Pages that link to "Item:Q2567383"

The following pages link to Hyperelastic constitutive modeling under finite strain (Q2567383):

Displaying 37 items.

• Hyperelastic models for rubber-like materials: consistent tangent operators and suitability for Treloar's data (Q396300) (← links)
• Hyper-elastic constitutive equations of conjugate stresses and strain tensors for the Seth-Hill strain measures (Q536421) (← links)
• Strain energy-based homogenization of nonlinear elastic particulate composites (Q541019) (← links)
• Implementation of a strain energy-based nonlinear finite element in the object-oriented environment (Q615093) (← links)
• A comparative study of hyperelastic and hypoelastic material models with constant elastic moduli for large deformation problems (Q726290) (← links)
• Sandwich column buckling -- a hyperelastic formulation (Q835927) (← links)
• Column buckling with shear deformations-A hyperelastic formulation (Q837418) (← links)
• A constitutive model dealing with damage due to cavity growth and the Mullins effect in rubber-like materials under triaxial loading (Q957452) (← links)
• Polymer networks with slip-links. I: Constitutive equations for an uncross-linked network (Q1018430) (← links)
• An Eulerian multiplicative constitutive model of finite elastoplasticity (Q1042274) (← links)
• The integration of analysis and testing for the simulation of the response of hyperelastic materials (Q1099689) (← links)
• The Blatz-Ko material model and homogenization (Q1261832) (← links)
• On a class of constitutive models for highly deforming compressible materials (Q1261838) (← links)
• The simple tension problem at large volumetric strains computed from finite hyperelastic material laws (Q1265358) (← links)
• Hyperelastic homogenized law for reinforced elastomer at finite strain with edge effects (Q1271630) (← links)
• A second order constitutive theory for hyperelastic materials (Q1302075) (← links)
• Finite strain -- isotropic hyperelasticity. (Q1427156) (← links)
• A framework for microplane models at large strain, with application to hyperelasticity. (Q1429547) (← links)
• Finite element models of hyperelastic materials based on a new strain measure (Q1798695) (← links)
• On drilling degrees of freedom in nonlinear elasticity and a hyperelastic material description in terms of the stretch tensor. I: Theory (Q1814894) (← links)
• A large strain isotropic elasticity model based on molecular dynamics simulations of a metallic glass (Q1937108) (← links)
• Hyperelastic materials behavior modeling using consistent strain energy density functions (Q1958590) (← links)
• Lateral buckling of beams with shear deformations - A hyperelastic formulation (Q1960032) (← links)
• Material characterization and computations of a polymeric metamaterial with a pantographic substructure (Q1990742) (← links)
• A variational differential quadrature solution to finite deformation problems of hyperelastic shell-type structures: a two-point formulation in Cartesian coordinates (Q2164519) (← links)
• An anisotropic hyperelastic model with an application to soft tissues (Q2332498) (← links)
• An explicit, direct approach to obtain multi-axial elastic potentials which accurately match data of four benchmark tests for rubbery materials. II: general deformations (Q2392372) (← links)
• Constitutive equations for the nonlinear elastic response of rubbers (Q2508005) (← links)
• In-plane buckling of prismatic funicular arches with shear deformations (Q2511649) (← links)
• Nonlinear bending analysis of hyperelastic Mindlin plates: a numerical approach (Q2663261) (← links)
• A continuum hyperelastic model for auxetic materials (Q2830141) (← links)
• Unified numerical treatment of hyperelastic and rubber‐like constitutive laws (Q3985107) (← links)
• Glyph and hyperstreamline representation of stress and strain tensors and material constitutive response (Q4456106) (← links)
• Magnetorheological Elastomer’s Material Modeling and Parameter Determination by Using the Energy-based Method (Q4972562) (← links)
• An invariant‐free formulation of neo‐Hookean hyperelasticity (Q6064985) (← links)
• Three-dimensional free vibration analysis of hyperelastic structures under bending load using the VDQ-transformed method (Q6538256) (← links)
• A VDQ-based multifield approach to the 2D compressible nonlinear elasticity (Q6555385) (← links)