Concepedia

The asymptotic stress field for a rigid circular inclusion at the interface of two bonded dissimilar elastic half-space materials

Xian‐Fang Li, Tian-You Fan

International Journal of Solids and Structures · 2001 · 26 citations · 15 references

Concepts

Materials ScienceNonlinear ElasticityEngineeringAsymptotic Stress FieldMechanical BehaviorMechanicsRigid Circular InclusionMechanical EngineeringElasticity (Physics)Solid MechanicsContinuum MechanicSoft MatterMaterial NonlinearitiesMechanics Of Materials

References

15

Self similar solutions to adhesive contact problems with incremental loading

D. A. Spence · Proceedings of the Royal Society of London A Mathematical and Physical Sciences · 1968 · 253 citations

THE PENNY-SHAPED CRACK ON AN INTERFACE

J.R. Willis · The Quarterly Journal of Mechanics and Applied Mathematics · 1972 · 121 citations

Engineering, Quarterly Journal, Physics +15

Three-Dimensional Stress Fields of Elastic Interface Cracks

Taro Nakamura · Journal of Applied Mechanics · 1991 · 120 citations

Materials Science, Engineering, Three-dimensional Bimaterial Plates +15

The Stress-Intensity Factor for a Penny-Shaped Crack Between Two Dissimilar Materials

M.K. Kassir, A. M. Bregman · Journal of Applied Mechanics · 1972 · 108 citations

Engineering, Dissimilar Materials, Mechanical Engineering +20

Inclusion Problems

T. Mura · Applied Mechanics Reviews · 1988 · 103 citations

Materials Science, Inclusion Problems, Engineering +11