/ Mechanical Engineering
/ Numerical models
/ Stress distribution
/ Stress propagation
2024
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Characteristics of crack growth in brittle solids with the effects of material heterogeneity and multi-crack interaction
by
Yin, Zhen-Yu
, Chen, Weizhong
, Wang, Luyu
in
Algorithms
/ Automotive Engineering
/ Brittleness
/ Characterization and Evaluation of Materials
/ Civil Engineering
/ Classical Mechanics
/ Crack propagation
/ Crack tips
/ Energy release rate
/ Engineering
/ Finite element method
/ Heterogeneity
/ Mathematical models
/ Mechanical Engineering
/ Numerical models
/ Stress distribution
/ Stress propagation
2024
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While trying to remove the title from your shelf something went wrong :( Kindly try again later!
Do you wish to request the book?
Characteristics of crack growth in brittle solids with the effects of material heterogeneity and multi-crack interaction
by
Yin, Zhen-Yu
, Chen, Weizhong
, Wang, Luyu
in
Algorithms
/ Automotive Engineering
/ Brittleness
/ Characterization and Evaluation of Materials
/ Civil Engineering
/ Classical Mechanics
/ Crack propagation
/ Crack tips
/ Energy release rate
/ Engineering
/ Finite element method
/ Heterogeneity
/ Mathematical models
/ Mechanical Engineering
/ Numerical models
/ Stress distribution
/ Stress propagation
2024
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Characteristics of crack growth in brittle solids with the effects of material heterogeneity and multi-crack interaction
Journal Article
Characteristics of crack growth in brittle solids with the effects of material heterogeneity and multi-crack interaction
2024
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Overview
Despite the extensive research on crack propagation in brittle solids, numerous unexplored problems still necessitate in-depth study. In this work, we focus on numerical modeling of multi-crack growth, aiming to explore the effect of material heterogeneity and multi-crack interaction on this process. To do this, an improved singular-finite element method (singular-FEM) is proposed with incorporation of heterogeneity and crack interaction. An efficient algorithm is proposed for simulating multi-crack propagation and interaction. Stress singularity near crack tip is reproduced by the singular elements. The singular-FEM is convenient and cost-effective, as the zone far away from crack tips is directly discretized using linear elements, in contrast to the quadratic or transition elements utilized in traditional FEM. Next, the proposed method is validated through benchmark study. Numerical results demonstrate that the superiority of the singular-FEM, which combines the merits of low cost and high accuracy. Then, the mechanics of crack growth are explored in more complex scenarios, accounting for the effects of crack interaction, loading condition and heterogeneity on crack trajectory, stress field and energy release rate. The findings reveal that the combined effect of heterogeneity and crack interaction plays a critical role in the phenomenon of crack growth, and the proposed method is capable of effectively modeling the process.
Publisher
Springer Netherlands,Springer Nature B.V
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