Multiple rigid line inclusions (anti-cracks) in a multilayered orthotropic medium under anti-plane loading

Li, J. E.

doi:10.1007/s00033-021-01658-9

Z. Angew. Math. Phys.

2022

DOI: 10.1007/s00033-021-01658-9

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Multiple rigid line inclusions (anti-cracks) in a multilayered orthotropic medium under anti-plane loading

J. E. Li

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2024

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Theoretical Review of Weight Functions for Rigid Line Inclusions: Implications for Stress Singularities and Crack Propagation

Charitidis J. Panagiotis

2024

Int J Sci Res Sci Eng Technol

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A comprehensive theoretical analysis of weight functions for rigid line inclusions in elastic materials is presented. Classical fracture mechanics approaches were extended to accurately predict stress intensity factors (SIFs) at the tips of these inclusions, which are crucial for understanding material failure. The analysis covered both static and dynamic loading conditions, including transient Mode-III problems. Weight functions for various deformation modes were derived, and the impact of rigid line inclusions on stress singularities and crack propagation was explored. These insights are valuable for the design and analysis of composite structures and materials subjected to dynamic loading.

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Theoretical Review of Weight Functions for Rigid Line Inclusions: Implications for Stress Singularities and Crack Propagation

Charitidis J. Panagiotis

2024

Int J Sci Res Sci Eng Technol

View full text Add to dashboard Cite

show abstract

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Multiple rigid line inclusions (anti-cracks) in a multilayered orthotropic medium under anti-plane loading

Cited by 1 publication

References 25 publications

Theoretical Review of Weight Functions for Rigid Line Inclusions: Implications for Stress Singularities and Crack Propagation

Theoretical Review of Weight Functions for Rigid Line Inclusions: Implications for Stress Singularities and Crack Propagation

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