Add to ORKGA brief description of a new curved triangular thin shell element with simple nodal connections is presented. The discrete Kirchhoff theory approach and the isoparametric representation of the element geometry are used to satisfy the conformity and the rigid body displacement conditions, respectively. Some patch test solution results applicable to spherical shells are presented
The formulation of the linear stiffness matrix for a doubly-curved triangular thin shell element, us...
The development of plate and shell elements has been a most important topic in the research of finit...
An approach for adding drilling rotations to the constant strain triangle, such that the added rotat...
A three-node, curved thin-shell triangular element with simple nodal connections is developed. The d...
The research work presented here deals with problems associated with finite element analysis of lami...
The problems associated with the finite element analysis of thin shell structures are discussed wit...
The research work presented here deals with the problems of geometrically nonlinear analysis of thin...
A triangular flat finite element for the analysis of thin shells which undergo large displacements i...
In this paper, the existing modified discrete Kirchhoff triangular bending element is further modifi...
We have developed a curved finite element for a cylindrical thick shell based on the thick shell equ...
A flat triangular element for the nonlinear analysis of thin shells is presented. The formulation re...
We present a nonlinear discrete Kirchhoff-Love four-node shell finite element that is based on the c...
Relevance. The use of the finite element method for determining the stressstrain state of thin-walle...
A new plate triangle based on Reissner-Mindlin plate theory is proposed. The element has a standard ...
Based on the refined non-conforming element method, simple flat triangular elements with standard no...
The formulation of the linear stiffness matrix for a doubly-curved triangular thin shell element, us...
The development of plate and shell elements has been a most important topic in the research of finit...
An approach for adding drilling rotations to the constant strain triangle, such that the added rotat...
A three-node, curved thin-shell triangular element with simple nodal connections is developed. The d...
The research work presented here deals with problems associated with finite element analysis of lami...
The problems associated with the finite element analysis of thin shell structures are discussed wit...
The research work presented here deals with the problems of geometrically nonlinear analysis of thin...
A triangular flat finite element for the analysis of thin shells which undergo large displacements i...
In this paper, the existing modified discrete Kirchhoff triangular bending element is further modifi...
We have developed a curved finite element for a cylindrical thick shell based on the thick shell equ...
A flat triangular element for the nonlinear analysis of thin shells is presented. The formulation re...
We present a nonlinear discrete Kirchhoff-Love four-node shell finite element that is based on the c...
Relevance. The use of the finite element method for determining the stressstrain state of thin-walle...
A new plate triangle based on Reissner-Mindlin plate theory is proposed. The element has a standard ...
Based on the refined non-conforming element method, simple flat triangular elements with standard no...
The formulation of the linear stiffness matrix for a doubly-curved triangular thin shell element, us...
The development of plate and shell elements has been a most important topic in the research of finit...
An approach for adding drilling rotations to the constant strain triangle, such that the added rotat...