International audienceIn the recent years, lattice modelling proved to be a topic of renewed interest. Indeed, fields as distant as chemical modelling and biological tissue modelling use network models that appeal to similar equilibrium laws. In both cases, obtaining an equivalent continuous model allows to simplify numerical procedures. We describe an homogenization technique designed for discrete structures that provides a limit continuum mechanics model and, in the special case of hexagonal lattices, we investigate the symmetry properties of the limit constitutive law
Under certain natural conditions the dynamics of large, low-mass lattice structures with a regular i...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...
International audienceIn the recent years, lattice modelling proved to be a topic of renewed interes...
International audienceWe consider very large periodic trusses called lattice structures. In classica...
International audienceWe consider very large periodic trusses called lattice structures. In classica...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceWe consider a very large periodic truss call lattices structures. In classical...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
An asymptotic scheme is generated that captures the motion of waves within discrete hexagonal and ho...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
Under certain natural conditions the dynamics of large, low-mass lattice structures with a regular i...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...
International audienceIn the recent years, lattice modelling proved to be a topic of renewed interes...
International audienceWe consider very large periodic trusses called lattice structures. In classica...
International audienceWe consider very large periodic trusses called lattice structures. In classica...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceThis paper tracks the development of lattice models that aim to describe linea...
International audienceWe consider a very large periodic truss call lattices structures. In classical...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
An asymptotic scheme is generated that captures the motion of waves within discrete hexagonal and ho...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
Computational first-order homogenization theory is used for the elastic analysis of generally anisot...
Under certain natural conditions the dynamics of large, low-mass lattice structures with a regular i...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...
The properties of mechanical meta-materials in the form of a periodic lattice have drawnthe attentio...