Titlebook: Contact Mechanics of Articular Cartilage Layers; Asymptotic Models Ivan Argatov,Gennady Mishuris Book 2015 Springer International Publishin

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Remediating Sites of Resource Extractionrk of the leading-order asymptotic model. Finally, the deformation problem for a transversely isotropic elastic layer bonded to a rigid substrate, and coated with a very thin elastic layer made of another transversely isotropic material is analyzed in Sect.?..

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Remediating Sites of Resource Extractionermined analytically based on the exact solution for elliptical contact between thin cartilage layers generally modeled as viscoelastic incompressible layers. In Sect.?., the equivalent Hunt–Crossley model for articular contact is developed in the framework of the short-time contact model for thin bonded biphasic layers.

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Frictionless Contact of Thin Viscoelastic Layers,odels for the viscoelastic case, based on the correspondence principle. In Sect.?., we consider the main features of the analytical technique for solving unilateral contact problems for a viscoelastic foundation. The axisymmetric contact problem for a thin bonded incompressible viscoelastic layer is

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Linear Transversely Isotropic Biphasic Model for Articular Cartilage Layer,. In Sects.?. and ., we consider the linear biphasic models of confined and unconfined compression, respectively, for the biphasic stress relaxation and the biphasic creep tests. Finally, in Sect.?. we outline the biphasic poroviscoelastic model, which accounts for the inherent viscoelasticity of th

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