Pages that link to "Item:Q1805155"

The following pages link to On the relation between polyconvexity and rank-one convexity in nonlinear elasticity (Q1805155):

Displaying 18 items.

• The exponentiated Hencky-logarithmic strain energy. II: Coercivity, planar polyconvexity and existence of minimizers (Q493569) (← links)
• On the rank 1 convexity of stored energy functions of physically linear stress-strain relations (Q873161) (← links)
• Conditions necessaires de faible fermeture et de 1-rang convexity en dimension 3. (Necessary conditions for weak closure and rank-one convexity in three-dimensional elasticity) (Q1104797) (← links)
• On the ubiquity of fracture in nonlinear elasticity (Q1307638) (← links)
• Rank-one convexity implies polyconvexity in isotropic planar incompressible elasticity (Q1653059) (← links)
• Partial regularity for certain classes of polyconvex functionals related to nonlinear elasticity (Q1895726) (← links)
• Necessary and sufficient conditions for isotropic rank-one convex functions in dimension 2 (Q1898367) (← links)
• Sharp rank-one convexity conditions in planar isotropic elasticity for the additive volumetric-isochoric split (Q2028436) (← links)
• Null Lagrangians in Cosserat elasticity (Q2028437) (← links)
• Automatic quasiconvexity of homogeneous isotropic rank-one convex integrands (Q2149085) (← links)
• Generalized convexity in nonlinear elasticity with applications to unilateral contact (Q2389009) (← links)
• Equivalence between rank-one convexity and polyconvexity for some classes of elastic materials (Q2494250) (← links)
• When rank-one convexity meets polyconvexity: an algebraic approach to elastic binodal (Q2633558) (← links)
• Beyond polyconvexity: an existence result for a class of quasiconvex hyperelastic materials (Q2978109) (← links)
• (Q3023972) (← links)
• Quasiconvex relaxation of isotropic functions in incompressible planar hyperelasticity (Q4965367) (← links)
• A rank-one convex, nonpolyconvex isotropic function on with compact connected sublevel sets (Q5070598) (← links)
• Molecular dynamics inferred transfer learning models for finite‐strain hyperelasticity of monoclinic crystals: Sobolev training and validations against physical constraints (Q6070057) (← links)