In this paper, a computational homogenization technique for thin‐structured sheets is
proposed, based on the computational homogenization concepts for first‐and second‐order …

This paper is concerned with the computation of the effective elastic properties of periodic
beam-like structures. The homogenization theory is used and leads to an equivalent …

This is the first part of a two-part paper dedicated to a new plate theory for out-of-plane
loaded thick plates where the static unknowns are those of the Kirchhoff–Love theory (3 in …

The dynamic behavior of discrete periodic one-dimensional structures is approached by
considering transverse vibrations of structures made of repeated unbraced frames …

This paper applies the asymptotic homogenization method to predict effective properties of
periodic heterogeneous beam structures. A improved FEM formulation and algorithm of the …

Spiral strands subjected to tensile force and bending loading display a nonlinear dissipative
behavior due to frictional interactions between their elementary wires. This study aims to …

The purpose of this paper is to investigate the static behavior of helical structures under axial
loads. Taking into account their translational invariance, the homogenization theory is …

In the hydroelastic analysis of large floating structures, the structural and hydrodynamic
analyses are coupled, and the structural stiffness plays an important role in the accurate …

In this article the transverse and longitudinal vibrations of periodic multi-frame structures are
modelled by means of the homogenisation method of discrete media. The objective is to …

This paper proposes a computational approach for studying the overall behaviour and local
stress state of strand-type structures. This method is based on the homogenization theory of …