Stress concentration at a penny-shaped crack in a nonhomogeneous medium under torsion
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Publication:813822
DOI10.1007/S00707-005-0263-XzbMath1082.74043OpenAlexW1986564899MaRDI QIDQ813822
Gan-Yun Huang, Shou Wen Yu, Yue-Sheng Wang
Publication date: 31 January 2006
Published in: Acta Mechanica (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/s00707-005-0263-x
Related Items (5)
Torsion problem for elastic multilayered finite cylinder with circular crack ⋮ Acoustic and elastic scattering by continuously stratified media ⋮ Modeling method for the crack problem of a functionally graded interfacial zone with arbitrary material properties ⋮ Solving the torsion problem for an anisotropic prism by the advanced Kantorovich-Vlasov method ⋮ Torsion analysis of finite solid circular cylinders with multiple concentric planar cracks
Cites Work
- Fracture analysis of a functionally graded interfacial zone under plane deformation
- On the penny-shaped crack in a nonhomogeneous interlayer of adjoining two different elastic materials
- Axisymmetric crack problem in bonded materials with a graded interfacial region
- The breaking of a non-homogeneous fiber embedded in an infinite non-homogeneous medium
- Fracture analysis of functionally graded coatings: Plane deformation
- The penny-shaped crack at a bonded plane with localized elastic non-homogeneity
- On the dynamic propagation of an anti-plane shear crack in a functionally graded piezoelectric strip
- On the Mechanical Modeling of Functionally Graded Interfacial Zone With a Griffith Crack: Anti-Plane Deformation
- Transient dynamic stress intensity factors around a crack in a nonhomogeneous interfacial layer between two dissimilar elastic half-planes
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