This paper evaluates the equivalent transverse shear and in-plane moduli of honeycomb cellular structures. The derivation is based upon a two scale method for the homogenization of periodic media. The equivalent two dimensional constitutive equations are evaluated analytically in terms of their geometry and material properties. The present results compare well with some of the existing analytical results obtained by conventional approaches and show the errors of some of the earlier results. The present method is a systemetic and rational technique for the homogenization of periodically inhomogeneous media. It allows us to derive the equivalent mechanical properties of honeybombs systemetically for the analysis and design of cellular structu...
Within the framework of \u393-convergence theory we derive a continuum model for the in-plane deform...
AbstractThe equivalent in-plane properties for hexagonal and re-entrant (auxetic) lattices are inves...
The polygonal honeycomb core has been vertically rotated and spliced to form a new three-dimensional...
This work deals with the influence of geometry on the equivalent transverse shear stiffness of honey...
A computational homogenization technique (CHT) based on the finite element method (FEM) is discussed...
This paper presents a method for calculating effective elastic moduli of honeycomb core of sandwich ...
An analytical formulation has been developed in this article for predicting the equivalent elastic p...
This work describes the transverse shear stiffness properties of a novel honeycomb with zero Poisson...
Abstract The homogenization of periodic hexachiral and tetrachiral honeycombs is dealt with two diff...
The effective static mechanical properties, such as the moduli of elasticity and rigidity and Poisso...
In this paper, both equivalent Young's modulus and bucking load of the honeycombs are calculated usi...
An analytical framework has been developed for predicting the equivalent in-plane elastic moduli (lo...
This paper presents some general two- and three-dimensional finite element models to study the equiv...
We have developed a theoretical model for predicting the in-plane mechanical properties of honeycomb...
Most prior work on modeling cellular structures either assumes a continuum model or homogenizes “ef...
Within the framework of \u393-convergence theory we derive a continuum model for the in-plane deform...
AbstractThe equivalent in-plane properties for hexagonal and re-entrant (auxetic) lattices are inves...
The polygonal honeycomb core has been vertically rotated and spliced to form a new three-dimensional...
This work deals with the influence of geometry on the equivalent transverse shear stiffness of honey...
A computational homogenization technique (CHT) based on the finite element method (FEM) is discussed...
This paper presents a method for calculating effective elastic moduli of honeycomb core of sandwich ...
An analytical formulation has been developed in this article for predicting the equivalent elastic p...
This work describes the transverse shear stiffness properties of a novel honeycomb with zero Poisson...
Abstract The homogenization of periodic hexachiral and tetrachiral honeycombs is dealt with two diff...
The effective static mechanical properties, such as the moduli of elasticity and rigidity and Poisso...
In this paper, both equivalent Young's modulus and bucking load of the honeycombs are calculated usi...
An analytical framework has been developed for predicting the equivalent in-plane elastic moduli (lo...
This paper presents some general two- and three-dimensional finite element models to study the equiv...
We have developed a theoretical model for predicting the in-plane mechanical properties of honeycomb...
Most prior work on modeling cellular structures either assumes a continuum model or homogenizes “ef...
Within the framework of \u393-convergence theory we derive a continuum model for the in-plane deform...
AbstractThe equivalent in-plane properties for hexagonal and re-entrant (auxetic) lattices are inves...
The polygonal honeycomb core has been vertically rotated and spliced to form a new three-dimensional...