Add to ORKGA general methodology for deriving thin plate bending elements with a single degree of freedom per node is presented. The formulation is based on the combination of a standard C0 finite element interpolation for the deflection field with an independent approximation of the curvatures which are expressed in terms of the deflection gradient along the sides using a finite volume‐like approach. The formulation is particularized for the simplest element of the family, i.e. the three node triangle with three degrees of freedom. The potential of the new element is shown through different examples of application
The development of plate and shell elements has been a most important topic in the research of finit...
The paper describes a methodology for extending rotation-free plate and beam elements in order to ac...
A new quadrilateral thin plate bending element with 12 degrees of freedom, called element ACGCQ, has...
A general methodology for deriving thin plate bending elements with a single degree of freedom per n...
A new approach to derive finite elements for the thin plate model is presented. The proposed method ...
This paper describes the formulation of a four node quadrilateral finite element for the use in the ...
By using separate independent transverse and rotational displacement variables in terms of a polynom...
We present a new plate bending triangular finite element. It is developed in perspective to building...
A control volume method is presented for predicting the displacement and rotation of thin transverse...
Recent advances in the study of optimal integration of quadrilateral plate bending elements based on...
Recent advances in the study of optimal integration of quadrilateral plate bending elements based on...
A triangular plate bending element, based on the generalized conforming element theory, has been for...
The paper describes how the finite element method and the finite volume method can be successfully c...
The paper describes how finite element method and the finite volume method can be successfully combi...
The possibilities and limitations of high order hyperelements in plate bending analysis are discusse...
The development of plate and shell elements has been a most important topic in the research of finit...
The paper describes a methodology for extending rotation-free plate and beam elements in order to ac...
A new quadrilateral thin plate bending element with 12 degrees of freedom, called element ACGCQ, has...
A general methodology for deriving thin plate bending elements with a single degree of freedom per n...
A new approach to derive finite elements for the thin plate model is presented. The proposed method ...
This paper describes the formulation of a four node quadrilateral finite element for the use in the ...
By using separate independent transverse and rotational displacement variables in terms of a polynom...
We present a new plate bending triangular finite element. It is developed in perspective to building...
A control volume method is presented for predicting the displacement and rotation of thin transverse...
Recent advances in the study of optimal integration of quadrilateral plate bending elements based on...
Recent advances in the study of optimal integration of quadrilateral plate bending elements based on...
A triangular plate bending element, based on the generalized conforming element theory, has been for...
The paper describes how the finite element method and the finite volume method can be successfully c...
The paper describes how finite element method and the finite volume method can be successfully combi...
The possibilities and limitations of high order hyperelements in plate bending analysis are discusse...
The development of plate and shell elements has been a most important topic in the research of finit...
The paper describes a methodology for extending rotation-free plate and beam elements in order to ac...
A new quadrilateral thin plate bending element with 12 degrees of freedom, called element ACGCQ, has...