On local and global universal relations in elasticity
From MaRDI portal
Publication:788524
DOI10.1007/BF00041085zbMath0531.73008OpenAlexW2047656030MaRDI QIDQ788524
Alan S. Wineman, Mukesh V. Gandhi
Publication date: 1984
Published in: Journal of Elasticity (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/bf00041085
circular cylinderglobalhomogeneous deformationlocaluniversal relationscomponents of stress and stretch tensorsdeformation-like quantitiesforce-like quantitiesindependent of material propertiesrelations of first typeresultant forces or momentsRivlin's global universal relationsecond typesimple shear superposed on triaxial extensionsmall amplitude axial or circumferential shearing superposed on finite extension and inflation
Related Items
Local and global universal relations for first-gradient materials, New universal relations for nonlinear isotropic elastic materials, Universal Relations for Fiber-Reinforced Elastic Materials, Universal Relations in Constrained Elasticity, An analysis driven construction of distortional-mode-dependent and Hill-stable elastic potential with application to human brain tissue, On the coupling of rectilinear shear and stretching in a slab made of incompressible elastic neo-Hookean materials: analytic formulation and finite element validation, Comparison behavior of two compressible isotropic hyperelastic models in framework of a coupled axial stretch to simple shear test, A class of universal relations for constrained, isotropic elastic materials, Dimensional changes during shear without normal tractions (the Poynting effect) in nonlinear viscoelastic fiber-reinforced solids, Deformations of an elastic, internally constrained material. I: Homogeneous deformations, On universal relations in orthotropic material subclasses, Family of continuous strain-consistent convective tensor rates and its application in Hooke-like isotropic hypoelasticity, Universal relations for a new class of elastic bodies
Cites Work
