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

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書目名稱Contact Mechanics of Articular Cartilage Layers讀者反饋




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館長

Functional Tethered Bilayer Lipid Membranes. 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 the solid matrix.

Gourmet

大氣層

Functional Tethered Bilayer Lipid Membranesodels 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

cognizant

細(xì)胞

The Impact of Extracting Resourcesicular cartilage bonded to subchondral bone is modeled as a transversely isotropic biphasic material consisting of a solid phase and a fluid phase. In Sect.?., the same problem is reconsidered with the effect of inherent viscoelasticity of the solid matrix taken into account. The frictionless unilat

細(xì)胞

Remediating Sites of Resource Extractioncontact interaction between thin cartilage layers. In Sect.?., the normal contact forces, which are needed for multibody dynamics simulations, are determined analytically based on the exact solution for elliptical contact between thin cartilage layers generally modeled as viscoelastic incompressible

小鹿

灌輸

https://doi.org/10.1007/978-3-662-05326-3d are bonded to rigid substrates shaped like elliptic paraboloids. In this final chapter, treating the term “sensitivity” in a broad sense, we study the effects of deviation of the substrate’s shape from the elliptic (Sect.?.) and of nonuniform thicknesses of the contacting incompressible layers (Se

要控制

Ivan Argatov,Gennady MishurisPresents a comprehensive and unifying approach to articular contact mechanics.Reviews the asymptotic analysis of the deformational behaviour of thin layers.Includes exact solutions for asymptotic mode