The Elastic Field of an Elliptic Inclusion With a Slipping Interface
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Publication:3719912
DOI10.1115/1.3171693zbMath0591.73018OpenAlexW2047353103MaRDI QIDQ3719912
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Publication date: 1986
Published in: Journal of Applied Mechanics (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1115/1.3171693
infinite serieselliptic inclusionuniform expansionelastic fieldsPapkovich-Neuber displacement potentialsslipping interface
Related Items (11)
Solutions of a singular integro-differential equation related to the adhesive contact problems of elasticity theory ⋮ On elastic fields of perfectly bonded and sliding circular inhomogeneities in an infinite matrix ⋮ Bifurcation of elastic solids with sliding interfaces ⋮ Linear elasticity of planar Delaunay networks. III: Self-consistent approximations ⋮ The Eshelby property of sliding inclusions ⋮ Some effective solutions for Prandtl's type integro‐differential equation ⋮ The boundary value problem for piezo-electric half space with thin elastic inclusion ⋮ The boundary value contact problem of electroelasticity for piecewise-homogeneous piezo-electric plate with elastic inclusion and cut ⋮ Elastic field perturbation by an elliptic inhomogeneity with a sliding interface ⋮ Transient stress relaxation around spherical inclusions by interfacial diffusion and sliding ⋮ Exact solutions of some singular integro-differential equations related to adhesive contact problems of elasticity theory
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