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Exact(13)
In this paper, a novel linear triangular element with three nodes on its vertices is proposed.
A 4-noded quadrilateral plane stress element with three degrees of freedom per node accounting for in-plane displacements and the nonlocal volume fraction of martensite is developed.
A semi-analytical isoparametric finite element with three nodes per element and five degrees of freedom per node has been used for the solution.
A three dimensional isoparametric quadratic element with three degrees of freedom (u, v and w) per node is used for the analysis.
A 2D specific plane stress continuum and isoparametric finite element with three degrees of freedom (dof) per node corresponding to in-plane displacements and temperature is developed to solve the derived thermomechanical problem.
The implemented finite element model is based on a non-conforming triangular flat plate/shell element, with three nodes and eight degrees of freedom per node, associated with a higher order shear deformation theory.
Similar(47)
Inerter is a recently proposed mechanical element with two terminals.
A finite element program is developed using serendipity element with seven degrees of freedom per node.
An eight-node shell element with five mechanical DOFs and one electrical DOF is employed.
A beam element with two degrees of freedom per node is used for the analysis.
It is shown thAthine maximum dishellements and maximum dynamic stresses decrease finitecelementtype of thickness variation.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com