AbstractPlane semi-analytical hybrid stress elements are formulated from the 3D Hellinger–Reissner principle for modelling moderately thick structural components with and without hollows subjected to loadings symmetric to the midsurface. These components possess symmetry in the thickness direction but could not be idealised as either plane stress or plane strain problems. 3D displacement and stress fields conforming to the exact plane stress solution are assumed and normal stresses on the surfaces parallel to the thickness direction are nullified. These 2D elements possess good convergence characteristics and simulate the 3D behaviour of solids whose stress free surfaces exhibit negligible out-of-plane distortion with good level of accuracy...
In the present paper a simple mixed-hybrid element for the linear analysis of Reissner-Mindlin plate...
An intensive study of the assumed variable distribution necessary for the Assumed Displacement Formu...
A quadrilateral plane element for analysis of spatial structures is often formulated by combining a ...
Plane semi-analytical hybrid stress elements are formulated from the 3D Hellinger–Reissner principle...
AbstractPlane semi-analytical hybrid stress elements are formulated from the 3D Hellinger–Reissner p...
Recently we formulated a 2D hybrid stress element from the 3D Hellinger-Reissner principle for the ...
Based on the recently proposed method of energy orthogonality enforcement between the stresses and d...
This paper is a survey of the use of assumed stress hybrid finite element methods for analyzing plat...
We present a general procedure for the development of hybrid axisymmetric elements based on the Hell...
It is pointed out that, if the equilibrium and compatible displacement-stress field is used in the h...
This chapter deals with the static and dynamic analysis of 2D solids, particularly in plane stress. ...
Based on a new functional in which displacements, strains and stresses are taken as independent vari...
The objective of this work is to develop an element technology to recover the plane stress response ...
In this paper, two efficient elements for analyzing thin plate bending are proposed. They are a tria...
Linear and quadratic Serendipity hybrid-stress elements are examined in respect of stability, coordi...
In the present paper a simple mixed-hybrid element for the linear analysis of Reissner-Mindlin plate...
An intensive study of the assumed variable distribution necessary for the Assumed Displacement Formu...
A quadrilateral plane element for analysis of spatial structures is often formulated by combining a ...
Plane semi-analytical hybrid stress elements are formulated from the 3D Hellinger–Reissner principle...
AbstractPlane semi-analytical hybrid stress elements are formulated from the 3D Hellinger–Reissner p...
Recently we formulated a 2D hybrid stress element from the 3D Hellinger-Reissner principle for the ...
Based on the recently proposed method of energy orthogonality enforcement between the stresses and d...
This paper is a survey of the use of assumed stress hybrid finite element methods for analyzing plat...
We present a general procedure for the development of hybrid axisymmetric elements based on the Hell...
It is pointed out that, if the equilibrium and compatible displacement-stress field is used in the h...
This chapter deals with the static and dynamic analysis of 2D solids, particularly in plane stress. ...
Based on a new functional in which displacements, strains and stresses are taken as independent vari...
The objective of this work is to develop an element technology to recover the plane stress response ...
In this paper, two efficient elements for analyzing thin plate bending are proposed. They are a tria...
Linear and quadratic Serendipity hybrid-stress elements are examined in respect of stability, coordi...
In the present paper a simple mixed-hybrid element for the linear analysis of Reissner-Mindlin plate...
An intensive study of the assumed variable distribution necessary for the Assumed Displacement Formu...
A quadrilateral plane element for analysis of spatial structures is often formulated by combining a ...