37 research outputs found
The asymptotic solution of the contact problem for a three-dimensional elastic body of finite dimensions
Full text linkAsymptotic modeling of reciprocating sliding wear with application to local interwire contact
Full text linkThe indentation of a punch in the form of an elliptic paraboloid into the plane boundary of an elastic body
Full text linkIntegral characteristics of rigid inclusions and cavities in the two-dimensional theory of elasticity
Full text linkThe pressure of a punch in the form of an elliptic paraboloid on an elastic layer of finite thickness
Full text linkThe asymptotic solution of a contact problem with a half-unknown boundary of the contact region
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Depth-sensing indentation of a transversely isotropic elastic layer: Second-order asymptotic models for canonical indenters
Get PDFAbstractSimple analytical approximations to the frictionless indentation problem for a transversely isotropic layer are obtained for spherical, conical, and pyramidal indenters as well as for axisymmetric indenters of power-low profile and self-similar non-axisymmetric indenters. These approximations are asymptotically exact in the small-contact limit. The results obtained are validated in the case of an isotropic layer for spherical and conical indenters
