Add to ORKGThe use in continuum mechanics of weak diffeomorphisms, Cartesian currents and curvature k-varifolds with boundary is discussed. The attention is focused on the analysis of the existence of minimizers for the energies of elastic complex bodies and bodies admitting cracks. The interplay between the analytical features and the physical needs is stressed
We propose a procedure to obtain a consistent, mesh-objective, continuous model starting from chains...
Some contemporary ideas from differential geometry are applied to continuum mechanics. The Lie deriv...
A two-dimensional atomic mass spring system is investigated for critical fracture loads and its crac...
The use in continuum mechanics of weak diffeomorphisms, Cartesian currents and curvature k-varifolds...
In a set of infinitely many reference configurations differing from a chosen fit region B in the thr...
Equilibrium states of elasticbrittle solids that may suffer nucleation of cracks in finite deformati...
Equilibrium states of elastic-brittle solids that may suffer nucleation of cracks in finite deformat...
In this paper we introduce some new classes of functions, among these a class of weak diffeomorphism...
In this paper, we present and analyze a variational model in nonlinear elasticity that allows for ca...
We analyze the possible nucleation of cracked surfaces in materials in which changes in the materia...
On the ground of four axioms we define thekinematics of perfectly elastic bodies and in particular t...
We analyze the lower semicontinuous envelope of the curvature functional of Cartesian surfaces in co...
This contributed volume explores the applications of various topics in modern differential geometry ...
A striking geometric property of elastic bodies with dislocations is that the deformation tensor can...
summary:A weak (generalized) solution to the boundary-value problems in Cosserat continuum is define...
We propose a procedure to obtain a consistent, mesh-objective, continuous model starting from chains...
Some contemporary ideas from differential geometry are applied to continuum mechanics. The Lie deriv...
A two-dimensional atomic mass spring system is investigated for critical fracture loads and its crac...
The use in continuum mechanics of weak diffeomorphisms, Cartesian currents and curvature k-varifolds...
In a set of infinitely many reference configurations differing from a chosen fit region B in the thr...
Equilibrium states of elasticbrittle solids that may suffer nucleation of cracks in finite deformati...
Equilibrium states of elastic-brittle solids that may suffer nucleation of cracks in finite deformat...
In this paper we introduce some new classes of functions, among these a class of weak diffeomorphism...
In this paper, we present and analyze a variational model in nonlinear elasticity that allows for ca...
We analyze the possible nucleation of cracked surfaces in materials in which changes in the materia...
On the ground of four axioms we define thekinematics of perfectly elastic bodies and in particular t...
We analyze the lower semicontinuous envelope of the curvature functional of Cartesian surfaces in co...
This contributed volume explores the applications of various topics in modern differential geometry ...
A striking geometric property of elastic bodies with dislocations is that the deformation tensor can...
summary:A weak (generalized) solution to the boundary-value problems in Cosserat continuum is define...
We propose a procedure to obtain a consistent, mesh-objective, continuous model starting from chains...
Some contemporary ideas from differential geometry are applied to continuum mechanics. The Lie deriv...
A two-dimensional atomic mass spring system is investigated for critical fracture loads and its crac...