Dynamic analysis of non-symmetric problems for frictionless indentation and plane crack extension
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Publication:1247234
DOI10.1007/BF00130466zbMath0379.73093MaRDI QIDQ1247234
Publication date: 1978
Published in: Journal of Elasticity (Search for Journal in Brave)
Related Items (9)
Non-symmetric indentation of an elastic half-plane ⋮ Contact vibration analysis of the functionally graded material coated half-space under a rigid spherical punch ⋮ Sliding and indentation by a rigid half-wedge with friction and displacement coupling effects ⋮ Quasi-brittle dynamic fracture with damping due to crack edge failure zones ⋮ Frictionless indentation by a rigid wedge: The effect of tangential displacements in the contact zone ⋮ Dynamic frictional identation of an elastic half-plane by a rigid punch ⋮ Dynamic studies of running half-plane and cruciform cracks ⋮ Exact transient results for pure and grazing indentation with friction ⋮ Dynamic analysis of wedge-assisted surface crack growth in tension
Cites Work
- Some dynamic problems of the theory of elasticity - a review
- Non-symmetric extension of a plane crack due to tensile pre-stress and dilatational waves
- Symmetrical frictionless indentation over a uniformly expanding contact region. I: Basic analysis
- Correction and extension of Broberg's results on brittle crack propagation
- High speed indentation of an elastic half-space by conical or wedge- shaped indentors
- Symmetrical indentation over a uniformly expanding contact region. II: Perfect adhesion
- Non-symmetric extension of a small flaw into a plane crack at a constant rate under polynomial-form loadings
- Dislocations as sources of fracture
- Self-similar problems in elastodynmics
- Transient Stresses in an Elastic Half Space Resulting from the Frictionless Indentation of a Rigid Wedge‐Shaped Die
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